From baceb7b6cf91848a5e4b1a391d7a481041503701 Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Thu, 28 May 2026 13:53:05 -0700 Subject: [PATCH 01/12] Remove extra factor of 0.1 in iterative lin sol tol --- src/arkode/arkode_arkstep_nls.c | 2 +- src/arkode/arkode_mristep_nls.c | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/src/arkode/arkode_arkstep_nls.c b/src/arkode/arkode_arkstep_nls.c index 0c5b87f9f9..8f0f9c457f 100644 --- a/src/arkode/arkode_arkstep_nls.c +++ b/src/arkode/arkode_arkstep_nls.c @@ -419,7 +419,7 @@ int arkStep_Nls(ARKodeMem ark_mem, int nflag) N_VConst(ZERO, step_mem->zcor); /* Reset the stored residual norm (for iterative linear solvers) */ - step_mem->eRNrm = SUN_RCONST(0.1) * step_mem->nlscoef; + step_mem->eRNrm = step_mem->nlscoef; SUNLogInfo(ARK_LOGGER, "begin-nonlinear-solve", "tol = " SUN_FORMAT_G, step_mem->nlscoef); diff --git a/src/arkode/arkode_mristep_nls.c b/src/arkode/arkode_mristep_nls.c index b10e294eb8..5aa65299e7 100644 --- a/src/arkode/arkode_mristep_nls.c +++ b/src/arkode/arkode_mristep_nls.c @@ -322,7 +322,7 @@ int mriStep_Nls(ARKodeMem ark_mem, int nflag) N_VConst(ZERO, step_mem->zcor); /* Reset the stored residual norm (for iterative linear solvers) */ - step_mem->eRNrm = SUN_RCONST(0.1) * step_mem->nlscoef; + step_mem->eRNrm = step_mem->nlscoef; SUNLogInfo(ARK_LOGGER, "begin-nonlinear-solve", "tol = " SUN_FORMAT_G, step_mem->nlscoef); From 31c1e3e449a1a5ac9e195019ab7c9f2c3ffba768 Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Thu, 28 May 2026 15:43:49 -0700 Subject: [PATCH 02/12] Update logging out files --- .../test_logging_arkode_arkstep_1_0.out | 10 +- .../test_logging_arkode_arkstep_1_1_0.out | 10 +- .../test_logging_arkode_arkstep_1_1_1.out | 10 +- .../test_logging_arkode_arkstep_2_1_0.out | 18 +- .../test_logging_arkode_arkstep_lvl3_1_0.out | 104 +-- ...test_logging_arkode_arkstep_lvl3_1_1_0.out | 276 +++--- ...test_logging_arkode_arkstep_lvl3_1_1_1.out | 98 +-- ...test_logging_arkode_arkstep_lvl3_2_1_0.out | 374 ++++---- .../test_logging_arkode_arkstep_lvl4_1_0.out | 124 +-- ...test_logging_arkode_arkstep_lvl4_1_1_0.out | 294 +++---- ...test_logging_arkode_arkstep_lvl4_1_1_1.out | 116 +-- ...test_logging_arkode_arkstep_lvl4_2_1_0.out | 392 ++++----- .../test_logging_arkode_arkstep_lvl5_1_0.out | 330 +++---- ...test_logging_arkode_arkstep_lvl5_1_1_0.out | 496 +++++------ ...test_logging_arkode_arkstep_lvl5_1_1_1.out | 324 +++---- ...test_logging_arkode_arkstep_lvl5_2_1_0.out | 704 ++++++++------- .../test_logging_arkode_mristep_1_1_0.out | 14 +- .../test_logging_arkode_mristep_2_1_0.out | 14 +- .../test_logging_arkode_mristep_4_1_0.out | 14 +- .../test_logging_arkode_mristep_5_1_0.out | 14 +- ...test_logging_arkode_mristep_lvl3_1_1_0.out | 154 ++-- ...test_logging_arkode_mristep_lvl3_2_1_0.out | 154 ++-- ...test_logging_arkode_mristep_lvl3_4_1_0.out | 153 ++-- ...test_logging_arkode_mristep_lvl3_5_1_0.out | 155 ++-- ...test_logging_arkode_mristep_lvl4_1_1_0.out | 170 ++-- ...test_logging_arkode_mristep_lvl4_2_1_0.out | 170 ++-- ...test_logging_arkode_mristep_lvl4_4_1_0.out | 175 ++-- ...test_logging_arkode_mristep_lvl4_5_1_0.out | 183 ++-- ...test_logging_arkode_mristep_lvl5_1_1_0.out | 794 +++++++++-------- ...test_logging_arkode_mristep_lvl5_2_1_0.out | 822 +++++++++--------- ...test_logging_arkode_mristep_lvl5_4_1_0.out | 727 ++++++++-------- ...test_logging_arkode_mristep_lvl5_5_1_0.out | 749 ++++++++-------- 32 files changed, 4008 insertions(+), 4134 deletions(-) diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_1_0.out index 6de194811a..3fbba4acf2 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_1_0.out @@ -5,10 +5,10 @@ Using fixed-point nonlinear solver ------------------------------------------------------------------------------------------------------------------------------ 0.000000000000000e+00 1.224744871391589e+00 1.732050807568877e+00 0.000000000000000e+00 0.000000000000000e+00 1.029860256095084e-04 1.224744870309105e+00 1.732050195224278e+00 1.332267629550188e-15 8.881784197001252e-16 - 1.637634547031199e-02 1.224717498232488e+00 1.716636482604026e+00 1.979558073017529e-09 6.987524781010279e-09 - 3.257981933976559e-02 1.224636541617373e+00 1.671860241301900e+00 1.326816878588488e-09 1.954874928600248e-09 + 1.637634545986898e-02 1.224717498232523e+00 1.716636482623596e+00 1.979558073017529e-09 6.987524781010279e-09 + 3.257981932936985e-02 1.224636541617443e+00 1.671860241339610e+00 1.326817100633093e-09 1.954874706555643e-09 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325798193397656 +Current time = 0.0325798193293699 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -17,8 +17,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162034738694536 -Current step size = 0.0159998488435351 +Last step size = 0.0162034738695009 +Current step size = 0.0159998488437035 Explicit RHS fn evals = 0 Implicit RHS fn evals = 55 NLS iters = 37 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_1_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_1_1_0.out index 29837fc81e..b106d63110 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_1_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_1_1_0.out @@ -6,10 +6,10 @@ Using GMRES iterative linear solver ------------------------------------------------------------------------------------------------------------------------------ 0.000000000000000e+00 1.224744871391589e+00 1.732050807568877e+00 0.000000000000000e+00 0.000000000000000e+00 1.029860256095084e-04 1.224744870316961e+00 1.732050195224250e+00 7.854161765408207e-12 2.731148640577885e-14 - 1.634509831323043e-02 1.224717600096914e+00 1.716694986722200e+00 4.466384151413649e-09 6.044736933219497e-09 - 3.254871465408885e-02 1.224636741657479e+00 1.671973017680123e+00 8.026050268838958e-09 5.988020079783496e-09 + 1.634509830288713e-02 1.224717600096948e+00 1.716694986741547e+00 4.466384373458254e-09 6.044736933219497e-09 + 3.254871464379332e-02 1.224636741657547e+00 1.671973017717437e+00 8.026050046794353e-09 5.988019857738891e-09 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325487146540888 +Current time = 0.0325487146437933 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -18,8 +18,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162036163408584 -Current step size = 0.0160003634285686 +Last step size = 0.0162036163409062 +Current step size = 0.0160003634287291 Explicit RHS fn evals = 0 Implicit RHS fn evals = 49 NLS iters = 31 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_1_1_1.out b/test/unit_tests/logging/test_logging_arkode_arkstep_1_1_1.out index f7577e5250..ed7efb945b 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_1_1_1.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_1_1_1.out @@ -6,10 +6,10 @@ Using dense direct linear solver ------------------------------------------------------------------------------------------------------------------------------ 0.000000000000000e+00 1.224744871391589e+00 1.732050807568877e+00 0.000000000000000e+00 0.000000000000000e+00 1.029860256095084e-04 1.224744870309106e+00 1.732050195224331e+00 2.220446049250313e-16 5.417888360170764e-14 - 1.634494202883973e-02 1.224717601252216e+00 1.716695279840718e+00 3.832499873013262e-09 5.257355883969694e-09 - 3.254857113431928e-02 1.224636743029931e+00 1.671973557804309e+00 7.607053653657658e-09 1.398835069998938e-08 + 1.634494201849694e-02 1.224717601252250e+00 1.716695279860065e+00 3.832499873013262e-09 5.257355661925089e-09 + 3.254857112402264e-02 1.224636743030000e+00 1.671973557841629e+00 7.607053653657658e-09 1.398835314248004e-08 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325485711343193 +Current time = 0.0325485711240226 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -18,8 +18,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162036291054795 -Current step size = 0.0160002694380036 +Last step size = 0.0162036291055257 +Current step size = 0.0160002694381553 Explicit RHS fn evals = 0 Implicit RHS fn evals = 51 NLS iters = 33 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_2_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_2_1_0.out index d93049a714..715227b005 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_2_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_2_1_0.out @@ -6,10 +6,10 @@ Using GMRES iterative linear solver ------------------------------------------------------------------------------------------------------------------------------ 0.000000000000000e+00 1.224744871391589e+00 1.732050807568877e+00 0.000000000000000e+00 0.000000000000000e+00 1.029860256095084e-04 1.224744870309106e+00 1.732050195224277e+00 2.220446049250313e-16 0.000000000000000e+00 - 3.502451885110175e-02 1.224619609700343e+00 1.662687091654167e+00 6.681937003705229e-08 6.552550830818404e-07 - 6.969781090645438e-02 1.224249198384828e+00 1.475102530019370e+00 2.222188455469620e-08 2.585729584891894e-06 + 3.502516539375204e-02 1.224619605121879e+00 1.662684585138383e+00 6.677590458359361e-08 6.552862619191302e-07 + 6.969844466966765e-02 1.224249189417159e+00 1.475098300698174e+00 2.226715922759581e-08 2.585823206890936e-06 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0696978109064544 +Current time = 0.0696984446696677 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -18,8 +18,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0346732920553526 -Current step size = 0.0331306530355695 +Last step size = 0.0346732792759156 +Current step size = 0.0331306092155204 Explicit RHS fn evals = 23 Implicit RHS fn evals = 62 NLS iters = 39 @@ -27,14 +27,14 @@ NLS fails = 0 NLS iters per step = 13 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 46 +LS RHS fn evals = 43 Prec setup evals = 0 Prec solves = 0 -LS iters = 46 +LS iters = 43 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 46 -LS iters per NLS iter = 1.17948717948718 +Jac-times evals = 43 +LS iters per NLS iter = 1.1025641025641 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End ARKStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_0.out index 904cf53230..65eded8c75 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_0.out @@ -38,7 +38,7 @@ Using fixed-point nonlinear solver [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 0.270379821731715 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 8.46024380124365e-06 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 8.46024380120851e-06 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success @@ -55,164 +55,164 @@ Using fixed-point nonlinear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.05238430477809e-09 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.05238430747946e-09 1.029860256095084e-04 1.224744870309105e+00 1.732050195224278e+00 1.332267629550188e-15 8.881784197001252e-16 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162733594447025 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162733594342595 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00823966574796075 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00823966574273924 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1599.23699729815 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1599.2369952759 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.4558241046667 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.4558240954653 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0473849536502345 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0473849535385903 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248616433994311 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248616433841377 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 146.564735991423 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 146.564735809693 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 0.652349285136667 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 0.65234928395417 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.00537840998476487 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.00537840997129783 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102738356785486 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102738356720217 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 2484.60864889179 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 2484.60864574464 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 7.82301001053356 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 7.82300999736757 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.06876265539645 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0687626552352536 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0170272798481001 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0170272798372394 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6789.24742552347 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6789.24741693561 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 19.7773444954183 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 19.7773444542107 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.150833469874865 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.150833469543018 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.016376345470312 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.016376345459869 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6290.02591791933 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6290.02590995191 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 18.1655697724305 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 18.1655697356515 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.142687671971427 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.142687671654764 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.667492475255838 - 1.637634547031199e-02 1.224717498232488e+00 1.716636482604026e+00 1.979558073017529e-09 6.987524781010279e-09 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.016376345470312, h = 0.0162034738694536 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.016376345470312 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.667492473534662 + 1.637634545986898e-02 1.224717498232523e+00 1.716636482623596e+00 1.979558073017529e-09 6.987524781010279e-09 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.016376345459869, h = 0.0162034738695009 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.016376345459869 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244780824050388 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244780823946194 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 7728.62514885582 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 7728.62514497752 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 29.1923843863051 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 29.1923843578579 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.146135117719499 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.146135117639719 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.018749289279104 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187492892686679 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1963.16522718945 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1963.16522603594 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.90824006304539 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.90824005782105 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0407263061977083 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0407263061863116 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0265035166387205 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.026503516628307 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 10123.4460562538 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 10123.4460514263 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 41.9008318662137 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 41.900831826425 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.198196714664452 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.198196714510169 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0332279582945437 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0332279582841499 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 19319.2954515257 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 19319.2954436407 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 106.048759303954 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 106.04875921769 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.555525222252011 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.555525221600015 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325798193397656 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325798193293699 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 18358.6918065964 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 18358.6917989984 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 98.2849004828555 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 98.2849004015608 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.503616559215976 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.503616558626653 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690142942535631 - 3.257981933976559e-02 1.224636541617373e+00 1.671860241301900e+00 1.326816878588488e-09 1.954874928600248e-09 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690142942514632 + 3.257981932936985e-02 1.224636541617443e+00 1.671860241339610e+00 1.326817100633093e-09 1.954874706555643e-09 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325798193397656 +Current time = 0.0325798193293699 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -221,8 +221,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162034738694536 -Current step size = 0.0159998488435351 +Last step size = 0.0162034738695009 +Current step size = 0.0159998488437035 Explicit RHS fn evals = 0 Implicit RHS fn evals = 55 NLS iters = 37 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_1_0.out index 1d939be8c4..44cb1cb5ff 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_1_0.out @@ -12,7 +12,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0624953510358378, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0624953510358378, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0883817730201493, status = continue @@ -28,7 +28,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00536125534977126, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00536125534977126, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00758196002699183, status = continue @@ -44,7 +44,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0976489830775975, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0976489830775975, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.138096516220279, status = continue @@ -60,7 +60,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.270379821803476, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.270379821803476, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.382374810986496, status = continue @@ -71,7 +71,7 @@ Using GMRES iterative linear solver [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.270372928539901 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.9047189838244e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.90471898382462e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -81,7 +81,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249981359940487, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249981359940487, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.353527029568307, status = continue @@ -92,7 +92,7 @@ Using GMRES iterative linear solver [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.249974984962778 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.53469310516504e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.53469310516504e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -100,327 +100,327 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06050616332464e-09 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06050616602604e-09 1.029860256095084e-04 1.224744870316961e+00 1.732050195224250e+00 7.854161765408207e-12 2.731148640577885e-14 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162421122876209 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162421122772776 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822404216941997 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822404216424832 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1593.19176644976, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1593.19176445057, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2253.1134035744, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2253.11340074712, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.44750519708679 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.44750518491193 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.2289546868743e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.10953752993506e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.2289546868743e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1590.28393577994 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.10953752993506e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1590.28393378392 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00516727687997658, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00516727685873155, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00730763304419982, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00730763301415479, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.59490334380293e-05 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.59490342408467e-05 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.59490334380293e-05 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.00512917683736898 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.59490342408467e-05 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.00512917681703386 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248158829973492 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248158829822018 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 146.02148264025, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 146.021482460594, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 206.505561147669, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 206.505560893597, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.591115365969131 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.591115364867768 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.21762529781721e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.33851272884372e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.21762529781721e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.529374680819 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.33851272884372e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.529374502001 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5.87792938001751e-05, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5.87792774307542e-05, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102543062053726 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.010254306198908 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2475.20070257794, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2475.20069946668, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 3500.46240318113, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 3500.46239878114, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 10.0104156262072 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 10.0104156072957 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.31304836892305e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.32055364648242e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.31304836892305e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2472.02850518824 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.32055364648242e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2472.02850207935 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0139258393502717, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0139258389744079, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0196941108765832, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0196941103450315, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.49511218602315e-05 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.49511197190192e-05 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 6.49511218602315e-05 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0138577616415724 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 6.49511197190192e-05 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.013857761263137 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169947828047353 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169947827939782 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6763.57484028347, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6763.57483179327, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 9565.13926925433, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 9565.13925724736, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 27.2410107362545 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 27.2410106849171 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.73641483031721e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.84957651910828e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.73641483031721e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6766.94006037081 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.84957651910828e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6766.94005185431 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.188783523348192, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.188783523448619, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.266980219071592, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.266980219213616, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000490198585095524 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000490198578783956 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000490198585095524 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.188842605487093 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000490198578783956 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.188842605589616 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163450983132304 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163450983028871 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6266.20820342064, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6266.2081955439, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 8861.75662593101, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 8861.75661479163, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 25.2513372794856 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 25.2513372318335 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.65967792807595e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.53454040044614e-12 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.65967792807595e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6268.26566382617 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.53454040044614e-12 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6268.26565592938 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.153721913317771, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.15372191204277, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.217395614647933, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.21739561284481, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000435920466726234 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000435920466887285 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000435920466726234 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.153724731333688 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000435920466887285 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.153724730056211 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.662357205901739 - 1.634509831323043e-02 1.224717600096914e+00 1.716694986722200e+00 4.466384151413649e-09 6.044736933219497e-09 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163450983132304, h = 0.0162036163408584 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163450983132304 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.66235720420672 + 1.634509830288713e-02 1.224717600096948e+00 1.716694986741547e+00 4.466384373458254e-09 6.044736933219497e-09 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163450983028871, h = 0.0162036163409062 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163450983028871 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244469064836596 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244469064733402 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 7717.02090278617, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 7717.02089894522, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 10913.5156218369, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 10913.5156164049, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 30.7547300512403 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 30.7547300374125 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.39226496649395e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.48115227116042e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.39226496649395e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7736.02132098345 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.48115227116042e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7736.02131711567 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.400901118972478, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.400901115019683, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.566959799621428, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.566959794031332, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000311166436646474 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000311166439974756 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000311166436646474 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.402037774103422 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000311166439974756 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.402037770137819 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000220027775173213, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000220027777405525, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187180629864766 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187180629761403 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1959.71380717642, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1959.713806034, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2771.4538444787, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2771.45384286308, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 7.86193953613584 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 7.86193953071701 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.35524074839443e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.13209430906355e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.35524074839443e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1961.66269785533 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.13209430906355e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1961.66269670594 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0181456869241537, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0181456875427972, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0256618765467143, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0256618774216084, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.6636706526222e-05 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.66367133006311e-05 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.6636706526222e-05 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0181640389118817 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.66367133006311e-05 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0181640395292674 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264723585262669 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264723585159535 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10109.0015123897, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10109.0015076086, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14296.2870408716, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14296.2870341102, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 40.1714845832105 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 40.1714845683035 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.27890710079847e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.26267214259247e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.27890710079847e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10138.9706070066 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.26267214259247e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10138.9706021885 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.761360507929088, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.761360502515883, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.07672635616859, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.07672634851316, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000372255887073822 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000372255863822565 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000372255887073822 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.76395787497342 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000372255863822565 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.763957869542151 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000263224586228659, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000263224571539828, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331968593077232 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331968592974296 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 19295.7027963461, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 19295.7027885371, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 27288.244590113, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 27288.2445790696, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 75.8013353087576 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 75.8013352665587 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.69010366508686e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.47155763376766e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.69010366508686e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19383.6230278886 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.47155763376766e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19383.62302 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.65532357684191, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.65532357079549, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 5.16940817723197, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 5.16940816868104, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000592365089434545 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000592364897006989 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000592365089434545 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.67451611929356 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000592364897006989 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.67451611319402 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000418863104471115, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000418862966826119, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325487146540888 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325487146437933 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18335.9578719392, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18335.9578644145, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25930.9603015981, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25930.9602909566, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 72.1217821379954 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 72.1217821083328 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.53820201478047e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.66517251373102e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.53820201478047e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18416.7945968062 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.66517251373102e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18416.7945892065 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.22487366966353, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.2248736622512, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.56066008057805, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.56066007009544, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000366847873472495 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000366847836745101 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000366847873472495 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.24124317982607 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000366847836745101 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.24124317236583 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000259398858914114, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000259398829983043, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -428,10 +428,10 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690078434455054 - 3.254871465408885e-02 1.224636741657479e+00 1.671973017680123e+00 8.026050268838958e-09 5.988020079783496e-09 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690078434435488 + 3.254871464379332e-02 1.224636741657547e+00 1.671973017717437e+00 8.026050046794353e-09 5.988019857738891e-09 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325487146540888 +Current time = 0.0325487146437933 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -440,8 +440,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162036163408584 -Current step size = 0.0160003634285686 +Last step size = 0.0162036163409062 +Current step size = 0.0160003634287291 Explicit RHS fn evals = 0 Implicit RHS fn evals = 49 NLS iters = 31 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_1_1.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_1_1.out index 17567c0397..f919b3b201 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_1_1.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_1_1_1.out @@ -49,7 +49,7 @@ Using dense direct linear solver [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.58084275561868e-08 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.58084275994081e-08 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success @@ -65,209 +65,209 @@ Using dense direct linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06054698179545e-09 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06054698449686e-09 1.029860256095084e-04 1.224744870309106e+00 1.732050195224331e+00 2.220446049250313e-16 5.417888360170764e-14 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162419560032302 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162419559928874 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822396402722462 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822396402205322 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1586.75130082401 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1586.75129883705 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.49547854294981 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.49547853414986 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.007701833546298 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.0077018335166994 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0024815654124158 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248156541090113 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.431248263683 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.431248085134 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0953222630164788 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0953222627797409 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102542085276284 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102542085211642 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2465.19470163712 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2465.19469854488 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 6.77459966085338 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 6.77459964378756 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169946202689689 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169946202582124 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6736.23376505844 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6736.23375662015 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 30.6026376908429 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 30.6026376139715 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.139778614592362 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.139778614064444 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163449420288397 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163449420184969 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6240.87742337486 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6240.87741554628 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 27.2808767325322 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 27.2808766639335 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.119831446147033 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.119831445694176 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.662329625971577 - 1.634494202883973e-02 1.224717601252216e+00 1.716695279840718e+00 3.832499873013262e-09 5.257355883969694e-09 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163449420288397, h = 0.0162036291054795 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163449420288397 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.662329624276956 + 1.634494201849694e-02 1.224717601252250e+00 1.716695279860065e+00 3.832499873013262e-09 5.257355661925089e-09 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163449420184969, h = 0.0162036291055257 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163449420184969 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244467565815795 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244467565712598 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7694.99998175706 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7694.99997548788 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 41.1311924590352 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 41.1311948298855 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.221908849627908 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.221908875268361 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187179085714214 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187179085610853 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1954.11882473942 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1954.11882298086 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 7.51548957515692 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 7.51549017982844 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264722102197644 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264722102094505 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10080.1594521091 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10080.1594441464 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 59.1314558200916 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 59.1314589214946 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.351205234406394 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.351205271288997 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331967162985385 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331967162882437 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19240.674271963 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19240.6742580771 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 145.31830972106 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 145.318315616018 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.12507141313977 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.12507150406308 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325485711343193 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325485711240226 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18283.664211298 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18283.6641979989 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 135.178107454468 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 135.178113058369 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.02314664816599 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.02314673271496 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690096824069046 - 3.254857113431928e-02 1.224636743029931e+00 1.671973557804309e+00 7.607053653657658e-09 1.398835069998938e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.69009682405073 + 3.254857112402264e-02 1.224636743030000e+00 1.671973557841629e+00 7.607053653657658e-09 1.398835314248004e-08 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325485711343193 +Current time = 0.0325485711240226 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -276,8 +276,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162036291054795 -Current step size = 0.0160002694380036 +Last step size = 0.0162036291055257 +Current step size = 0.0160002694381553 Explicit RHS fn evals = 0 Implicit RHS fn evals = 51 NLS iters = 33 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_2_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_2_1_0.out index f1fc4569ad..2c78039531 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_2_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl3_2_1_0.out @@ -12,7 +12,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.36862897731108e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.36862897731108e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2.36862897731108e-07 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -22,7 +22,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0444446695730074, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0444446695730074, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0628542544853378, status = continue @@ -38,7 +38,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0280539981894343, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0280539981894343, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0396743447182882, status = continue @@ -54,15 +54,9 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00140601395608509, b-tol = 0.0005, res-tol = 0.000707106781186548 -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00198840400558139, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.78175086121223e-08 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.78175086121223e-08 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.00140599612163296 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00140601395608509, b-tol = 0.005, res-tol = 0.00707106781186548 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.00140601395608509 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 1 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success @@ -70,18 +64,18 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.122489067495795, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.12248906749505, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.173225700494987, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.173225700493934, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.55234897701232e-06 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.55234897701222e-06 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.55234897701232e-06 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.122487513702728 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.55234897701222e-06 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.122487513701983 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.09767580163171e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.09767580163832e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -91,18 +85,18 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249978158106544, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249978158106113, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.353522501491321, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.35352250149071, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.16807075412945e-06 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.16807075412934e-06 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.16807075412945e-06 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.249974987090266 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.16807075412934e-06 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.249974987089835 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.24016311798069e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.24016311798448e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -110,190 +104,187 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 4.9626087705981e-11 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 4.96224127358816e-11 1.029860256095084e-04 1.224744870309106e+00 1.732050195224277e+00 2.220446049250313e-16 0.000000000000000e+00 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0349215328254922 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0349221793681425 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00872860463350609 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00872876432954071 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 49.8744803840995, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 49.8757049681752, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 70.5331665755044, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 70.5348983989125, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.24204718234073 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.242058328815427 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.05617698848569e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.7958949969021e-17 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.05617698848569e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 49.6351045633121 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.7958949969021e-17 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 49.6363180075281 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.763166727857e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.76376726414717e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0148278380430786 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0148281106612623 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5187.07199586619, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5187.26236393664, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 7335.62756555964, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 7335.89678666671, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 22.1671733598617 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 22.1683921279698 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.02368524495867e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.23042353912682e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.02368524495867e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 5164.96526288642 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.23042353912682e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 5165.15441701093 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0988964319176526, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0989054843145738, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.139860675288252, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.13987347731075, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000493694568737198 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000493748822342631 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000493694568737198 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0981193988335285 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000493748822342631 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0981283658016272 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0118016995221494 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0118019161139373 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3292.14949521012, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3292.27030827882, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4655.80246548589, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4655.97332096616, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 14.1144148712553 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 14.1151923606525 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.74893127452226e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.60520789790412e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.74893127452226e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 3278.07547096968 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.60520789790412e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 3278.19550975662 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0399395448339721, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0399432033659624, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0564830459792116, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0564882199247706, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000199379841776538 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000199401765206194 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000199379841776538 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0396257376991499 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000199401765206194 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0396293617084277 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.00272210098752143 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0027221494782202 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 183.775647059082, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 183.782629950738, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 259.898012504845, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 259.90788780493, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.770284300364668 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.770327481294786 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.58273598836397e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.0129948000083e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.58273598836397e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 183.00176931934 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.0129948000083e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 183.008708769911 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000124272538514667, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000124284346352342, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0245480590034541 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0245485115833093 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14103.9155128725, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14104.4309487743, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 19945.9486008686, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 19946.6775373115, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 59.37699979732 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 59.3802254121145 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.70075896452923e-12 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.30682488167986e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.70075896452923e-12 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14044.6616157196 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.30682488167986e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14045.1738359841 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.722045281214461, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.722110784227389, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.02112622934099, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.02121886459025, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00360456366865307 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.81008009961969e-19 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00360495689099062 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.81008009961969e-19 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.716390736934723 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00360495689099062 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.716437089059089 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.61183763805334e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00254908916692803, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.0350245188511017 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.035025165393752 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28461.8996579923, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28462.9313652254, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40251.2045072348, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40252.6635615964, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 117.517425336171 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 117.523692200002 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.59705502966266e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.89216630854688e-11 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.59705502966266e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28344.6458691693 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.89216630854688e-11 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28345.6713308209 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.88072555650152, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.88098300349334, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.07396115147923, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.07432523650666, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0143808381645874 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0143823875462122 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.1104645168387e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.57988629941085e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.1104645168387e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.85816505282855 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.57988629941085e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.85842006983673 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.82753365761051e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.82703136020838e-09, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -301,226 +292,223 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.675091934590672 - 3.502451885110175e-02 1.224619609700343e+00 1.662687091654167e+00 6.681937003705229e-08 6.552550830818404e-07 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0350245188511017, h = 0.0346732920553526 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0350245188511017 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.675142926345845 + 3.502516539375204e-02 1.224619605121879e+00 1.662684585138383e+00 6.677590458359361e-08 6.552862619191302e-07 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.035025165393752, h = 0.0346732792759156 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.035025165393752 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0435888219887738 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0435894653749032 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14185.6025932147, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14185.8575070544, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20061.4715777592, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20061.8320803685, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 56.8591896854556 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 56.8600842942501 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.23785204705109e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.51787255755954e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.23785204705109e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14126.5135938887 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.51787255755954e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14126.7674886946 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.712567034916392, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.712591808275755, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.00772196487874, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00348233842396897 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.00775699969954, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.10913040304531e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00348245629930148 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.10913040304531e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.70712667618591 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00348245629930148 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.707133329068949 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.70707280838903e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0024624681767621, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.049644698813559 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.049645339967691 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28586.74199197, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28587.151867101, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40427.7582291045, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40428.3378800736, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 112.498392053182 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 112.499728225988 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.46329852946404e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.34978164230735e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.46329852946404e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28469.8206187781 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.34978164230735e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28470.2289284648 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.84678091866385, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.84685846410533, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.02595618427936, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.02606585009439, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0139122352298922 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0139126014495135 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.03698058573004e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.83969903567085e-18 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.03698058573004e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.82501985761751 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.83969903567085e-18 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.8250968318979 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.66965245002144e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.66730858594671e-09, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0466400716896449 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0466407139511838 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 22031.6864703275, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 22032.0170250827, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 31157.5098082889, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 31157.9772833069, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 87.5086019232715 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 87.5097092685129 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.61062925088819e-12 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.26394720949868e-12 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.61062925088819e-12 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 21940.7391407761 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.26394720949868e-12 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 21941.068407204 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.70708579602089, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.70713480073671, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.41418388486721, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.41425318800095, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00834255495190884 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00834278675038061 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.96392361258559e-19 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.46612340457262e-20 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.96392361258559e-19 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 1.6940365407378 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.46612340457262e-20 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 1.69408518373796 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.19586773066634e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.19600062051972e-09, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0376250157552532 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0376256613394457 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4501.66336183311, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4501.74080546682, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 6366.31337954244, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 6366.42290137956, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 18.306428234224 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 18.3067071057705 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.84872470515459e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.9053356484485e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.84872470515459e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4482.63126266306 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.9053356484485e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4482.70838771965 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0730691479602409, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.073071594988518, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.103335380036419, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.103338840656996, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000357095505471905 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000357107134438455 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000357095505471905 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0725087323564924 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000357107134438455 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0725111611688112 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0592958232898486 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.059296460886893 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 51688.7347525001, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 51689.3760095905, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 73098.9097088911, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 73099.8165833653, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 196.772822951714 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 196.774716189913 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.33101418785218e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.86271896896994e-11 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.33101418785218e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 51484.1770636417 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.86271896896994e-11 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 51484.8160433146 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.99007288358857, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.99027958974511, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 12.7138829986936, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 12.7141753253436, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0439350976960009 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0439360676597252 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.16522566674574e-18 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.4863565474074e-19 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.16522566674574e-18 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 8.92136001856416 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.4863565474074e-19 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 8.92156521331741 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.36642837352906e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.3664831184061e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.0696978109064544 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.0696984446696677 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 80414.1135036731, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 80414.975605202, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 113722.729923104, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 113723.949118778, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 294.289327212793 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 294.291575356078 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.15860477535272e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.83029083023466e-11 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.15860477535272e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 80108.1718687462 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.83029083023466e-11 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 80109.0311696428 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 20.8477245119464, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 20.8481260776099, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 29.4831347494127, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 29.4837026490201, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.101882167405023 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.101884036517758 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.92182309317748e-18 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.87312837036134e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.92182309317748e-18 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 20.6883140143107 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.87312837036134e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 20.6887126667948 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.24912493990746e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.24962898756319e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -528,10 +516,10 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.787100817234017 - 6.969781090645438e-02 1.224249198384828e+00 1.475102530019370e+00 2.222188455469620e-08 2.585729584891894e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.787103821059922 + 6.969844466966765e-02 1.224249189417159e+00 1.475098300698174e+00 2.226715922759581e-08 2.585823206890936e-06 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0696978109064544 +Current time = 0.0696984446696677 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -540,8 +528,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0346732920553526 -Current step size = 0.0331306530355695 +Last step size = 0.0346732792759156 +Current step size = 0.0331306092155204 Explicit RHS fn evals = 23 Implicit RHS fn evals = 62 NLS iters = 39 @@ -549,14 +537,14 @@ NLS fails = 0 NLS iters per step = 13 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 46 +LS RHS fn evals = 43 Prec setup evals = 0 Prec solves = 0 -LS iters = 46 +LS iters = 43 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 46 -LS iters per NLS iter = 1.17948717948718 +Jac-times evals = 43 +LS iters per NLS iter = 1.1025641025641 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End ARKStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_0.out index 6c8ecc0931..39bdd296f1 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_0.out @@ -38,7 +38,7 @@ Using fixed-point nonlinear solver [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 0.270379821731715 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 8.46024380124365e-06 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 8.46024380120851e-06 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success @@ -55,173 +55,173 @@ Using fixed-point nonlinear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180815104941139 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162733594447025 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 158.015219525085 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.05238430477809e-09 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180815104825105 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162733594342595 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 158.015219423683 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.05238430747946e-09 1.029860256095084e-04 1.224744870309105e+00 1.732050195224278e+00 1.332267629550188e-15 8.881784197001252e-16 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162733594447025 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162733594342595 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00823966574796075 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00823966574273924 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1599.23699729815 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1599.2369952759 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.4558241046667 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.4558240954653 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0473849536502345 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0473849535385903 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248616433994311 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248616433841377 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 146.564735991423 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 146.564735809693 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 0.652349285136667 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 0.65234928395417 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.00537840998476487 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.00537840997129783 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102738356785486 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102738356720217 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 2484.60864889179 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 2484.60864574464 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 7.82301001053356 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 7.82300999736757 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.06876265539645 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0687626552352536 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0170272798481001 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0170272798372394 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6789.24742552347 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6789.24741693561 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 19.7773444954183 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 19.7773444542107 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.150833469874865 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.150833469543018 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.016376345470312 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.016376345459869 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6290.02591791933 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6290.02590995191 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 18.1655697724305 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 18.1655697356515 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.142687671971427 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.142687671654764 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180038598549484 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162034738694536 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.995705522545215 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.667492475255838 - 1.637634547031199e-02 1.224717498232488e+00 1.716636482604026e+00 1.979558073017529e-09 6.987524781010279e-09 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.016376345470312, h = 0.0162034738694536 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.016376345470312 -[INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244780824050388 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.018003859855001 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162034738695009 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.995705523187089 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.667492473534662 + 1.637634545986898e-02 1.224717498232523e+00 1.716636482623596e+00 1.979558073017529e-09 6.987524781010279e-09 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.016376345459869, h = 0.0162034738695009 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.016376345459869 +[INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244780823946194 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 7728.62514885582 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 7728.62514497752 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 29.1923843863051 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 29.1923843578579 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.146135117719499 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.146135117639719 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.018749289279104 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187492892686679 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1963.16522718945 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1963.16522603594 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.90824006304539 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.90824005782105 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0407263061977083 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0407263061863116 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0265035166387205 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.026503516628307 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 10123.4460562538 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 10123.4460514263 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 41.9008318662137 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 41.900831826425 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.198196714664452 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.198196714510169 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0332279582945437 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0332279582841499 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 19319.2954515257 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 19319.2954436407 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 106.048759303954 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 106.04875921769 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.555525222252011 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.555525221600015 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325798193397656 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325798193293699 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 18358.6918065964 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 18358.6917989984 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 98.2849004828555 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 98.2849004015608 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.503616559215976 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.503616558626653 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177776098261501 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0159998488435351 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987433248724374 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690142942535631 - 3.257981933976559e-02 1.224636541617373e+00 1.671860241301900e+00 1.326816878588488e-09 1.954874928600248e-09 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177776098263372 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0159998488437035 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987433248731885 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690142942514632 + 3.257981932936985e-02 1.224636541617443e+00 1.671860241339610e+00 1.326817100633093e-09 1.954874706555643e-09 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325798193397656 +Current time = 0.0325798193293699 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -230,8 +230,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162034738694536 -Current step size = 0.0159998488435351 +Last step size = 0.0162034738695009 +Current step size = 0.0159998488437035 Explicit RHS fn evals = 0 Implicit RHS fn evals = 55 NLS iters = 37 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_1_0.out index 8791d7adff..817f5e5096 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_1_0.out @@ -12,7 +12,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0624953510358378, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0624953510358378, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0883817730201493, status = continue @@ -28,7 +28,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00536125534977126, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00536125534977126, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00758196002699183, status = continue @@ -44,7 +44,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0976489830775975, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0976489830775975, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.138096516220279, status = continue @@ -60,7 +60,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.270379821803476, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.270379821803476, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.382374810986496, status = continue @@ -71,7 +71,7 @@ Using GMRES iterative linear solver [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.270372928539901 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.9047189838244e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.90471898382462e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -81,7 +81,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249981359940487, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249981359940487, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.353527029568307, status = continue @@ -92,7 +92,7 @@ Using GMRES iterative linear solver [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.249974984962778 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.53469310516504e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.53469310516504e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -100,333 +100,333 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180467914306899 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162421122876209 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 157.711807903007 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06050616332464e-09 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180467914191974 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162421122772776 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 157.711807802573 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06050616602604e-09 1.029860256095084e-04 1.224744870316961e+00 1.732050195224250e+00 7.854161765408207e-12 2.731148640577885e-14 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162421122876209 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162421122772776 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822404216941997 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822404216424832 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1593.19176644976, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1593.19176445057, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2253.1134035744, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2253.11340074712, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.44750519708679 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.44750518491193 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.2289546868743e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.10953752993506e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.2289546868743e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1590.28393577994 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.10953752993506e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1590.28393378392 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00516727687997658, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00516727685873155, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00730763304419982, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00730763301415479, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.59490334380293e-05 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.59490342408467e-05 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.59490334380293e-05 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.00512917683736898 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.59490342408467e-05 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.00512917681703386 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248158829973492 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248158829822018 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 146.02148264025, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 146.021482460594, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 206.505561147669, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 206.505560893597, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.591115365969131 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.591115364867768 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.21762529781721e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.33851272884372e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.21762529781721e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.529374680819 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.33851272884372e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.529374502001 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5.87792938001751e-05, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5.87792774307542e-05, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102543062053726 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.010254306198908 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2475.20070257794, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2475.20069946668, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 3500.46240318113, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 3500.46239878114, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 10.0104156262072 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 10.0104156072957 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.31304836892305e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.32055364648242e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.31304836892305e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2472.02850518824 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.32055364648242e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2472.02850207935 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0139258393502717, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0139258389744079, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0196941108765832, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0196941103450315, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.49511218602315e-05 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.49511197190192e-05 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 6.49511218602315e-05 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0138577616415724 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 6.49511197190192e-05 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.013857761263137 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169947828047353 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169947827939782 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6763.57484028347, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6763.57483179327, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 9565.13926925433, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 9565.13925724736, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 27.2410107362545 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 27.2410106849171 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.73641483031721e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.84957651910828e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.73641483031721e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6766.94006037081 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.84957651910828e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6766.94005185431 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.188783523348192, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.188783523448619, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.266980219071592, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.266980219213616, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000490198585095524 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000490198578783956 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000490198585095524 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.188842605487093 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000490198578783956 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.188842605589616 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163450983132304 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163450983028871 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6266.20820342064, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6266.2081955439, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 8861.75662593101, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 8861.75661479163, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 25.2513372794856 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 25.2513372318335 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.65967792807595e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.53454040044614e-12 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.65967792807595e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6268.26566382617 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.53454040044614e-12 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6268.26565592938 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.153721913317771, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.15372191204277, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.217395614647933, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.21739561284481, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000435920466726234 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000435920466887285 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000435920466726234 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.153724731333688 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000435920466887285 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.153724730056211 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180040181565094 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162036163408584 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.997629868204282 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.662357205901739 - 1.634509831323043e-02 1.224717600096914e+00 1.716694986722200e+00 4.466384151413649e-09 6.044736933219497e-09 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163450983132304, h = 0.0162036163408584 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163450983132304 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180040181565624 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162036163409062 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.997629868842534 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.66235720420672 + 1.634509830288713e-02 1.224717600096948e+00 1.716694986741547e+00 4.466384373458254e-09 6.044736933219497e-09 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163450983028871, h = 0.0162036163409062 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163450983028871 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244469064836596 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244469064733402 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 7717.02090278617, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 7717.02089894522, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 10913.5156218369, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 10913.5156164049, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 30.7547300512403 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 30.7547300374125 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.39226496649395e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.48115227116042e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.39226496649395e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7736.02132098345 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.48115227116042e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7736.02131711567 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.400901118972478, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.400901115019683, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.566959799621428, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.566959794031332, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000311166436646474 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000311166439974756 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000311166436646474 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.402037774103422 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000311166439974756 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.402037770137819 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000220027775173213, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000220027777405525, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187180629864766 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187180629761403 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1959.71380717642, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1959.713806034, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2771.4538444787, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2771.45384286308, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 7.86193953613584 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 7.86193953071701 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.35524074839443e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.13209430906355e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.35524074839443e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1961.66269785533 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.13209430906355e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1961.66269670594 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0181456869241537, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0181456875427972, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0256618765467143, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0256618774216084, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.6636706526222e-05 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.66367133006311e-05 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.6636706526222e-05 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0181640389118817 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.66367133006311e-05 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0181640395292674 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264723585262669 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264723585159535 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10109.0015123897, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10109.0015076086, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14296.2870408716, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14296.2870341102, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 40.1714845832105 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 40.1714845683035 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.27890710079847e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.26267214259247e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.27890710079847e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10138.9706070066 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.26267214259247e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10138.9706021885 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.761360507929088, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.761360502515883, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.07672635616859, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.07672634851316, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000372255887073822 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000372255863822565 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000372255887073822 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.76395787497342 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000372255863822565 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.763957869542151 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000263224586228659, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000263224571539828, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331968593077232 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331968592974296 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 19295.7027963461, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 19295.7027885371, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 27288.244590113, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 27288.2445790696, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 75.8013353087576 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 75.8013352665587 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.69010366508686e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.47155763376766e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.69010366508686e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19383.6230278886 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.47155763376766e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19383.62302 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.65532357684191, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.65532357079549, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 5.16940817723197, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 5.16940816868104, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000592365089434545 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000592364897006989 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000592365089434545 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.67451611929356 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000592364897006989 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.67451611319402 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000418863104471115, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000418862966826119, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325487146540888 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325487146437933 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18335.9578719392, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18335.9578644145, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25930.9603015981, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25930.9602909566, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 72.1217821379954 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 72.1217821083328 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.53820201478047e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.66517251373102e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.53820201478047e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18416.7945968062 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.66517251373102e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18416.7945892065 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.22487366966353, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.2248736622512, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.56066008057805, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.56066007009544, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000366847873472495 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000366847836745101 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000366847873472495 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.24124317982607 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000366847836745101 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.24124317236583 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000259398858914114, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000259398829983043, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -434,13 +434,13 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177781815872984 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0160003634285686 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987456324069008 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690078434455054 - 3.254871465408885e-02 1.224636741657479e+00 1.671973017680123e+00 8.026050268838958e-09 5.988020079783496e-09 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177781815874768 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0160003634287291 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987456324076007 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690078434435488 + 3.254871464379332e-02 1.224636741657547e+00 1.671973017717437e+00 8.026050046794353e-09 5.988019857738891e-09 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325487146540888 +Current time = 0.0325487146437933 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -449,8 +449,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162036163408584 -Current step size = 0.0160003634285686 +Last step size = 0.0162036163409062 +Current step size = 0.0160003634287291 Explicit RHS fn evals = 0 Implicit RHS fn evals = 49 NLS iters = 31 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_1_1.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_1_1.out index e2ae5f13ea..71038da883 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_1_1.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_1_1_1.out @@ -49,7 +49,7 @@ Using dense direct linear solver [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.58084275561868e-08 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.58084275994081e-08 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success @@ -65,218 +65,218 @@ Using dense direct linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180466177813669 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162419560032302 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 157.710290372936 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06054698179545e-09 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180466177698749 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162419559928874 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 157.710290272507 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06054698449686e-09 1.029860256095084e-04 1.224744870309106e+00 1.732050195224331e+00 2.220446049250313e-16 5.417888360170764e-14 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162419560032302 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162419559928874 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822396402722462 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822396402205322 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1586.75130082401 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1586.75129883705 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.49547854294981 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.49547853414986 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.007701833546298 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.0077018335166994 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0024815654124158 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248156541090113 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.431248263683 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.431248085134 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0953222630164788 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0953222627797409 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102542085276284 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102542085211642 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2465.19470163712 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2465.19469854488 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 6.77459966085338 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 6.77459964378756 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169946202689689 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169946202582124 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6736.23376505844 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6736.23375662015 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 30.6026376908429 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 30.6026376139715 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.139778614592362 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.139778614064444 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163449420288397 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163449420184969 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6240.87742337486 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6240.87741554628 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 27.2808767325322 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 27.2808766639335 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.119831446147033 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.119831445694176 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180040323394217 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162036291054795 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.997640253566561 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.662329625971577 - 1.634494202883973e-02 1.224717601252216e+00 1.716695279840718e+00 3.832499873013262e-09 5.257355883969694e-09 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163449420288397, h = 0.0162036291054795 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163449420288397 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.018004032339473 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162036291055257 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.997640254204696 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.662329624276956 + 1.634494201849694e-02 1.224717601252250e+00 1.716695279860065e+00 3.832499873013262e-09 5.257355661925089e-09 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163449420184969, h = 0.0162036291055257 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163449420184969 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244467565815795 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244467565712598 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7694.99998175706 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7694.99997548788 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 41.1311924590352 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 41.1311948298855 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.221908849627908 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.221908875268361 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187179085714214 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187179085610853 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1954.11882473942 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1954.11882298086 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 7.51548957515692 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 7.51549017982844 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264722102197644 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264722102094505 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10080.1594521091 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10080.1594441464 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 59.1314558200916 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 59.1314589214946 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.351205234406394 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.351205271288997 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331967162985385 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331967162882437 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19240.674271963 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19240.6742580771 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 145.31830972106 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 145.318315616018 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.12507141313977 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.12507150406308 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325485711343193 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325485711240226 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18283.664211298 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18283.6641979989 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 135.178107454468 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 135.178113058369 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.02314664816599 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.02314673271496 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177780771533373 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0160002694380036 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987449745600065 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690096824069046 - 3.254857113431928e-02 1.224636743029931e+00 1.671973557804309e+00 7.607053653657658e-09 1.398835069998938e-08 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177780771535059 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0160002694381553 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987449745606617 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.69009682405073 + 3.254857112402264e-02 1.224636743030000e+00 1.671973557841629e+00 7.607053653657658e-09 1.398835314248004e-08 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325485711343193 +Current time = 0.0325485711240226 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -285,8 +285,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162036291054795 -Current step size = 0.0160002694380036 +Last step size = 0.0162036291055257 +Current step size = 0.0160002694381553 Explicit RHS fn evals = 0 Implicit RHS fn evals = 51 NLS iters = 33 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_2_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_2_1_0.out index bc750111ca..3078055f52 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_2_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl4_2_1_0.out @@ -12,7 +12,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.36862897731108e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.36862897731108e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2.36862897731108e-07 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -22,7 +22,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0444446695730074, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0444446695730074, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0628542544853378, status = continue @@ -38,7 +38,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0280539981894343, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0280539981894343, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0396743447182882, status = continue @@ -54,15 +54,9 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00140601395608509, b-tol = 0.0005, res-tol = 0.000707106781186548 -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00198840400558139, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.78175086121223e-08 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.78175086121223e-08 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.00140599612163296 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00140601395608509, b-tol = 0.005, res-tol = 0.00707106781186548 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.00140601395608509 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 1 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success @@ -70,18 +64,18 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.122489067495795, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.12248906749505, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.173225700494987, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.173225700493934, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.55234897701232e-06 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.55234897701222e-06 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.55234897701232e-06 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.122487513702728 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.55234897701222e-06 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.122487513701983 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.09767580163171e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.09767580163832e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -91,18 +85,18 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249978158106544, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249978158106113, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.353522501491321, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.35352250149071, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.16807075412945e-06 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.16807075412934e-06 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.16807075412945e-06 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.249974987090266 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.16807075412934e-06 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.249974987089835 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.24016311798069e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.24016311798448e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -110,193 +104,190 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0388017031394358 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0349215328254922 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 339.090013609264 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 4.9626087705981e-11 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0388024215201584 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0349221793681425 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 339.096291574129 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 4.96224127358816e-11 1.029860256095084e-04 1.224744870309106e+00 1.732050195224277e+00 2.220446049250313e-16 0.000000000000000e+00 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0349215328254922 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0349221793681425 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00872860463350609 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00872876432954071 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 49.8744803840995, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 49.8757049681752, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 70.5331665755044, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 70.5348983989125, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.24204718234073 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.242058328815427 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.05617698848569e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.7958949969021e-17 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.05617698848569e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 49.6351045633121 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.7958949969021e-17 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 49.6363180075281 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.763166727857e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.76376726414717e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0148278380430786 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0148281106612623 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5187.07199586619, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5187.26236393664, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 7335.62756555964, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 7335.89678666671, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 22.1671733598617 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 22.1683921279698 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.02368524495867e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.23042353912682e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.02368524495867e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 5164.96526288642 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.23042353912682e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 5165.15441701093 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0988964319176526, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0989054843145738, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.139860675288252, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.13987347731075, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000493694568737198 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000493748822342631 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000493694568737198 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0981193988335285 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000493748822342631 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0981283658016272 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0118016995221494 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0118019161139373 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3292.14949521012, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3292.27030827882, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4655.80246548589, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4655.97332096616, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 14.1144148712553 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 14.1151923606525 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.74893127452226e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.60520789790412e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.74893127452226e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 3278.07547096968 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.60520789790412e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 3278.19550975662 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0399395448339721, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0399432033659624, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0564830459792116, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0564882199247706, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000199379841776538 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000199401765206194 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000199379841776538 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0396257376991499 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000199401765206194 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0396293617084277 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.00272210098752143 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0027221494782202 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 183.775647059082, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 183.782629950738, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 259.898012504845, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 259.90788780493, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.770284300364668 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.770327481294786 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.58273598836397e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.0129948000083e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.58273598836397e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 183.00176931934 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.0129948000083e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 183.008708769911 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000124272538514667, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000124284346352342, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0245480590034541 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0245485115833093 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14103.9155128725, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14104.4309487743, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 19945.9486008686, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 19946.6775373115, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 59.37699979732 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 59.3802254121145 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.70075896452923e-12 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.30682488167986e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.70075896452923e-12 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14044.6616157196 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.30682488167986e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14045.1738359841 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.722045281214461, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.722110784227389, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.02112622934099, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.02121886459025, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00360456366865307 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.81008009961969e-19 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00360495689099062 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.81008009961969e-19 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.716390736934723 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00360495689099062 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.716437089059089 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.61183763805334e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00254908916692803, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.0350245188511017 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.035025165393752 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28461.8996579923, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28462.9313652254, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40251.2045072348, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40252.6635615964, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 117.517425336171 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 117.523692200002 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.59705502966266e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.89216630854688e-11 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.59705502966266e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28344.6458691693 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.89216630854688e-11 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28345.6713308209 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.88072555650152, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.88098300349334, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.07396115147923, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.07432523650666, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0143808381645874 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0143823875462122 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.1104645168387e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.57988629941085e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.1104645168387e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.85816505282855 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.57988629941085e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.85842006983673 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.82753365761051e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.82703136020838e-09, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -304,229 +295,226 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0385258800615029 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0346732920553526 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.992891469816629 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.675091934590672 - 3.502451885110175e-02 1.224619609700343e+00 1.662687091654167e+00 6.681937003705229e-08 6.552550830818404e-07 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0350245188511017, h = 0.0346732920553526 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0350245188511017 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0385258658621285 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0346732792759156 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.992872721670573 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.675142926345845 + 3.502516539375204e-02 1.224619605121879e+00 1.662684585138383e+00 6.677590458359361e-08 6.552862619191302e-07 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.035025165393752, h = 0.0346732792759156 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.035025165393752 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0435888219887738 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0435894653749032 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14185.6025932147, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14185.8575070544, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20061.4715777592, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20061.8320803685, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 56.8591896854556 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 56.8600842942501 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.23785204705109e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.51787255755954e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.23785204705109e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14126.5135938887 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.51787255755954e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14126.7674886946 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.712567034916392, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.712591808275755, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.00772196487874, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00348233842396897 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.00775699969954, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.10913040304531e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00348245629930148 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.10913040304531e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.70712667618591 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00348245629930148 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.707133329068949 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.70707280838903e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0024624681767621, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.049644698813559 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.049645339967691 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28586.74199197, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28587.151867101, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40427.7582291045, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40428.3378800736, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 112.498392053182 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 112.499728225988 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.46329852946404e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.34978164230735e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.46329852946404e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28469.8206187781 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.34978164230735e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28470.2289284648 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.84678091866385, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.84685846410533, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.02595618427936, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.02606585009439, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0139122352298922 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0139126014495135 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.03698058573004e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.83969903567085e-18 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.03698058573004e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.82501985761751 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.83969903567085e-18 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.8250968318979 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.66965245002144e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.66730858594671e-09, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0466400716896449 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0466407139511838 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 22031.6864703275, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 22032.0170250827, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 31157.5098082889, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 31157.9772833069, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 87.5086019232715 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 87.5097092685129 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.61062925088819e-12 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.26394720949868e-12 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.61062925088819e-12 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 21940.7391407761 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.26394720949868e-12 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 21941.068407204 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.70708579602089, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.70713480073671, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.41418388486721, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.41425318800095, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00834255495190884 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00834278675038061 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.96392361258559e-19 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.46612340457262e-20 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.96392361258559e-19 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 1.6940365407378 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.46612340457262e-20 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 1.69408518373796 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.19586773066634e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.19600062051972e-09, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0376250157552532 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0376256613394457 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4501.66336183311, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4501.74080546682, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 6366.31337954244, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 6366.42290137956, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 18.306428234224 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 18.3067071057705 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.84872470515459e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.9053356484485e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.84872470515459e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4482.63126266306 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.9053356484485e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4482.70838771965 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0730691479602409, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.073071594988518, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.103335380036419, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.103338840656996, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000357095505471905 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000357107134438455 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000357095505471905 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0725087323564924 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000357107134438455 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0725111611688112 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0592958232898486 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.059296460886893 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 51688.7347525001, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 51689.3760095905, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 73098.9097088911, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 73099.8165833653, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 196.772822951714 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 196.774716189913 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.33101418785218e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.86271896896994e-11 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.33101418785218e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 51484.1770636417 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.86271896896994e-11 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 51484.8160433146 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.99007288358857, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.99027958974511, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 12.7138829986936, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 12.7141753253436, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0439350976960009 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0439360676597252 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.16522566674574e-18 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.4863565474074e-19 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.16522566674574e-18 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 8.92136001856416 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.4863565474074e-19 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 8.92156521331741 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.36642837352906e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.3664831184061e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.0696978109064544 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.0696984446696677 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 80414.1135036731, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 80414.975605202, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 113722.729923104, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 113723.949118778, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 294.289327212793 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 294.291575356078 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.15860477535272e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.83029083023466e-11 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.15860477535272e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 80108.1718687462 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.83029083023466e-11 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 80109.0311696428 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 20.8477245119464, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 20.8481260776099, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 29.4831347494127, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 29.4837026490201, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.101882167405023 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.101884036517758 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.92182309317748e-18 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.87312837036134e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.92182309317748e-18 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 20.6883140143107 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.87312837036134e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 20.6887126667948 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.24912493990746e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.24962898756319e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -534,13 +522,13 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0368118367061883 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0331306530355695 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.955509300434453 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.787100817234017 - 6.969781090645438e-02 1.224249198384828e+00 1.475102530019370e+00 2.222188455469620e-08 2.585729584891894e-06 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0368117880172449 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0331306092155204 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.955508388805129 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.787103821059922 + 6.969844466966765e-02 1.224249189417159e+00 1.475098300698174e+00 2.226715922759581e-08 2.585823206890936e-06 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0696978109064544 +Current time = 0.0696984446696677 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -549,8 +537,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0346732920553526 -Current step size = 0.0331306530355695 +Last step size = 0.0346732792759156 +Current step size = 0.0331306092155204 Explicit RHS fn evals = 23 Implicit RHS fn evals = 62 NLS iters = 39 @@ -558,14 +546,14 @@ NLS fails = 0 NLS iters per step = 13 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 46 +LS RHS fn evals = 43 Prec setup evals = 0 Prec solves = 0 -LS iters = 46 +LS iters = 43 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 46 -LS iters per NLS iter = 1.17948717948718 +Jac-times evals = 43 +LS iters per NLS iter = 1.1025641025641 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End ARKStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_0.out index 21dd812eb9..6101d048cc 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_0.out @@ -64,15 +64,15 @@ Using fixed-point nonlinear solver 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.456894525506143e-11 --4.783943380187586e-08 +-8.456894525506142e-11 +-4.783943380187585e-08 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 0.0976489830826801 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --4.197873296630075e-10 +-4.197873296630074e-10 -2.392032554407015e-07 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 1 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_3(:) = @@ -87,19 +87,19 @@ Using fixed-point nonlinear solver 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.079225725737897e-10 --3.438927556084795e-07 +-6.079225725737895e-10 +-3.438927556084794e-07 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 0.270379821731715 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 8.46024380124365e-06 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 8.46024380120851e-06 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = -1.170814250003433e-09 --6.623118817936522e-07 +-6.623118817936521e-07 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = 1.224744870220775e+00 @@ -139,12 +139,12 @@ Using fixed-point nonlinear solver 1.224744870309105e+00 1.732050195224278e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180815104941139 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162733594447025 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 158.015219525085 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.05238430477809e-09 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180815104825105 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162733594342595 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 158.015219423683 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.05238430747946e-09 1.029860256095084e-04 1.224744870309105e+00 1.732050195224278e+00 1.332267629550188e-15 8.881784197001252e-16 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162733594447025 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162733594342595 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = 1.224744870309105e+00 @@ -153,327 +153,327 @@ Using fixed-point nonlinear solver -2.102193442686911e-05 -1.189179771748839e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00823966574796075 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00823966574273924 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309105e+00 1.732050195224278e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.552437378785170e-08 --4.837987467509529e-05 +-8.552437373296860e-08 +-4.837987464404873e-05 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1599.23699729815 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1599.2369952759 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.4558241046667 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.4558240954653 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0473849536502345 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0473849535385903 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --6.918669448927269e-06 --3.910381737549030e-03 +-6.918669440174700e-06 +-3.910381732603382e-03 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_1(:) = - 1.224737951639656e+00 - 1.728139813486729e+00 + 1.224737951639665e+00 + 1.728139813491674e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_1(:) = --1.679763918817438e-03 --9.492819624839375e-01 +-1.679763917756835e-03 +-9.492819618851041e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248616433994311 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248616433841377 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309105e+00 1.732050195224278e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 1.433049459650099e-06 - 8.098665302624968e-04 + 1.433049457836832e-06 + 8.098665292382198e-04 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 146.564735991423 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 146.564735809693 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 0.652349285136667 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 0.65234928395417 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.00537840998476487 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.00537840997129783 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --6.347192991644632e-07 --3.578163818091668e-04 +-6.347192983738405e-07 +-3.578163813661269e-04 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_2(:) = - 1.224744235589806e+00 - 1.731692378842469e+00 + 1.224744235589807e+00 + 1.731692378842911e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_2(:) = --5.082782676822287e-04 --2.870170427479887e-01 +-5.082782673679908e-04 +-2.870170425715075e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102738356785486 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102738356720217 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309105e+00 1.732050195224278e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.249359770082439e-06 --1.269225451748377e-03 +-2.249359767259675e-06 +-1.269225450163212e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 2484.60864889179 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 2484.60864574464 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 7.82301001053356 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 7.82300999736757 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.06876265539645 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0687626552352536 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --1.077178844729842e-05 --6.078586426449280e-03 +-1.077178843361010e-05 +-6.078586418744100e-03 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_3(:) = - 1.224734098520658e+00 - 1.725971608797829e+00 + 1.224734098520671e+00 + 1.725971608805534e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_3(:) = --2.095067647937894e-03 --1.182143295977697e+00 +-2.095067646610524e-03 +-1.182143295232005e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0170272798481001 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0170272798372394 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309105e+00 1.732050195224278e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.547301441766636e-05 --8.718544972478993e-03 +-1.547301439793389e-05 +-8.718544961413841e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6789.24742552347 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6789.24741693561 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 19.7773444954183 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 19.7773444542107 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.150833469874865 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.150833469543018 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --2.957535290794405e-05 --1.663993559541260e-02 +-2.957535287023926e-05 +-1.663993557431075e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = - 1.224715294956197e+00 - 1.715410259628865e+00 + 1.224715294956235e+00 + 1.715410259649967e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_4(:) = --3.466910039332921e-03 --1.947081712106792e+00 +-3.466910037138795e-03 +-1.947081710889258e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.016376345470312 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.016376345459869 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309105e+00 1.732050195224278e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.377481138427869e-05 --7.789531542606122e-03 +-1.377481136675237e-05 +-7.789531532701890e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6290.02591791933 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 6290.02590995191 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 18.1655697724305 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 18.1655697356515 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.142687671971427 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.142687671654764 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --2.737207661728975e-05 --1.541371262025184e-02 +-2.737207658237150e-05 +-1.541371260068131e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_5(:) = - 1.224717498232488e+00 - 1.716636482604026e+00 + 1.224717498232523e+00 + 1.716636482623596e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_5(:) = --3.342732353215328e-03 --1.874027457982109e+00 +-3.342732351083585e-03 +-1.874027456808739e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224717498232488e+00 - 1.716636482604026e+00 + 1.224717498232523e+00 + 1.716636482623596e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180038598549484 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162034738694536 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.995705522545215 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.667492475255838 - 1.637634547031199e-02 1.224717498232488e+00 1.716636482604026e+00 1.979558073017529e-09 6.987524781010279e-09 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.016376345470312, h = 0.0162034738694536 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.016376345470312 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.018003859855001 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162034738695009 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.995705523187089 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.667492473534662 + 1.637634545986898e-02 1.224717498232523e+00 1.716636482623596e+00 1.979558073017529e-09 6.987524781010279e-09 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.016376345459869, h = 0.0162034738695009 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.016376345459869 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224717498232488e+00 - 1.716636482604026e+00 + 1.224717498232523e+00 + 1.716636482623596e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_0(:) = --3.342732353215328e-03 --1.874027457982109e+00 +-3.342732351083585e-03 +-1.874027456808739e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244780824050388 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244780823946194 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717498232488e+00 - 1.716636482604026e+00 + 1.224717498232523e+00 + 1.716636482623596e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.354096908447543e-05 --7.591438736512915e-03 +-1.354096907587953e-05 +-7.591438731781894e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 7728.62514885582 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 7728.62514497752 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 29.1923843863051 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 29.1923843578579 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.146135117719499 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.146135117639719 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --3.373558581234618e-05 --1.881103269637144e-02 +-3.373558579521706e-05 +-1.881103268709454e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_1(:) = - 1.224683762646675e+00 - 1.697825449907654e+00 + 1.224683762646728e+00 + 1.697825449936502e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_1(:) = --4.985774831392048e-03 --2.769676213201656e+00 +-4.985774829271266e-03 +-2.769676212071376e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.018749289279104 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187492892686679 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717498232488e+00 - 1.716636482604026e+00 + 1.224717498232523e+00 + 1.716636482623596e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 6.987303787071032e-06 - 3.895892448488967e-03 + 6.987303783523713e-06 + 3.895892446567658e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1963.16522718945 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 1963.16522603594 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.90824006304539 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 5.90824005782105 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0407263061977083 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.0407263061863116 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --8.532303957445021e-06 --4.771040531298631e-03 +-8.532303952400127e-06 +-4.771040528536294e-03 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_2(:) = - 1.224708965928530e+00 - 1.711865442072727e+00 + 1.224708965928570e+00 + 1.711865442095060e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_2(:) = --3.831329076675367e-03 --2.139524631771482e+00 +-3.831329074542566e-03 +-2.139524630609032e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0265035166387205 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.026503516628307 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717498232488e+00 - 1.716636482604026e+00 + 1.224717498232523e+00 + 1.716636482623596e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.245436238916366e-05 --1.254806352149463e-02 +-2.245436237625342e-05 +-1.254806351444149e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 10123.4460562538 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 10123.4460514263 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 41.9008318662137 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 41.900831826425 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.198196714664452 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.198196714510169 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --4.434311391472451e-05 --2.465280412687066e-02 +-4.434311389327951e-05 +-2.465280411532821e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_3(:) = - 1.224673155118573e+00 - 1.691983678477155e+00 + 1.224673155118629e+00 + 1.691983678508268e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_3(:) = --5.404133898862301e-03 --2.988184194640722e+00 +-5.404133896739242e-03 +-2.988184193523768e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0332279582945437 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0332279582841499 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717498232488e+00 - 1.716636482604026e+00 + 1.224717498232523e+00 + 1.716636482623596e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.801121559022809e-05 --3.216281118076871e-02 +-5.801121556304589e-05 +-3.216281116621827e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 19319.2954515257 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 19319.2954436407 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 106.048759303954 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 106.04875921769 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.555525222252011 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.555525221600015 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --8.543310732502167e-05 --4.712668882275373e-02 +-8.543310728933621e-05 +-4.712668880393236e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = - 1.224632065125163e+00 - 1.669509793781272e+00 + 1.224632065125233e+00 + 1.669509793819664e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_4(:) = --6.770640837042917e-03 --3.693993870902442e+00 +-6.770640834923711e-03 +-3.693993869837334e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325798193397656 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325798193293699 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717498232488e+00 - 1.716636482604026e+00 + 1.224717498232523e+00 + 1.716636482623596e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.402421185088862e-05 --3.008198267850852e-02 +-5.402421182517923e-05 +-3.008198266466330e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-solver] solver = Fixed-Point [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 18358.6918065964 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 1, update-norm = 18358.6917989984 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 98.2849004828555 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 2, update-norm = 98.2849004015608 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][begin-iterations-list] -[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.503616559215976 +[INFO][rank 0][SUNNonlinSolSolve_FixedPoint][nonlinear-iterate] cur-iter = 3, update-norm = 0.503616558626653 [INFO][rank 0][SUNNonlinSolSolve_FixedPoint][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --8.095661511428845e-05 --4.477624130212568e-02 +-8.095661508006460e-05 +-4.477624128398633e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_5(:) = - 1.224636541617373e+00 - 1.671860241301900e+00 + 1.224636541617443e+00 + 1.671860241339610e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_5(:) = --6.649737843713372e-03 --3.627435335314400e+00 +-6.649737841591707e-03 +-3.627435334243764e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224636541617373e+00 - 1.671860241301900e+00 + 1.224636541617443e+00 + 1.671860241339610e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177776098261501 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0159998488435351 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987433248724374 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690142942535631 - 3.257981933976559e-02 1.224636541617373e+00 1.671860241301900e+00 1.326816878588488e-09 1.954874928600248e-09 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177776098263372 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0159998488437035 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987433248731885 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690142942514632 + 3.257981932936985e-02 1.224636541617443e+00 1.671860241339610e+00 1.326817100633093e-09 1.954874706555643e-09 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325798193397656 +Current time = 0.0325798193293699 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -482,8 +482,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162034738694536 -Current step size = 0.0159998488435351 +Last step size = 0.0162034738695009 +Current step size = 0.0159998488437035 Explicit RHS fn evals = 0 Implicit RHS fn evals = 55 NLS iters = 37 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_1_0.out index 4c603c142a..ca2eaa462a 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_1_0.out @@ -24,7 +24,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0624953510358378, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0624953510358378, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0883817730201493, status = continue @@ -55,7 +55,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00536125534977126, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00536125534977126, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00758196002699183, status = continue @@ -81,12 +81,12 @@ Using GMRES iterative linear solver 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.456895150045908e-11 +-8.456895150045906e-11 -4.783943378940334e-08 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0976489830775975, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0976489830775975, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.138096516220279, status = continue @@ -112,12 +112,12 @@ Using GMRES iterative linear solver 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.079224846602415e-10 --3.438927557845756e-07 +-6.079224846602413e-10 +-3.438927557845755e-07 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.270379821803476, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.270379821803476, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.382374810986496, status = continue @@ -128,7 +128,7 @@ Using GMRES iterative linear solver [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.270372928539901 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.9047189838244e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.90471898382462e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -153,7 +153,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249981359940487, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249981359940487, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.353527029568307, status = continue @@ -164,7 +164,7 @@ Using GMRES iterative linear solver [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.249974984962778 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.53469310516504e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.53469310516504e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -184,12 +184,12 @@ Using GMRES iterative linear solver 1.224744870316961e+00 1.732050195224250e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180467914306899 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162421122876209 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 157.711807903007 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06050616332464e-09 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180467914191974 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162421122772776 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 157.711807802573 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06050616602604e-09 1.029860256095084e-04 1.224744870316961e+00 1.732050195224250e+00 7.854161765408207e-12 2.731148640577885e-14 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162421122876209 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162421122772776 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = 1.224744870316961e+00 @@ -198,501 +198,501 @@ Using GMRES iterative linear solver -2.102195015181536e-05 -1.189179771353263e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822404216941997 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822404216424832 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870316961e+00 1.732050195224250e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.536021871763871e-08 --4.828697844121769e-05 +-8.536021866327963e-08 +-4.828697841046759e-05 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1593.19176644976, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1593.19176445057, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2253.1134035744, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2253.11340074712, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.44750519708679 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.44750518491193 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.2289546868743e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.10953752993506e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.2289546868743e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1590.28393577994 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.10953752993506e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1590.28393378392 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00516727687997658, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00516727685873155, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00730763304419982, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00730763301415479, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.59490334380293e-05 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.59490342408467e-05 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.59490334380293e-05 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.00512917683736898 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.59490342408467e-05 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.00512917681703386 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --6.893201959025090e-06 --3.895597245756420e-03 +-6.893201950371982e-06 +-3.895597240867202e-03 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_1(:) = - 1.224737977115002e+00 - 1.728154597978493e+00 + 1.224737977115010e+00 + 1.728154597983382e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_1(:) = --1.676589601014154e-03 --9.474901359049773e-01 +-1.676589599963844e-03 +-9.474901353118467e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248158829973492 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248158829822018 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870316961e+00 1.732050195224250e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 1.427628331257532e-06 - 8.068046120384299e-04 + 1.427628329465118e-06 + 8.068046110258398e-04 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 146.02148264025, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 146.021482460594, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 206.505561147669, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 206.505560893597, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.591115365969131 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.591115364867768 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.21762529781721e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.33851272884372e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.21762529781721e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.529374680819 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.33851272884372e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.529374502001 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5.87792938001751e-05, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5.87792774307542e-05, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --6.323587851785730e-07 --3.564920438442202e-04 +-6.323587843993546e-07 +-3.564920434061837e-04 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_2(:) = - 1.224744237958175e+00 - 1.731693703180405e+00 + 1.224744237958176e+00 + 1.731693703180843e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_2(:) = --5.073382159951945e-04 --2.864889827902953e-01 +-5.073382156837722e-04 +-2.864889826154990e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102543062053726 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.010254306198908 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870316961e+00 1.732050195224250e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.240924238781740e-06 --1.264486839487394e-03 +-2.240924235989381e-06 +-1.264486837920312e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2475.20070257794, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2475.20069946668, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 3500.46240318113, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 3500.46239878114, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 10.0104156262072 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 10.0104156072957 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.31304836892305e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.32055364648242e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.31304836892305e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2472.02850518824 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.32055364648242e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2472.02850207935 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0139258393502717, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0139258389744079, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0196941108765832, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0196941103450315, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.49511218602315e-05 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 6.49511197190192e-05 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 6.49511218602315e-05 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0138577616415724 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 6.49511197190192e-05 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.013857761263137 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --1.073190968504052e-05 --6.055552627196879e-03 +-1.073190967149914e-05 +-6.055552619579639e-03 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_3(:) = - 1.224734138407275e+00 - 1.725994642597053e+00 + 1.224734138407289e+00 + 1.725994642604670e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_3(:) = --2.091094769294812e-03 --1.179912022003153e+00 +-2.091094767980386e-03 +-1.179912021264551e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169947828047353 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169947827939782 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870316961e+00 1.732050195224250e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.541403014360128e-05 --8.685467483769523e-03 +-1.541403012409069e-05 +-8.685467472830676e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6763.57484028347, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6763.57483179327, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 9565.13926925433, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 9565.13925724736, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 27.2410107362545 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 27.2410106849171 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.73641483031721e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.84957651910828e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.73641483031721e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6766.94006037081 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.84957651910828e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6766.94005185431 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.188783523348192, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.188783523448619, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.266980219071592, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.266980219213616, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000490198585095524 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000490198578783956 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000490198585095524 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.188842605487093 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000490198578783956 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.188842605589616 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --2.946535336380753e-05 --1.657685344745361e-02 +-2.946535332651739e-05 +-1.657685342659219e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = - 1.224715404963597e+00 - 1.715473341776796e+00 + 1.224715404963634e+00 + 1.715473341797657e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_4(:) = --3.460337997768605e-03 --1.943438449231469e+00 +-3.460337995595180e-03 +-1.943438448025422e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163450983132304 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163450983028871 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870316961e+00 1.732050195224250e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.372242373131038e-05 --7.759924691011161e-03 +-1.372242371398588e-05 +-7.759924681220156e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6266.20820342064, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6266.2081955439, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 8861.75662593101, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 8861.75661479163, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 25.2513372794856 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 25.2513372318335 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.65967792807595e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.53454040044614e-12 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.65967792807595e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6268.26566382617 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.53454040044614e-12 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6268.26565592938 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.153721913317771, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.15372191204277, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.217395614647933, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.21739561284481, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000435920466726234 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000435920466887285 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000435920466726234 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.153724731333688 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000435920466887285 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.153724730056211 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --2.727022004704565e-05 --1.535520850204978e-02 +-2.727022001252132e-05 +-1.535520848270243e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_5(:) = - 1.224717600096914e+00 - 1.716694986722200e+00 + 1.224717600096948e+00 + 1.716694986741547e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_5(:) = --3.336349042532705e-03 --1.870516362931007e+00 +-3.336349040421329e-03 +-1.870516361768717e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224717600096914e+00 - 1.716694986722200e+00 + 1.224717600096948e+00 + 1.716694986741547e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180040181565094 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162036163408584 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.997629868204282 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.662357205901739 - 1.634509831323043e-02 1.224717600096914e+00 1.716694986722200e+00 4.466384151413649e-09 6.044736933219497e-09 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163450983132304, h = 0.0162036163408584 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163450983132304 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180040181565624 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162036163409062 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.997629868842534 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.66235720420672 + 1.634509830288713e-02 1.224717600096948e+00 1.716694986741547e+00 4.466384373458254e-09 6.044736933219497e-09 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163450983028871, h = 0.0162036163409062 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163450983028871 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224717600096914e+00 - 1.716694986722200e+00 + 1.224717600096948e+00 + 1.716694986741547e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_0(:) = --3.336349042532705e-03 --1.870516362931007e+00 +-3.336349040421329e-03 +-1.870516361768717e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244469064836596 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244469064733402 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717600096914e+00 - 1.716694986722200e+00 + 1.224717600096948e+00 + 1.716694986741547e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.351522996609757e-05 --7.577282376057982e-03 +-1.351522995758443e-05 +-7.577282371371994e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 7717.02090278617, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 7717.02089894522, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 10913.5156218369, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 10913.5156164049, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 30.7547300512403 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 30.7547300374125 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.39226496649395e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.48115227116042e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.39226496649395e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7736.02132098345 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.48115227116042e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7736.02131711567 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.400901118972478, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.400901115019683, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.566959799621428, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.566959794031332, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000311166436646474 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000311166439974756 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000311166436646474 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.402037774103422 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000311166439974756 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.402037770137819 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000220027775173213, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000220027777405525, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --3.368673923515666e-05 --1.878327393866512e-02 +-3.368673921819556e-05 +-1.878327392947669e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_1(:) = - 1.224683913357678e+00 - 1.697911712783535e+00 + 1.224683913357730e+00 + 1.697911712812070e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_1(:) = --4.979418151030274e-03 --2.766294013749500e+00 +-4.979418148929524e-03 +-2.766294012629880e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187180629864766 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187180629761403 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717600096914e+00 - 1.716694986722200e+00 + 1.224717600096948e+00 + 1.716694986741547e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 6.976676757416861e-06 - 3.890143438428285e-03 + 6.976676753903582e-06 + 3.890143436525300e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1959.71380717642, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1959.713806034, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2771.4538444787, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2771.45384286308, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 7.86193953613584 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 7.86193953071701 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.35524074839443e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.13209430906355e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.35524074839443e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1961.66269785533 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.13209430906355e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1961.66269670594 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0181456869241537, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0181456875427972, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0256618765467143, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0256618774216084, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.6636706526222e-05 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.66367133006311e-05 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.6636706526222e-05 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0181640389118817 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.66367133006311e-05 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0181640395292674 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --8.517837286839925e-06 --4.762774822066272e-03 +-8.517837281848756e-06 +-4.762774819330240e-03 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_2(:) = - 1.224709082259627e+00 - 1.711932211900133e+00 + 1.224709082259666e+00 + 1.711932211922217e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_2(:) = --3.824942065459982e-03 --2.136046202339943e+00 +-3.824942063347652e-03 +-2.136046201188467e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264723585262669 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264723585159535 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717600096914e+00 - 1.716694986722200e+00 + 1.224717600096948e+00 + 1.716694986741547e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.241570785305476e-05 --1.252695882703850e-02 +-2.241570784027002e-05 +-1.252695882005255e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10109.0015123897, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10109.0015076086, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14296.2870408716, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14296.2870341102, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 40.1714845832105 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 40.1714845683035 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.27890710079847e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.26267214259247e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.27890710079847e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10138.9706070066 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.26267214259247e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10138.9706021885 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.761360507929088, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.761360502515883, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.07672635616859, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.07672634851316, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000372255887073822 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000372255863822565 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000372255887073822 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.76395787497342 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000372255863822565 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.763957869542151 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000263224586228659, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000263224571539828, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --4.428199733061533e-05 --2.461826673488144e-02 +-4.428199730935071e-05 +-2.461826672344911e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_3(:) = - 1.224673318099583e+00 - 1.692076719987318e+00 + 1.224673318099639e+00 + 1.692076720018098e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_3(:) = --5.397770395009331e-03 --2.984841858614413e+00 +-5.397770392906096e-03 +-2.984841857507987e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331968593077232 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331968592974296 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717600096914e+00 - 1.716694986722200e+00 + 1.224717600096948e+00 + 1.716694986741547e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.792981665821500e-05 --3.211927292437546e-02 +-5.792981663129566e-05 +-3.211927290996390e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 19295.7027963461, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 19295.7027885371, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 27288.244590113, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 27288.2445790696, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 75.8013353087576 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 75.8013352665587 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.69010366508686e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.47155763376766e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.69010366508686e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19383.6230278886 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.47155763376766e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19383.62302 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.65532357684191, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.65532357079549, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 5.16940817723197, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 5.16940816868104, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000592365089434545 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000592364897006989 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000592365089434545 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.67451611929356 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000592364897006989 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.67451611319402 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000418863104471115, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000418862966826119, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --8.533059175504557e-05 --4.707037678886000e-02 +-8.533059171993684e-05 +-4.707037677021837e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = - 1.224632269505159e+00 - 1.669624609933340e+00 + 1.224632269505228e+00 + 1.669624609971329e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_4(:) = --6.764288994863000e-03 --3.690806631367982e+00 +-6.764288992763426e-03 +-3.690806630312888e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325487146540888 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325487146437933 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717600096914e+00 - 1.716694986722200e+00 + 1.224717600096948e+00 + 1.716694986741547e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.394718819818669e-05 --3.004055450071544e-02 +-5.394718817272358e-05 +-3.004055448700234e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18335.9578719392, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18335.9578644145, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25930.9603015981, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25930.9602909566, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 72.1217821379954 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 72.1217821083328 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.53820201478047e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.66517251373102e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.53820201478047e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18416.7945968062 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.66517251373102e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18416.7945892065 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.22487366966353, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.2248736622512, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.56066008057805, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.56066007009544, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000366847873472495 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000366847836745101 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000366847873472495 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.24124317982607 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000366847836745101 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.24124317236583 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000259398858914114, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000259398829983043, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --8.085843943490649e-05 --4.472196904207650e-02 +-8.085843940105989e-05 +-4.472196902411042e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_5(:) = - 1.224636741657479e+00 - 1.671973017680123e+00 + 1.224636741657547e+00 + 1.671973017717437e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_5(:) = --6.643378964080095e-03 --3.624231555038279e+00 +-6.643378961978912e-03 +-3.624231553977713e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224636741657479e+00 - 1.671973017680123e+00 + 1.224636741657547e+00 + 1.671973017717437e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177781815872984 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0160003634285686 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987456324069008 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690078434455054 - 3.254871465408885e-02 1.224636741657479e+00 1.671973017680123e+00 8.026050268838958e-09 5.988020079783496e-09 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177781815874768 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0160003634287291 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987456324076007 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690078434435488 + 3.254871464379332e-02 1.224636741657547e+00 1.671973017717437e+00 8.026050046794353e-09 5.988019857738891e-09 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325487146540888 +Current time = 0.0325487146437933 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -701,8 +701,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162036163408584 -Current step size = 0.0160003634285686 +Last step size = 0.0162036163409062 +Current step size = 0.0160003634287291 Explicit RHS fn evals = 0 Implicit RHS fn evals = 49 NLS iters = 31 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_1_1.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_1_1.out index 162c29d046..024df13928 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_1_1.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_1_1_1.out @@ -69,8 +69,8 @@ Using dense direct linear solver 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.456896416416201e-11 --4.783943378617764e-08 +-8.456896416416199e-11 +-4.783943378617763e-08 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] @@ -94,8 +94,8 @@ Using dense direct linear solver 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.079223065772813e-10 --3.438927558295561e-07 +-6.079223065772811e-10 +-3.438927558295560e-07 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] @@ -106,11 +106,11 @@ Using dense direct linear solver [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.58084275561868e-08 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.58084275994081e-08 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --1.170813330345475e-09 --6.623118825560969e-07 +-1.170813330345474e-09 +-6.623118825560968e-07 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = 1.224744870220776e+00 @@ -149,12 +149,12 @@ Using dense direct linear solver 1.224744870309106e+00 1.732050195224331e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180466177813669 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162419560032302 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 157.710290372936 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06054698179545e-09 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180466177698749 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162419559928874 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 157.710290272507 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.06054698449686e-09 1.029860256095084e-04 1.224744870309106e+00 1.732050195224331e+00 2.220446049250313e-16 5.417888360170764e-14 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162419560032302 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0162419559928874 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = 1.224744870309106e+00 @@ -163,372 +163,372 @@ Using dense direct linear solver -2.102193440244369e-05 -1.189179771754068e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822396402722462 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00822396402205322 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224331e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.535933341682057e-08 --4.828651383190234e-05 +-8.535933336246417e-08 +-4.828651380115373e-05 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1586.75130082401 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1586.75129883705 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.49547854294981 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 3.49547853414986 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.007701833546298 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.0077018335166994 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --6.893068459539316e-06 --3.895523357084965e-03 +-6.893068450885512e-06 +-3.895523352196031e-03 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_1(:) = - 1.224737977240647e+00 - 1.728154671867246e+00 + 1.224737977240655e+00 + 1.728154671872135e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_1(:) = --1.676573714369364e-03 --9.474811738748434e-01 +-1.676573713319255e-03 +-9.474811732817415e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0024815654124158 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.00248156541090113 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224331e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 1.427601221178012e-06 - 8.067893121670980e-04 + 1.427601219385828e-06 + 8.067893111545667e-04 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.431248263683 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 145.431248085134 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0953222630164788 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0953222627797409 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --6.324197660034207e-07 --3.564851744642756e-04 +-6.324197652210780e-07 +-3.564851740263165e-04 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_2(:) = - 1.224744237889340e+00 - 1.731693710049867e+00 + 1.224744237889341e+00 + 1.731693710050305e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_2(:) = --5.073332270747948e-04 --2.864863419165696e-01 +-5.073332267639796e-04 +-2.864863417417815e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102542085276284 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0102542085211642 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224331e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.240879656609076e-06 --1.264463163565954e-03 +-2.240879653821773e-06 +-1.264463161998962e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2465.19470163712 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2465.19469854488 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 6.77459966085338 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 6.77459964378756 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --1.073157475129425e-05 --6.055391860648657e-03 +-1.073157473776223e-05 +-6.055391853032032e-03 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_3(:) = - 1.224734138734355e+00 - 1.725994803363682e+00 + 1.224734138734368e+00 + 1.725994803371299e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_3(:) = --2.091052318455116e-03 --1.179900876320590e+00 +-2.091052317140950e-03 +-1.179900875582024e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169946202689689 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0169946202582124 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224331e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.541348634000756e-05 --8.685302362205140e-03 +-1.541348632051382e-05 +-8.685302351266928e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6736.23376505844 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6736.23375662015 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 30.6026376908429 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 30.6026376139715 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.139778614592362 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.139778614064444 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --2.946402150948591e-05 --1.657653724221287e-02 +-2.946402147221930e-05 +-1.657653722135266e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = - 1.224715406287597e+00 - 1.715473657982118e+00 + 1.224715406287634e+00 + 1.715473658002978e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_4(:) = --3.460306176797755e-03 --1.943420225676681e+00 +-3.460306174624225e-03 +-1.943420224470692e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163449420288397 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0163449420184969 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224331e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.372197429146283e-05 --7.759776872104074e-03 +-1.372197427414511e-05 +-7.759776862313638e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6240.87742337486 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 6240.87741554628 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 27.2808767325322 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 27.2808766639335 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.119831446147033 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.119831445694176 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --2.726905689049741e-05 --1.535491538361272e-02 +-2.726905685598065e-05 +-1.535491536426651e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_5(:) = - 1.224717601252216e+00 - 1.716695279840718e+00 + 1.224717601252250e+00 + 1.716695279860065e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_5(:) = --3.336318015596818e-03 --1.870498800665660e+00 +-3.336318013486103e-03 +-1.870498799503426e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224717601252216e+00 - 1.716695279840718e+00 + 1.224717601252250e+00 + 1.716695279860065e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0180040323394217 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162036291054795 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.997640253566561 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.662329625971577 - 1.634494202883973e-02 1.224717601252216e+00 1.716695279840718e+00 3.832499873013262e-09 5.257355883969694e-09 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163449420288397, h = 0.0162036291054795 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163449420288397 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.018004032339473 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0162036291055257 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.997640254204696 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.662329624276956 + 1.634494201849694e-02 1.224717601252250e+00 1.716695279860065e+00 3.832499873013262e-09 5.257355661925089e-09 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0163449420184969, h = 0.0162036291055257 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0163449420184969 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224717601252216e+00 - 1.716695279840718e+00 + 1.224717601252250e+00 + 1.716695279860065e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_0(:) = --3.336318015596818e-03 --1.870498800665660e+00 +-3.336318013486103e-03 +-1.870498799503426e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244467565815795 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0244467565712598 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717601252216e+00 - 1.716695279840718e+00 + 1.224717601252250e+00 + 1.716695279860065e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.351511492566508e-05 --7.577217202057663e-03 +-1.351511491715328e-05 +-7.577217197371150e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7694.99998175706 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 7694.99997548788 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 41.1311924590352 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 41.1311948298855 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.221908849627908 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.221908875268361 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --3.368615564234120e-05 --1.878314894109742e-02 +-3.368615562537639e-05 +-1.878314893190670e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_1(:) = - 1.224683915096573e+00 - 1.697912130899621e+00 + 1.224683915096625e+00 + 1.697912130928158e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_1(:) = --4.979387813701769e-03 --2.766277747115613e+00 +-4.979387811600943e-03 +-2.766277745995957e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187179085714214 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0187179085610853 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717601252216e+00 - 1.716695279840718e+00 + 1.224717601252250e+00 + 1.716695279860065e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 6.976630770590301e-06 - 3.890118121498157e-03 + 6.976630767076819e-06 + 3.890118119594802e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1954.11882473942 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1954.11882298086 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 7.51548957515692 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 7.51549017982844 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --8.517635299740359e-06 --4.762666693482791e-03 +-8.517635294721108e-06 +-4.762666690734961e-03 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_2(:) = - 1.224709083616916e+00 - 1.711932613147235e+00 + 1.224709083616956e+00 + 1.711932613169330e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_2(:) = --3.824876374908485e-03 --2.136028982266716e+00 +-3.824876372791288e-03 +-2.136028981115267e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264722102197644 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0264722102094505 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717601252216e+00 - 1.716695279840718e+00 + 1.224717601252250e+00 + 1.716695279860065e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.241523949857535e-05 --1.252686330171307e-02 +-2.241523948574601e-05 +-1.252686329472608e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10080.1594521091 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10080.1594441464 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 59.1314558200916 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 59.1314589214946 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.351205234406394 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0.351205271288997 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --4.428098733295811e-05 --2.461811135400292e-02 +-4.428098731167349e-05 +-2.461811134256732e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_3(:) = - 1.224673320264883e+00 - 1.692077168486715e+00 + 1.224673320264939e+00 + 1.692077168517497e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_3(:) = --5.397739935342521e-03 --2.984825943101934e+00 +-5.397739933239762e-03 +-2.984825941995452e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331967162985385 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0331967162882437 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717601252216e+00 - 1.716695279840718e+00 + 1.224717601252250e+00 + 1.716695279860065e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.792857280405093e-05 --3.211908453799939e-02 +-5.792857277699901e-05 +-3.211908452358448e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19240.674271963 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 19240.6742580771 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 145.31830972106 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 145.318315616018 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.12507141313977 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.12507150406308 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --8.532993560799124e-05 --4.707011927050715e-02 +-8.532993557250788e-05 +-4.707011925185766e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = - 1.224632271316608e+00 - 1.669625160570211e+00 + 1.224632271316678e+00 + 1.669625160608207e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_4(:) = --6.764250084287613e-03 --3.690791944880373e+00 +-6.764250082187777e-03 +-3.690791943825155e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325485711343193 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0325485711240226 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224717601252216e+00 - 1.716695279840718e+00 + 1.224717601252250e+00 + 1.716695279860065e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.394665416285654e-05 --3.004037490298427e-02 +-5.394665413736171e-05 +-3.004037488926812e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18283.664211298 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18283.6641979989 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 135.178107454468 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 135.178113058369 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] [INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 0 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 0, p-solves = 0, resnorm = 0 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.02314664816599 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 1.02314673271496 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --8.085822228460514e-05 --4.472172203640939e-02 +-8.085822225066864e-05 +-4.472172201843599e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_5(:) = - 1.224636743029931e+00 - 1.671973557804309e+00 + 1.224636743030000e+00 + 1.671973557841629e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_5(:) = --6.643340523523619e-03 --3.624216747191935e+00 +-6.643340521421347e-03 +-3.624216746131252e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224636743029931e+00 - 1.671973557804309e+00 + 1.224636743030000e+00 + 1.671973557841629e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177780771533373 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0160002694380036 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987449745600065 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.690096824069046 - 3.254857113431928e-02 1.224636743029931e+00 1.671973557804309e+00 7.607053653657658e-09 1.398835069998938e-08 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0177780771535059 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0160002694381553 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.987449745606617 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.69009682405073 + 3.254857112402264e-02 1.224636743030000e+00 1.671973557841629e+00 7.607053653657658e-09 1.398835314248004e-08 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0325485711343193 +Current time = 0.0325485711240226 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -537,8 +537,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0162036291054795 -Current step size = 0.0160002694380036 +Last step size = 0.0162036291055257 +Current step size = 0.0160002694381553 Explicit RHS fn evals = 0 Implicit RHS fn evals = 51 NLS iters = 33 diff --git a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_2_1_0.out b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_2_1_0.out index 0ab511ab08..a83806de02 100644 --- a/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_2_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_arkstep_lvl5_2_1_0.out @@ -27,7 +27,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.36862897731108e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.36862897731108e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2.36862897731108e-07 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -55,7 +55,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0444446695730074, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0444446695730074, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0628542544853378, status = continue @@ -89,7 +89,7 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0280539981894343, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0280539981894343, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0396743447182882, status = continue @@ -123,58 +123,52 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00140601395608509, b-tol = 0.0005, res-tol = 0.000707106781186548 -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.00198840400558139, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.78175086121223e-08 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.78175086121223e-08 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.00140599612163296 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00140601395608509, b-tol = 0.005, res-tol = 0.00707106781186548 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.00140601395608509 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --6.206629807996921e-12 --3.444160731962981e-09 +-6.206708536409117e-12 +-3.444204419650851e-09 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 1 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = 1.224744871385382e+00 - 1.732050804124716e+00 + 1.732050804124673e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_4(:) = - 3.745106122235791e-13 --3.370426802579753e-13 + 3.531327335374253e-13 +-2.933351049168053e-13 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = -1.576645083620417e-06 --8.918851423525020e-04 +-8.918851423525245e-04 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 7.20902179266559e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.307087768712286e-10 --3.000482921834722e-07 +-5.307087777649071e-10 +-3.000482921816447e-07 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.122489067495795, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.12248906749505, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.173225700494987, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.173225700493934, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.55234897701232e-06 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 1.55234897701222e-06 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.55234897701232e-06 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.122487513702728 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 1.55234897701222e-06 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.122487513701983 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.09767580163171e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.09767580163832e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --5.288074344618042e-10 --3.000482988558768e-07 +-5.288074353554716e-10 +-3.000482988540494e-07 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_5(:) = 1.224744870862781e+00 @@ -191,29 +185,29 @@ Using GMRES iterative linear solver 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.082482907098963e-09 --6.123446052504915e-07 +-1.082482907615751e-09 +-6.123446052494318e-07 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249978158106544, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.249978158106113, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.353522501491321, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.35352250149071, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.16807075412945e-06 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 3.16807075412934e-06 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.16807075412945e-06 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.249974987090266 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 3.16807075412934e-06 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 0.249974987089835 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.24016311798069e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.24016311798448e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --1.078602624717070e-09 --6.123446188416722e-07 +-1.078602625233851e-09 +-6.123446188406127e-07 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_6(:) = 1.224744870312986e+00 @@ -230,12 +224,12 @@ Using GMRES iterative linear solver 1.224744870309106e+00 1.732050195224277e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0388017031394358 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0349215328254922 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 339.090013609264 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 4.9626087705981e-11 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0388024215201584 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0349221793681425 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 339.096291574129 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 4.96224127358816e-11 1.029860256095084e-04 1.224744870309106e+00 1.732050195224277e+00 2.220446049250313e-16 0.000000000000000e+00 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0349215328254922 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.000102986025609508, h = 0.0349221793681425 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000102986025609508 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = 1.224744870309106e+00 @@ -247,660 +241,654 @@ Using GMRES iterative linear solver -2.102193442979462e-05 -1.189179771748691e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00872860463350609 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.00872876432954071 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224277e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.813271887903191e-07 --1.025741116732974e-04 +-1.813305459098876e-07 +-1.025760107462374e-04 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 49.8744803840995, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 49.8757049681752, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 70.5331665755044, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 70.5348983989125, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.24204718234073 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.242058328815427 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.05617698848569e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.7958949969021e-17 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.05617698848569e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 49.6351045633121 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.7958949969021e-17 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 49.6363180075281 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.763166727857e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.76376726414717e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = - 8.875023891708086e-06 --1.209381397082591e-04 + 8.875520556320372e-06 +-1.209410552697694e-04 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_1(:) = - 1.224753745332998e+00 - 1.731929257084569e+00 + 1.224753745829662e+00 + 1.731929254169007e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_1(:) = - 2.099870835601143e-03 --4.258015844275424e-03 + 2.099947895447850e-03 +-4.258172698127448e-03 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = --1.781683426277172e-03 --1.002851295756151e+00 +-1.781716021893229e-03 +-1.002869458551363e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0148278380430786 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.0148281106612623 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224277e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.150635374575784e-05 --1.265209457547067e-02 +-1.150657527740199e-05 +-1.265255791726464e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5187.07199586619, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 5187.26236393664, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 7335.62756555964, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 7335.89678666671, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 22.1671733598617 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 22.1683921279698 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.02368524495867e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.23042353912682e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.02368524495867e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 5164.96526288642 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.23042353912682e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 5165.15441701093 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0988964319176526, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0989054843145738, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.139860675288252, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.13987347731075, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000493694568737198 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000493748822342631 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000493694568737198 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0981193988335285 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000493748822342631 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0981283658016272 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --1.161176217514778e-05 --1.265204866788134e-02 +-1.161199083738135e-05 +-1.265251200760633e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_2(:) = - 1.224733258546931e+00 - 1.719398146556395e+00 + 1.224733258318269e+00 + 1.719397683216670e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_2(:) = --2.432658569195574e-05 - 1.075952132001329e-05 +-2.432777609251621e-05 + 1.075981449737453e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = --3.026637554004218e-03 --1.699600583670126e+00 +-3.026693196933101e-03 +-1.699631368310988e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0118016995221494 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0118019161139373 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224277e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.027288468355813e-06 --8.030044191344933e-03 +-5.027302616226895e-06 +-8.030338237994662e-03 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3292.14949521012, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3292.27030827882, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4655.80246548589, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4655.97332096616, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 14.1144148712553 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 14.1151923606525 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.74893127452226e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.60520789790412e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.74893127452226e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 3278.07547096968 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.60520789790412e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 3278.19550975662 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0399395448339721, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0399432033659624, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0564830459792116, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.0564882199247706, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000199379841776538 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000199401765206194 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000199379841776538 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0396257376991499 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000199401765206194 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0396293617084277 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --5.123037314839240e-06 --8.029990518665020e-03 +-5.123058122827741e-06 +-8.030284562162964e-03 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_3(:) = - 1.224739747271791e+00 - 1.724020204705612e+00 + 1.224739747250983e+00 + 1.724019910662114e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_3(:) = --2.215492054032592e-05 - 1.249140817143738e-05 +-2.215604953529026e-05 + 1.249191280421565e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = --2.408965985088148e-03 --1.356413519743798e+00 +-2.409010193848677e-03 +-1.356438180766921e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.00272210098752143 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0027221494782202 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224277e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.167851711507630e-06 --4.482807622645570e-04 +-6.168178736775637e-06 +-4.482977639030363e-04 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 183.775647059082, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 183.782629950738, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 259.898012504845, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 259.90788780493, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.770284300364668 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.770327481294786 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.58273598836397e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.0129948000083e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.58273598836397e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 183.00176931934 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.0129948000083e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 183.008708769911 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000124272538514667, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000124284346352342, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --6.166466048472521e-06 --4.482018512006838e-04 +-6.166794225336130e-06 +-4.482188444764835e-04 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = - 1.224738703843058e+00 - 1.731601993373076e+00 + 1.224738703514881e+00 + 1.731601976379800e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_4(:) = - 2.924922813815422e-07 - 1.835455747568402e-05 + 2.922171126597613e-07 + 1.835616213292261e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = --5.556486492306076e-04 --3.142473281358668e-01 +-5.556585475151109e-04 +-3.142529235965737e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0245480590034541 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0245485115833093 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224277e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.308700013529819e-05 --3.440245459160915e-02 +-7.308991679634378e-05 +-3.440370919043092e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14103.9155128725, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14104.4309487743, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 19945.9486008686, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 19946.6775373115, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 59.37699979732 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 59.3802254121145 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.70075896452923e-12 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.30682488167986e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.70075896452923e-12 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14044.6616157196 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.30682488167986e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14045.1738359841 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.722045281214461, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.722110784227389, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.02112622934099, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.02121886459025, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00360456366865307 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.81008009961969e-19 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00360495689099062 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.81008009961969e-19 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.716390736934723 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00360495689099062 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.716437089059089 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.61183763805334e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00254908916692803, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --7.290786710029038e-05 --3.440264066779674e-02 +-7.291434318435421e-05 +-3.440389889665740e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_5(:) = - 1.224671962442006e+00 - 1.697647554556480e+00 + 1.224671955965922e+00 + 1.697646296327620e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_5(:) = - 4.153511601681732e-05 --4.314500718901224e-05 + 4.154289430838725e-05 +-4.314583435193885e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_5(:) = --5.010646597138715e-03 --2.777218098864242e+00 +-5.010738983775576e-03 +-2.777267177648280e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.0350245188511017 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.035025165393752 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = 1.224744870309106e+00 1.732050195224277e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.251267585720629e-04 --6.942823319477626e-02 +-1.251313243911577e-04 +-6.943074470415841e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28461.8996579923, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28462.9313652254, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40251.2045072348, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40252.6635615964, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 117.517425336171 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 117.523692200002 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.59705502966266e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.89216630854688e-11 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.59705502966266e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28344.6458691693 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.89216630854688e-11 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28345.6713308209 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.88072555650152, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.88098300349334, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.07396115147923, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.07432523650666, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0143808381645874 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0143823875462122 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.1104645168387e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.57988629941085e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.1104645168387e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.85816505282855 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.57988629941085e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.85842006983673 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.82753365761051e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.82703136020838e-09, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --1.252645866786568e-04 --6.942795646992223e-02 +-1.252691660609705e-04 +-6.943046795280042e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_6(:) = - 1.224619605722427e+00 - 1.662622238754355e+00 + 1.224619601143045e+00 + 1.662619727271476e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_6(:) = --3.195784749344778e-05 - 6.416348549431963e-05 +-3.196040064266517e-05 + 6.416844287604627e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_6(:) = --7.148619511116752e-03 --3.876964085854691e+00 +-7.148751445365057e-03 +-3.877029402141699e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224619609700343e+00 - 1.662687091654167e+00 + 1.224619605121879e+00 + 1.662684585138383e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0385258800615029 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0346732920553526 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.992891469816629 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.675091934590672 - 3.502451885110175e-02 1.224619609700343e+00 1.662687091654167e+00 6.681937003705229e-08 6.552550830818404e-07 -[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.0350245188511017, h = 0.0346732920553526 -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.0350245188511017 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0385258658621285 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0346732792759156 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.992872721670573 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.675142926345845 + 3.502516539375204e-02 1.224619605121879e+00 1.662684585138383e+00 6.677590458359361e-08 6.552862619191302e-07 +[INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.035025165393752, h = 0.0346732792759156 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.035025165393752 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224619609700343e+00 - 1.662687091654167e+00 + 1.224619605121879e+00 + 1.662684585138383e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_0(:) = - 4.612662205555690e-07 --6.886646398103947e-07 + 4.611948794108898e-07 +-6.886740860432696e-07 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = --7.148619487895984e-03 --3.876812865360650e+00 +-7.148751422138505e-03 +-3.876878167289819e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0435888219887738 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 1, tcur = 0.0435894653749032 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224619609700343e+00 - 1.662687091654167e+00 + 1.224619605121879e+00 + 1.662684585138383e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.122096909834149e-05 --3.320220353594215e-02 +-6.122207676422659e-05 +-3.320275056405127e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14185.6025932147, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14185.8575070544, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20061.4715777592, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20061.8320803685, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 56.8591896854556 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 56.8600842942501 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.23785204705109e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.51787255755954e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.23785204705109e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14126.5135938887 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.51787255755954e-16 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14126.7674886946 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.712567034916392, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.712591808275755, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.00772196487874, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00348233842396897 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 1.00775699969954, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.10913040304531e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00348245629930148 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.10913040304531e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.70712667618591 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00348245629930148 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.707133329068949 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.70707280838903e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0024624681767621, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --5.366039152816247e-05 --3.321754918812600e-02 +-5.366505127791708e-05 +-3.321809936908802e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_1(:) = - 1.224565949308815e+00 - 1.629469542466041e+00 + 1.224565940070601e+00 + 1.629466485769295e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_1(:) = - 1.765602512770145e-03 --3.583631251253605e-03 + 1.765595783433720e-03 +-3.583605491875043e-03 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = --8.896013380020981e-03 --4.697683546638332e+00 +-8.896144672203182e-03 +-4.697743172537757e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.049644698813559 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 1, tcur = 0.049645339967691 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224619609700343e+00 - 1.662687091654167e+00 + 1.224619605121879e+00 + 1.662684585138383e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.171912050699898e-04 --6.694195992123574e-02 +-1.171931179192686e-04 +-6.694281900938957e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28586.74199197, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 28587.151867101, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40427.7582291045, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 40428.3378800736, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 112.498392053182 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 112.499728225988 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.46329852946404e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.34978164230735e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.46329852946404e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28469.8206187781 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.34978164230735e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 28470.2289284648 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.84678091866385, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.84685846410533, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.02595618427936, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 4.02606585009439, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0139122352298922 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0139126014495135 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.03698058573004e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.83969903567085e-18 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.03698058573004e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.82501985761751 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.83969903567085e-18 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 2.8250968318979 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.66965245002144e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.66730858594671e-09, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --1.171791062580895e-04 --6.694212013259868e-02 +-1.171810192871986e-04 +-6.694297922040965e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_2(:) = - 1.224502430594085e+00 - 1.595744971521568e+00 + 1.224502424102591e+00 + 1.595741605917973e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_2(:) = - 2.825405725889769e-06 --3.741374824692243e-05 + 2.825364772260030e-06 +-3.741368196950584e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = --1.013152520794374e-02 --5.249024034990760e+00 +-1.013165600132834e-02 +-5.249079002448236e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0466400716896449 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 1, tcur = 0.0466407139511838 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224619609700343e+00 - 1.662687091654167e+00 + 1.224619605121879e+00 + 1.662684585138383e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.915898417088634e-05 --5.159095538535712e-02 +-8.916050824330334e-05 +-5.159165180035688e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 22031.6864703275, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 22032.0170250827, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 31157.5098082889, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 31157.9772833069, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 87.5086019232715 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 87.5097092685129 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.61062925088819e-12 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.26394720949868e-12 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.61062925088819e-12 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 21940.7391407761 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.26394720949868e-12 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 21941.068407204 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.70708579602089, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.70713480073671, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.41418388486721, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.41425318800095, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00834255495190884 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00834278675038061 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.96392361258559e-19 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.46612340457262e-20 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.96392361258559e-19 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 1.6940365407378 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.46612340457262e-20 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 1.69408518373796 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.19586773066634e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.19600062051972e-09, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --8.919387484751526e-05 --5.159099860301709e-02 +-8.919540021025853e-05 +-5.159169501553949e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_3(:) = - 1.224530415825496e+00 - 1.611096093051150e+00 + 1.224530409721668e+00 + 1.611092890122844e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_3(:) = --8.147931064580447e-06 --1.009250939232813e-05 +-8.148235393636395e-06 +-1.009193458076544e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = --9.518580264935510e-03 --4.985994248953996e+00 +-9.518711293837551e-03 +-4.986051646953982e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0376250157552532 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 1, tcur = 0.0376256613394457 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224619609700343e+00 - 1.662687091654167e+00 + 1.224619605121879e+00 + 1.662684585138383e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.387291075657742e-05 --1.054137886267642e-02 +-2.387323068533199e-05 +-1.054154433622601e-02 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4501.66336183311, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4501.74080546682, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 6366.31337954244, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 6366.42290137956, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 18.306428234224 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 18.3067071057705 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.84872470515459e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.9053356484485e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.84872470515459e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4482.63126266306 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.9053356484485e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4482.70838771965 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.0730691479602409, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.073071594988518, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.103335380036419, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 0.103338840656996, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000357095505471905 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000357107134438455 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000357095505471905 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0725087323564924 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000357107134438455 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0.0725111611688112 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --2.408757578920467e-05 --1.054087753364068e-02 +-2.408789929418400e-05 +-1.054104300093330e-02 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_4(:) = - 1.224595522124554e+00 - 1.652146214120526e+00 + 1.224595517222585e+00 + 1.652143542137450e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_4(:) = --5.004587839317378e-05 - 1.171523738848579e-04 +-5.004672920070595e-05 + 1.171538805933989e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = --7.679298684015962e-03 --4.136837734758436e+00 +-7.679430416871068e-03 +-4.136901473768472e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.0592958232898486 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 5, implicit = 1, tcur = 0.059296460886893 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224619609700343e+00 - 1.662687091654167e+00 + 1.224619605121879e+00 + 1.662684585138383e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.437776638490867e-04 --1.210473963538748e-01 +-2.437807330651480e-04 +-1.210487160167252e-01 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 51688.7347525001, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 51689.3760095905, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 73098.9097088911, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 73099.8165833653, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 196.772822951714 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 196.774716189913 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.33101418785218e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.86271896896994e-11 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.33101418785218e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 51484.1770636417 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.86271896896994e-11 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 51484.8160433146 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.99007288358857, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.99027958974511, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 12.7138829986936, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 12.7141753253436, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0439350976960009 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0439360676597252 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.16522566674574e-18 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.4863565474074e-19 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.16522566674574e-18 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 8.92136001856416 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.4863565474074e-19 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 8.92156521331741 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.36642837352906e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.3664831184061e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --2.428644949411189e-04 --1.210490828720159e-01 +-2.428675479817112e-04 +-1.210504025685211e-01 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_5(:) = - 1.224376745205402e+00 - 1.541638008782151e+00 + 1.224376737573897e+00 + 1.541634182569862e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_5(:) = - 2.132500305092956e-04 --3.938482322176468e-04 + 2.132538865257624e-04 +-3.938562367272113e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_5(:) = --1.210025474803729e-02 --6.012069889329905e+00 +-1.210038478273574e-02 +-6.012115866243938e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success -[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.0696978109064544 +[INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 6, implicit = 1, tcur = 0.0696984446696677 [DEBUG][rank 0][arkStep_TakeStep_Z][predictor] zpred(:) = - 1.224619609700343e+00 - 1.662687091654167e+00 + 1.224619605121879e+00 + 1.662684585138383e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.688152699595885e-04 --1.883395170210507e-01 +-3.688196316438377e-04 +-1.883412530446273e-01 [INFO][rank 0][arkStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 80414.1135036731, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 80414.975605202, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 113722.729923104, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 113723.949118778, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 294.289327212793 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 294.291575356078 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.15860477535272e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.83029083023466e-11 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.15860477535272e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 80108.1718687462 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.83029083023466e-11 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 80109.0311696428 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 20.8477245119464, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 20.8481260776099, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 29.4831347494127, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 29.4837026490201, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.101882167405023 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.101884036517758 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 9.92182309317748e-18 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.87312837036134e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 9.92182309317748e-18 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 20.6883140143107 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.87312837036134e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 20.6887126667948 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.24912493990746e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.24962898756319e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 3, total-iters = 3, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][arkStep_Nls][correction] zcor(:) = --3.704198053301057e-04 --1.883363081584544e-01 +-3.704241948068606e-04 +-1.883380441271205e-01 [INFO][rank 0][arkStep_Nls][end-nonlinear-solve] status = success, iters = 3 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit stage] z_6(:) = - 1.224249189895013e+00 - 1.474350783495713e+00 + 1.224249180927072e+00 + 1.474346541011263e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][implicit RHS] Fi_6(:) = --3.747030288088621e-04 - 7.493579953730425e-04 +-3.747096572236671e-04 + 7.493710946947729e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_6(:) = --1.422124590542546e-02 --6.676867575010927e+00 +-1.422137511413368e-02 +-6.676901911593270e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224249198384828e+00 - 1.475102530019370e+00 + 1.224249189417159e+00 + 1.475098300698174e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0368118367061883 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0331306530355695 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.955509300434453 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.787100817234017 - 6.969781090645438e-02 1.224249198384828e+00 1.475102530019370e+00 2.222188455469620e-08 2.585729584891894e-06 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0368117880172449 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0331306092155204 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 0.955508388805129 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 0.787103821059922 + 6.969844466966765e-02 1.224249189417159e+00 1.475098300698174e+00 2.226715922759581e-08 2.585823206890936e-06 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0696978109064544 +Current time = 0.0696984446696677 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -909,8 +897,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0346732920553526 -Current step size = 0.0331306530355695 +Last step size = 0.0346732792759156 +Current step size = 0.0331306092155204 Explicit RHS fn evals = 23 Implicit RHS fn evals = 62 NLS iters = 39 @@ -918,14 +906,14 @@ NLS fails = 0 NLS iters per step = 13 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 46 +LS RHS fn evals = 43 Prec setup evals = 0 Prec solves = 0 -LS iters = 46 +LS iters = 43 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 46 -LS iters per NLS iter = 1.17948717948718 +Jac-times evals = 43 +LS iters per NLS iter = 1.1025641025641 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End ARKStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_1_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_1_1_0.out index 59d2b256de..3f4ced00d9 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_1_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_1_1_0.out @@ -5,9 +5,9 @@ Using GMRES iterative linear solver t u v u err v err ------------------------------------------------------------------------------------------------------------------------------ 0.000000000000000e+00 1.224744871391589e+00 1.732050807568877e+00 0.000000000000000e+00 0.000000000000000e+00 - 1.000000000000000e-03 1.224744769329781e+00 1.731993073504227e+00 2.609024107869118e-13 1.154631945610163e-14 - 2.000000000000000e-03 1.224744463146273e+00 1.731819882857643e+00 2.906785923073585e-12 2.398081733190338e-14 - 3.000000000000000e-03 1.224743952843819e+00 1.731531270273608e+00 1.053868103895184e-11 3.774758283725532e-14 + 1.000000000000000e-03 1.224744776222230e+00 1.731993073461466e+00 6.892709292216637e-09 4.274891551858673e-11 + 2.000000000000000e-03 1.224744470024932e+00 1.731819882818362e+00 6.881565317584659e-09 3.925682001693076e-11 + 3.000000000000000e-03 1.224743959708718e+00 1.731531270237794e+00 6.875437774667148e-09 3.577604879012597e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -28,14 +28,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 16 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 16 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 16 +LS iters per NLS iter = 0.888888888888889 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_2_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_2_1_0.out index 5076d81c79..499ecf934d 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_2_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_2_1_0.out @@ -5,9 +5,9 @@ Using GMRES iterative linear solver t u v u err v err ------------------------------------------------------------------------------------------------------------------------------ 0.000000000000000e+00 1.224744871391589e+00 1.732050807568877e+00 0.000000000000000e+00 0.000000000000000e+00 - 1.000000000000000e-03 1.224744769329784e+00 1.731993073504207e+00 2.637889906509372e-13 8.215650382226158e-15 - 2.000000000000000e-03 1.224744463146502e+00 1.731819882857605e+00 3.135491866146367e-12 1.398881011027697e-14 - 3.000000000000000e-03 1.224743952844747e+00 1.731531270273552e+00 1.146727157674832e-11 1.820765760385257e-14 + 1.000000000000000e-03 1.224744778182204e+00 1.731993073499183e+00 8.852683253124383e-09 5.032640970625835e-12 + 2.000000000000000e-03 1.224744471981235e+00 1.731819882857005e+00 8.837868659128389e-09 6.139533326177116e-13 + 3.000000000000000e-03 1.224743961661833e+00 1.731531270277364e+00 8.828552999773365e-09 3.793410030539235e-12 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -28,14 +28,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 16 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 16 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 16 +LS iters per NLS iter = 0.888888888888889 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_4_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_4_1_0.out index ddf9449187..d2a93baaf0 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_4_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_4_1_0.out @@ -5,9 +5,9 @@ Using GMRES iterative linear solver t u v u err v err ------------------------------------------------------------------------------------------------------------------------------ 0.000000000000000e+00 1.224744871391589e+00 1.732050807568877e+00 0.000000000000000e+00 0.000000000000000e+00 - 1.000000000000000e-03 1.224744769306441e+00 1.731993073495865e+00 2.307976032511760e-11 8.350431457415652e-12 - 2.000000000000000e-03 1.224744463099111e+00 1.731819882840901e+00 4.425571020760799e-11 1.671773830480561e-11 - 3.000000000000000e-03 1.224743952771547e+00 1.731531270248468e+00 6.173306310586213e-11 2.510236463137971e-11 + 1.000000000000000e-03 1.224744769308683e+00 1.731993073495863e+00 2.083777594918956e-11 8.352207814255053e-12 + 2.000000000000000e-03 1.224744463083506e+00 1.731819882840898e+00 5.986100504173919e-11 1.672151306308933e-11 + 3.000000000000000e-03 1.224743952755978e+00 1.731531270248456e+00 7.730216466939055e-11 2.511391095083582e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -28,14 +28,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 15 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 15 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 15 +LS iters per NLS iter = 0.833333333333333 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_5_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_5_1_0.out index 77c902179c..283f29df03 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_5_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_5_1_0.out @@ -5,9 +5,9 @@ Using GMRES iterative linear solver t u v u err v err ------------------------------------------------------------------------------------------------------------------------------ 0.000000000000000e+00 1.224744871391589e+00 1.732050807568877e+00 0.000000000000000e+00 0.000000000000000e+00 - 1.000000000000000e-03 1.224744769394401e+00 1.731993073495856e+00 6.488076742527937e-11 8.359091197007729e-12 - 2.000000000000000e-03 1.224744463274739e+00 1.731819882840928e+00 1.313724684592898e-10 1.669109295221460e-11 - 3.000000000000000e-03 1.224743953034659e+00 1.731531270248574e+00 2.013789135446586e-10 2.499667139943540e-11 + 1.000000000000000e-03 1.224744769396718e+00 1.731993073495854e+00 6.719691469925237e-11 8.360867553847129e-12 + 2.000000000000000e-03 1.224744463259237e+00 1.731819882840925e+00 1.158708684556586e-10 1.669464566589340e-11 + 3.000000000000000e-03 1.224743953019193e+00 1.731531270248562e+00 1.859132847670253e-10 2.500799567428658e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -28,14 +28,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 15 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 15 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 15 +LS iters per NLS iter = 0.833333333333333 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_1_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_1_1_0.out index 1671e1b081..b4a7b211c9 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_1_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_1_1_0.out @@ -58,21 +58,18 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.61880855354466, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.61880855354466, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 3.70355457368153, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0011212597833408 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.08091830924798e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.08091830924798e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2.61881360995585 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.0011212597833408 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2.61881325442167 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.23201001203024e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00079285132001662, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -93,28 +90,25 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.76957339993511e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.76957342069373e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.000666666666666667 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10.4750840049673, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10.4750850283563, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14.8140058668222, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00450658843870752 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14.8140073141129, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.78446181430081e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00450756840982767 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.78446181430081e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10.4750990084107 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00450756840982767 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10.4750983528966 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.16270270841153e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00318735381864371, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -135,28 +129,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.77410745229413e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.77410747308621e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.001 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.568529191941, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685382467862, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309336284292, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.330946433914, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0102083673907342 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.010213287392046 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.35566362557666e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.66179772264274e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.35566362557666e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685461185634 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.66179772264274e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685539628266 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15912452942113e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15914729999761e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -165,7 +159,7 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = -1, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769329781e+00 1.731993073504227e+00 2.609024107869118e-13 1.154631945610163e-14 + 1.000000000000000e-03 1.224744776222230e+00 1.731993073461466e+00 6.892709292216637e-09 4.274891551858673e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success @@ -184,28 +178,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.7784697743203e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.7784697190376e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00133333333333333 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18.3311720867908, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18.3311716205206, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25.9241921793346, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25.924191519929, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00792662080196732 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00792661727390394 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.96020189895167e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.03902420206218e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.96020189895167e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18.3311884590036 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.03902420206218e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18.3311879935377 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6.92306518115e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6.92306398923442e-08, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -226,28 +220,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.78264583570881e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.78264583575162e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00166666666666667 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 41.8991272714572, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 41.8991263396616, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 59.2543140388912, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 59.2543127211332, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0181163188234036 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0181163117598705 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.76785929813597e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.5996045558316e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.76785929813597e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 41.8991648796725 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.5996045558316e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 41.8991639494843 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.73417752213001e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.73416522887538e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -268,28 +262,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.7866331166939e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.78663315823303e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.002 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032302578903, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032288565897, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894671342962, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894651525579, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0306210098787736 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0306209992557528 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.14253766812881e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.61842300726817e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.14253766812881e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032810327768 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.61842300726817e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032796338964 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388471927757e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388826507898e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -298,7 +292,7 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = -1, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463146273e+00 1.731819882857643e+00 2.906785923073585e-12 2.398081733190338e-14 + 2.000000000000000e-03 1.224744470024932e+00 1.731819882818362e+00 6.881565317584659e-09 3.925682001693076e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success @@ -317,28 +311,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79044824379906e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79044819542404e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00233333333333333 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 34.0432025484714, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 34.0432020834735, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 48.1443587506626, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 48.1443580930563, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0147300815422269 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0147300779840584 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.47599388630412e-19 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.96785186699226e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.47599388630412e-19 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 34.0432302040816 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.96785186699226e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 34.0432297398872 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.45103707409979e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.45104314282064e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -359,28 +353,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79407655316113e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79407652553322e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00266666666666667 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 73.321790628883, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 73.3217896996894, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 103.692670724847, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 103.692669410769, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0317211898532826 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0317211827277092 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.52869194089644e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.16710925545491e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.52869194089644e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 73.3218508017933 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.16710925545491e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 73.3218498742055 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15537072663258e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15537197076391e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -401,28 +395,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79751562703098e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79751564090382e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.003 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834784733642, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834783338255, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643550689631, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643548716256, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.051024778376426 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0510247676698939 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.29981217924871e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.94848611572862e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.29981217924871e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834869344836 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.94848611572862e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834867951863 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.9994528578842e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.99945300717547e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -431,7 +425,7 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = -1, tcur = 0.003 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743952843819e+00 1.731531270273608e+00 1.053868103895184e-11 3.774758283725532e-14 + 3.000000000000000e-03 1.224743959708718e+00 1.731531270237794e+00 6.875437774667148e-09 3.577604879012597e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -452,14 +446,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 16 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 16 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 16 +LS iters per NLS iter = 0.888888888888889 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_2_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_2_1_0.out index 904aa07269..11f82e1687 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_2_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_2_1_0.out @@ -58,21 +58,18 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.47758963639177, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.47758963639177, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 6.33226799052646, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00195326253779407 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.48716103181615e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.48716103181615e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4.47758942674788 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00195326253779407 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4.4775887876957 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.39282112037832e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00138116857957488, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -93,28 +90,25 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.07735375607885e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.07735349673147e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00071793326075423 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 12.1479627040815, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 12.1479599031298, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 17.1798136113147, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0052741269083841 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 17.1798096501707, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.62225705191213e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0052758288447902 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.62225705191213e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 12.1479683863273 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.0052758288447902 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 12.1479634504813 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.95110171963532e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00373060386686855, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -135,28 +129,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.09697160431106e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.09697198470832e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.001 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685705193763, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685583718378, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309920742487, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.330974895035, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0101882851243911 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.010194597305599 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.21439315392807e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.37209608091446e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.21439315392807e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685923802907 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.37209608091446e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.568578683869 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15912027137731e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15912957990806e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -165,7 +159,7 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = 1, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769329784e+00 1.731993073504207e+00 2.637889906509372e-13 8.215650382226158e-15 + 1.000000000000000e-03 1.224744778182204e+00 1.731993073499183e+00 8.852683253124383e-09 5.032640970625835e-12 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success @@ -184,28 +178,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.20264561087341e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.20264559705685e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00143586652150846 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 25.0229575423014, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 25.022956762252, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 35.3878059270088, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 35.3878048238524, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0108517582955742 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0108517523771046 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.31022008727293e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.50048290374055e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.31022008727293e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 25.0229721077048 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.50048290374055e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 25.0229713290122 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.30993555207645e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.30994785634907e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -226,28 +220,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.1438254893212e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.14382583514109e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00171793326075423 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.9883942199735, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.9883929373587, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 65.0374108176469, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 65.0374090037557, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0199302243537927 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0199302145987489 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.75538519183639e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.87659498449794e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.75538519183639e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.9884242098754 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.87659498449794e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.9884229294915 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.5084496737316e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.50843481579109e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -268,28 +262,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.16107151020152e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.16107151021128e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.002 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.703267840986, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032660597339, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9895202848199, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9895177657491, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0306009027947554 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.030600889181856 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.73030205721486e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.84989920949581e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.73030205721486e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7033235561035 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.84989920949581e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7033217779511 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388420448165e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388271329351e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -298,7 +292,7 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = 1, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463146502e+00 1.731819882857605e+00 3.135491866146367e-12 1.398881011027697e-14 + 2.000000000000000e-03 1.224744471981235e+00 1.731819882857005e+00 8.837868659128389e-09 6.139533326177116e-13 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success @@ -317,28 +311,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.23731340485972e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.23731344636064e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00243586652150846 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.5677376622482, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.567736885209, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 64.4425126086107, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 64.4425115097113, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.019747550581913 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0197475446181726 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.32680258264902e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.49746333450485e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.32680258264902e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.5677669810685 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.49746333450485e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.5677662053812 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.42503414201508e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.42500597249731e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -359,28 +353,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.20187837559294e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.20187851392518e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00271793326075423 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 79.827206211813, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 79.8272049333217, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 112.8927176711, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 112.89271586304, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0345809046824346 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0345808948377574 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.71065238098371e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.43380877434692e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.71065238098371e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 79.8272604976687 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.43380877434692e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 79.8272592214016 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.37102298874251e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.37102560254983e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -401,28 +395,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.21674530387709e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.21674530386342e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.003 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834821569006, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834819791673, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643602782702, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643600269174, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0510046241178235 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.051004610402067 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.15465088790555e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.27720265736869e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.15465088790555e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834911120729 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.27720265736869e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.83490934649 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.99944483451389e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.9994342960081e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -431,7 +425,7 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = 1, tcur = 0.003 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743952844747e+00 1.731531270273552e+00 1.146727157674832e-11 1.820765760385257e-14 + 3.000000000000000e-03 1.224743961661833e+00 1.731531270277364e+00 8.828552999773365e-09 3.793410030539235e-12 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -452,14 +446,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 16 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 16 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 16 +LS iters per NLS iter = 0.888888888888889 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_4_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_4_1_0.out index 0b7b514979..8e2af69b1d 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_4_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_4_1_0.out @@ -56,21 +56,18 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48479560349742, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48479560349742, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 11.9993130164297, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00401586684038751 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.4154990535135e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.4154990535135e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.48480643158571 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00401586684038751 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.48480501687277 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.51841598274136e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00283966186130748, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -91,26 +88,23 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545459166775e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545437555539e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.67600861876776, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.6760086174036, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37023411931556, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000798104335222121 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37023411738636, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.46886181157572e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000798105631651676 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.46886181157572e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.67600956983435 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000798105631651676 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.67600928411027 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.70494983182206e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000564346175196154, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -131,33 +125,33 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603697932686e-05 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603697849699e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685311060986, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685311040192, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309363354568, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309363325161, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022127988358 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022145541267 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.58514787153714e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.47297549395105e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.58514787153714e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685495658088 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.47297549395105e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685495632975 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.27187651497777e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.2718665396372e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769306441e+00 1.731993073495865e+00 2.307976032511760e-11 8.350431457415652e-12 + 1.000000000000000e-03 1.224744769308683e+00 1.731993073495863e+00 2.083777594918956e-11 8.352207814255053e-12 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success @@ -176,26 +170,26 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264992971e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264301388e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665877102021, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665877234761, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.9958069819477, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.99580700072, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0174573785715643 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0174573717938838 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.62340331960293e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.92085771440113e-18 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.62340331960293e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.7666206883162 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.92085771440113e-18 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.7666207032559 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14428413536e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14429169475565e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -216,26 +210,23 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155541509163e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155531135425e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459576587761, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459576586903, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.146826530034, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00677249877067778 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.1468265299127, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.34815029513306e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0067724987675977 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.34815029513306e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459684529897 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.0067724987675977 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459660492812 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.51195113547214e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00478892492689923, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -256,33 +247,33 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738465467e-05 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738520794e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032291235739, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032291467135, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894655301306, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894655628549, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.033602180336468 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0336021663740228 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.1009900708573e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.41836016657545e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.1009900708573e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032844884218 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.41836016657545e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032845149992 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17832790915022e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17833161641641e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463099111e+00 1.731819882840901e+00 4.425571020760799e-11 1.671773830480561e-11 + 2.000000000000000e-03 1.224744463083506e+00 1.731819882840898e+00 5.986100504173919e-11 1.672151306308933e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success @@ -301,26 +292,26 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230943917548e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230943364227e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0472530685476, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0472530620461, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.990707484655, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.9907074754604, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0308942715062688 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0308942759788961 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.59747962953254e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.73478423074626e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.59747962953254e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0473081866968 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.73478423074626e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0473081790979 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.9601642340589e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.9600881490186e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -341,26 +332,26 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.33093867454364e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.33093860537848e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8156829192113, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8156829200148, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231024686452, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231024697814, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127453245505082 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127453245574215 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.78632739355239e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.9263653770581e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.78632739355239e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.8157035538002 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.9263653770581e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.8157035546016 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65509081442218e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65510252923385e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -386,28 +377,28 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780553885, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780557013, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643544778562, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643544782986, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559924089798559 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559924089987428 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.37021144629571e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.82272343464507e-17 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.37021144629571e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872811095 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.82272343464507e-17 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872814216 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.2911820839939e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.29119030083169e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743952771547e+00 1.731531270248468e+00 6.173306310586213e-11 2.510236463137971e-11 + 3.000000000000000e-03 1.224743952755978e+00 1.731531270248456e+00 7.730216466939055e-11 2.511391095083582e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -428,14 +419,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 15 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 15 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 15 +LS iters per NLS iter = 0.833333333333333 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_5_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_5_1_0.out index eb7723a2bd..e2aadf23e3 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_5_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl3_5_1_0.out @@ -56,21 +56,18 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48473957368615, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48473957368615, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 11.9992337783107, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00406162884130716 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.06305998436967e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.06305998436967e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.48473909539024 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00406162884130716 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.4847376371767 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.51844260173813e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00287202048269308, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -91,26 +88,23 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545469540169e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545462624573e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.67605171389339, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.6760517068004, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37029506502671, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000784909752497976 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37029505499569, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.38335198266827e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000784911064657552 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.38335198266827e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.67605587010297 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000784911064657552 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.676055591084 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.70434703273138e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00055501620739541, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -131,33 +125,33 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603698043335e-05 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603697932686e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685309996669, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685309974975, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309361849396, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309361818716, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022758421354 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022776547811 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.60368777501544e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.19460926421217e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.60368777501544e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685494424217 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.19460926421217e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685494398061 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.27188830661534e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.27188390722549e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769394401e+00 1.731993073495856e+00 6.488076742527937e-11 8.359091197007729e-12 + 1.000000000000000e-03 1.224744769396718e+00 1.731993073495854e+00 6.719691469925237e-11 8.360867553847129e-12 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success @@ -176,26 +170,26 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264578022e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264854655e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665186233225, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665186320961, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.9957092783457, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.9957092907534, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0175030364423049 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0175030295841323 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.60426222353105e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.46118088594194e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.60426222353105e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.7665403447329 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.46118088594194e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.766540355201 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14429754745971e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14431375934961e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -216,26 +210,23 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155548424993e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155558798733e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459813245149, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459813243406, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.1468599984428, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00675930894768821 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.1468599981963, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.60886127390075e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00675930894456457 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.60886127390075e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459953609024 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00675930894456457 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459929696107 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.51184908567178e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00477959831246836, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -256,33 +247,33 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738548458e-05 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738769764e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032289995891, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032290225934, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894653547896, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894653873227, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0336022143549478 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0336022004151549 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.00549274449084e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.26699365366618e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.00549274449084e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032843474889 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.26699365366618e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032843739254 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17833024458325e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17833259779609e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463274739e+00 1.731819882840928e+00 1.313724684592898e-10 1.669109295221460e-11 + 2.000000000000000e-03 1.224744463259237e+00 1.731819882840925e+00 1.158708684556586e-10 1.669464566589340e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success @@ -301,26 +292,26 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230942949233e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230943087564e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0471822542908, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0471822494176, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.9906073381726, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.9906073312809, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0309399019032763 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0309399063613831 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.68345212319118e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.30184295551808e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.68345212319118e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0472261205379 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.30184295551808e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0472261145658 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.96014747644491e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.96012514684493e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -341,26 +332,26 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.33093888203907e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.3309388128739e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8157053666855, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8157053674868, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231342141677, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231342153009, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127321249528793 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127321249597908 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.32990981848911e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.13213943521533e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.32990981848911e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.8157292453717 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.13213943521533e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.815729246171 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65508023234535e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65509196835141e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -381,33 +372,33 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.45550747681337e-05 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.45550747736669e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780412349, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780415477, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.6435445784, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643544582824, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559923910385736 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559923910574608 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.04736165682359e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.43733536849678e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.04736165682359e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872652557 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.43733536849678e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872655678 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.29117827333605e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.29118638540961e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743953034659e+00 1.731531270248574e+00 2.013789135446586e-10 2.499667139943540e-11 + 3.000000000000000e-03 1.224743953019193e+00 1.731531270248562e+00 1.859132847670253e-10 2.500799567428658e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -428,14 +419,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 15 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 15 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 15 +LS iters per NLS iter = 0.833333333333333 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_1_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_1_1_0.out index 9f299c2a37..7e0f14f7ff 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_1_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_1_1_0.out @@ -67,21 +67,18 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.61880855354466, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.61880855354466, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 3.70355457368153, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0011212597833408 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.08091830924798e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.08091830924798e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2.61881360995585 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.0011212597833408 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2.61881325442167 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.23201001203024e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00079285132001662, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -103,31 +100,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162521791111639 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162521790635008 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.76957339993511e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.76957342069373e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.000666666666666667 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10.4750840049673, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10.4750850283563, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14.8140058668222, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00450658843870752 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14.8140073141129, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.78446181430081e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00450756840982767 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.78446181430081e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10.4750990084107 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00450756840982767 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10.4750983528966 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.16270270841153e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00318735381864371, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -149,31 +143,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162417852990866 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162417852514992 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.77410745229413e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.77410747308621e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.001 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.568529191941, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685382467862, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309336284292, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.330946433914, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0102083673907342 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.010213287392046 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.35566362557666e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.66179772264274e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.35566362557666e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685461185634 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.66179772264274e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685539628266 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15912452942113e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15914729999761e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -183,7 +177,7 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = -1, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769329781e+00 1.731993073504227e+00 2.609024107869118e-13 1.154631945610163e-14 + 1.000000000000000e-03 1.224744776222230e+00 1.731993073461466e+00 6.892709292216637e-09 4.274891551858673e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success @@ -202,31 +196,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162318164535199 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016231816579659 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.7784697743203e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.7784697190376e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00133333333333333 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18.3311720867908, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18.3311716205206, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25.9241921793346, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25.924191519929, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00792662080196732 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00792661727390394 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.96020189895167e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.03902420206218e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.96020189895167e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18.3311884590036 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.03902420206218e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18.3311879935377 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6.92306518115e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6.92306398923442e-08, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -248,31 +242,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162223018474652 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162223018473678 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.78264583570881e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.78264583575162e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00166666666666667 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 41.8991272714572, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 41.8991263396616, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 59.2543140388912, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 59.2543127211332, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0181163188234036 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0181163117598705 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.76785929813597e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.5996045558316e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.76785929813597e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 41.8991648796725 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.5996045558316e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 41.8991639494843 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.73417752213001e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.73416522887538e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -294,31 +288,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162132433173925 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162132432231532 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.7866331166939e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.78663315823303e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.002 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032302578903, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032288565897, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894671342962, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894651525579, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0306210098787736 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0306209992557528 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.14253766812881e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.61842300726817e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.14253766812881e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032810327768 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.61842300726817e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032796338964 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388471927757e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388826507898e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -328,7 +322,7 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = -1, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463146273e+00 1.731819882857643e+00 2.906785923073585e-12 2.398081733190338e-14 + 2.000000000000000e-03 1.224744470024932e+00 1.731819882818362e+00 6.881565317584659e-09 3.925682001693076e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success @@ -347,31 +341,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162045995221857 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162045996316412 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79044824379906e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79044819542404e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00233333333333333 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 34.0432025484714, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 34.0432020834735, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 48.1443587506626, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 48.1443580930563, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0147300815422269 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0147300779840584 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.47599388630412e-19 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.96785186699226e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.47599388630412e-19 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 34.0432302040816 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.96785186699226e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 34.0432297398872 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.45103707409979e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.45104314282064e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -393,31 +387,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016196400325961 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161964003883152 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79407655316113e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79407652553322e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00266666666666667 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 73.321790628883, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 73.3217896996894, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 103.692670724847, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 103.692669410769, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0317211898532826 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0317211827277092 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.52869194089644e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.16710925545491e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.52869194089644e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 73.3218508017933 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.16710925545491e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 73.3218498742055 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15537072663258e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15537197076391e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -439,31 +433,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161886478724977 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161886478412626 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79751562703098e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79751564090382e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.003 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834784733642, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834783338255, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643550689631, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643548716256, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.051024778376426 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0510247676698939 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.29981217924871e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.94848611572862e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.29981217924871e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834869344836 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.94848611572862e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834867951863 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.9994528578842e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.99945300717547e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -473,7 +467,7 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = -1, tcur = 0.003 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743952843819e+00 1.731531270273608e+00 1.053868103895184e-11 3.774758283725532e-14 + 3.000000000000000e-03 1.224743959708718e+00 1.731531270237794e+00 6.875437774667148e-09 3.577604879012597e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -494,14 +488,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 16 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 16 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 16 +LS iters per NLS iter = 0.888888888888889 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_2_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_2_1_0.out index b06d7e0961..72e2aff66b 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_2_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_2_1_0.out @@ -67,21 +67,18 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.47758963639177, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.47758963639177, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 6.33226799052646, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00195326253779407 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.48716103181615e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.48716103181615e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4.47758942674788 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00195326253779407 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4.4775887876957 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.39282112037832e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00138116857957488, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -103,31 +100,28 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162503254381799 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162503255542511 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0056413347849154 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.07735375607885e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.07735349673147e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00071793326075423 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 12.1479627040815, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 12.1479599031298, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 17.1798136113147, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0052741269083841 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 17.1798096501707, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.62225705191213e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0052758288447902 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.62225705191213e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 12.1479683863273 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.0052758288447902 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 12.1479634504813 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.95110171963532e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00373060386686855, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -149,31 +143,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162415572852567 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162415571154682 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0056413347849154 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.09697160431106e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.09697198470832e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.001 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685705193763, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685583718378, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309920742487, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.330974895035, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0101882851243911 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.010194597305599 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.21439315392807e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.37209608091446e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.21439315392807e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685923802907 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.37209608091446e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.568578683869 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15912027137731e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15912957990806e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -184,7 +178,7 @@ Using GMRES iterative linear solver [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769329784e+00 1.731993073504207e+00 2.637889906509372e-13 8.215650382226158e-15 + 1.000000000000000e-03 1.224744778182204e+00 1.731993073499183e+00 8.852683253124383e-09 5.032640970625835e-12 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success @@ -203,31 +197,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162292126774049 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162292126881798 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00871733043016917 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.20264561087341e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.20264559705685e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00143586652150846 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 25.0229575423014, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 25.022956762252, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 35.3878059270088, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 35.3878048238524, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0108517582955742 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0108517523771046 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.31022008727293e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.50048290374055e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.31022008727293e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 25.0229721077048 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.50048290374055e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 25.0229713290122 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.30993555207645e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.30994785634907e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -249,31 +243,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162207113412772 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162207111879102 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0056413347849154 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.1438254893212e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.14382583514109e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00171793326075423 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.9883942199735, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.9883929373587, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 65.0374108176469, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 65.0374090037557, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0199302243537927 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0199302145987489 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.75538519183639e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.87659498449794e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.75538519183639e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.9884242098754 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.87659498449794e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.9884229294915 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.5084496737316e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.50843481579109e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -295,31 +289,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162130719393885 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162130719393841 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0056413347849154 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.16107151020152e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.16107151021128e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.002 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.703267840986, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032660597339, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9895202848199, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9895177657491, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0306009027947554 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.030600889181856 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.73030205721486e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.84989920949581e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.73030205721486e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7033235561035 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.84989920949581e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7033217779511 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388420448165e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388271329351e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -330,7 +324,7 @@ Using GMRES iterative linear solver [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.002 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463146502e+00 1.731819882857605e+00 3.135491866146367e-12 1.398881011027697e-14 + 2.000000000000000e-03 1.224744471981235e+00 1.731819882857005e+00 8.837868659128389e-09 6.139533326177116e-13 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success @@ -349,31 +343,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162022889009787 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162022888688816 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00871733043016917 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.23731340485972e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.23731344636064e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00243586652150846 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.5677376622482, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.567736885209, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 64.4425126086107, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 64.4425115097113, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.019747550581913 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0197475446181726 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.32680258264902e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.49746333450485e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.32680258264902e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.5677669810685 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.49746333450485e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.5677662053812 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.42503414201508e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.42500597249731e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -395,31 +389,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161950672530128 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161950671921475 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00564133478491541 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.20187837559294e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.20187851392518e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00271793326075423 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 79.827206211813, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 79.8272049333217, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 112.8927176711, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 112.89271586304, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0345809046824346 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0345808948377574 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.71065238098371e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.43380877434692e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.71065238098371e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 79.8272604976687 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.43380877434692e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 79.8272592214016 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.37102298874251e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.37102560254983e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -441,31 +435,31 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161885324982791 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161885324982851 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00564133478491541 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.21674530387709e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.21674530386342e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.003 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834821569006, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834819791673, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643602782702, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643600269174, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0510046241178235 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.051004610402067 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.15465088790555e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.27720265736869e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.15465088790555e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834911120729 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.27720265736869e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.83490934649 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.99944483451389e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.9994342960081e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -476,7 +470,7 @@ Using GMRES iterative linear solver [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.003 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743952844747e+00 1.731531270273552e+00 1.146727157674832e-11 1.820765760385257e-14 + 3.000000000000000e-03 1.224743961661833e+00 1.731531270277364e+00 8.828552999773365e-09 3.793410030539235e-12 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -497,14 +491,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 16 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 16 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 16 +LS iters per NLS iter = 0.888888888888889 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_4_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_4_1_0.out index a4fd1a42f1..f11cfd7869 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_4_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_4_1_0.out @@ -65,21 +65,18 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48479560349742, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48479560349742, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 11.9993130164297, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00401586684038751 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.4154990535135e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.4154990535135e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.48480643158571 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00401586684038751 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.48480501687277 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.51841598274136e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00283966186130748, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -101,29 +98,26 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162649389780662 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162649390996867 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545459166775e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545437555539e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.67600861876776, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.6760086174036, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37023411931556, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000798104335222121 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37023411738636, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.46886181157572e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000798105631651676 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.46886181157572e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.67600956983435 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000798105631651676 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.67600928411027 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.70494983182206e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000564346175196154, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -145,36 +139,36 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162445839975636 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0146201255978072 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.6201255978073 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603697932686e-05 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162445839999105 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0146201255999194 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.6201255999195 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603697849699e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685311060986, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685311040192, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309363354568, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309363325161, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022127988358 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022145541267 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.58514787153714e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.47297549395105e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.58514787153714e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685495658088 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.47297549395105e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685495632975 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.27187651497777e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.2718665396372e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769306441e+00 1.731993073495865e+00 2.307976032511760e-11 8.350431457415652e-12 + 1.000000000000000e-03 1.224744769308683e+00 1.731993073495863e+00 2.083777594918956e-11 8.352207814255053e-12 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success @@ -193,29 +187,29 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162250936168902 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162250936318911 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.012 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264992971e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264301388e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665877102021, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665877234761, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.9958069819477, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.99580700072, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0174573785715643 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0174573717938838 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.62340331960293e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.92085771440113e-18 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.62340331960293e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.7666206883162 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.92085771440113e-18 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.7666207032559 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14428413536e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14429169475565e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -237,29 +231,26 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162335197053859 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016233519763204 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155541509163e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155531135425e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459576587761, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459576586903, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.146826530034, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00677249877067778 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.1468265299127, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.34815029513306e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0067724987675977 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.34815029513306e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459684529897 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.0067724987675977 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459660492812 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.51195113547214e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00478892492689923, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -281,36 +272,36 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.01621530382703 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.014593773444327 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.593773444327 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738465467e-05 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162153038254794 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145937734429315 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.5937734429315 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738520794e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032291235739, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032291467135, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894655301306, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894655628549, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.033602180336468 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0336021663740228 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.1009900708573e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.41836016657545e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.1009900708573e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032844884218 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.41836016657545e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032845149992 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17832790915022e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17833161641641e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463099111e+00 1.731819882840901e+00 4.425571020760799e-11 1.671773830480561e-11 + 2.000000000000000e-03 1.224744463083506e+00 1.731819882840898e+00 5.986100504173919e-11 1.672151306308933e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success @@ -329,29 +320,29 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016198637823202 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161986378351063 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.012 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230943917548e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230943364227e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0472530685476, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0472530620461, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.990707484655, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.9907074754604, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0308942715062688 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0308942759788961 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.59747962953254e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.73478423074626e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.59747962953254e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0473081866968 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.73478423074626e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0473081790979 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.9601642340589e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.9600881490186e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -373,29 +364,29 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162061119874381 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016206112025663 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.33093867454364e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.33093860537848e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8156829192113, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8156829200148, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231024686452, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231024697814, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127453245505082 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127453245574215 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.78632739355239e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.9263653770581e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.78632739355239e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.8157035538002 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.9263653770581e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.8157035546016 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65509081442218e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65510252923385e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -425,28 +416,28 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780553885, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780557013, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643544778562, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643544782986, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559924089798559 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559924089987428 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.37021144629571e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.82272343464507e-17 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.37021144629571e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872811095 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.82272343464507e-17 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872814216 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.2911820839939e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.29119030083169e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743952771547e+00 1.731531270248468e+00 6.173306310586213e-11 2.510236463137971e-11 + 3.000000000000000e-03 1.224743952755978e+00 1.731531270248456e+00 7.730216466939055e-11 2.511391095083582e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -467,14 +458,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 15 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 15 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 15 +LS iters per NLS iter = 0.833333333333333 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_5_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_5_1_0.out index 935e309a11..1d3a6da6d1 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_5_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl4_5_1_0.out @@ -65,21 +65,18 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48473957368615, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48473957368615, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 11.9992337783107, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00406162884130716 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.06305998436967e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.06305998436967e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.48473909539024 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00406162884130716 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.4847376371767 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.51844260173813e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00287202048269308, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -101,29 +98,26 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162649389196883 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162649389586069 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545469540169e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545462624573e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.67605171389339, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.6760517068004, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37029506502671, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000784909752497976 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37029505499569, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.38335198266827e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000784911064657552 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.38335198266827e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.67605587010297 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000784911064657552 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.676055591084 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.70434703273138e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00055501620739541, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -145,36 +139,36 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162445839944344 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.014620125594991 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.620125594991 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603698043335e-05 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162445839975636 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0146201255978072 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.6201255978073 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603697932686e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685309996669, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685309974975, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309361849396, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309361818716, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022758421354 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022776547811 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.60368777501544e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.19460926421217e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.60368777501544e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685494424217 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.19460926421217e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685494398061 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.27188830661534e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.27188390722549e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769394401e+00 1.731993073495856e+00 6.488076742527937e-11 8.359091197007729e-12 + 1.000000000000000e-03 1.224744769396718e+00 1.731993073495854e+00 6.719691469925237e-11 8.360867553847129e-12 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success @@ -193,29 +187,29 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162250936258907 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162250936198904 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.012 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264578022e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264854655e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665186233225, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665186320961, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.9957092783457, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.9957092907534, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0175030364423049 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0175030295841323 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.60426222353105e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.46118088594194e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.60426222353105e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.7665403447329 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.46118088594194e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.766540355201 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14429754745971e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14431375934961e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -237,29 +231,26 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162335196668404 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162335196090223 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155548424993e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155558798733e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459813245149, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459813243406, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.1468599984428, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00675930894768821 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.1468599981963, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.60886127390075e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00675930894456457 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.60886127390075e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459953609024 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00675930894456457 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459929696107 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.51184908567178e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00477959831246836, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -281,36 +272,36 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162153038247041 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145937734422337 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.5937734422337 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738548458e-05 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162153038185017 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145937734366515 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.5937734366515 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738769764e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032289995891, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032290225934, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894653547896, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894653873227, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0336022143549478 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0336022004151549 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.00549274449084e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.26699365366618e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.00549274449084e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032843474889 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.26699365366618e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032843739254 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17833024458325e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17833259779609e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463274739e+00 1.731819882840928e+00 1.313724684592898e-10 1.669109295221460e-11 + 2.000000000000000e-03 1.224744463259237e+00 1.731819882840925e+00 1.158708684556586e-10 1.669464566589340e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success @@ -329,29 +320,29 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161986378440347 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161986378410586 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.012 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230942949233e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230943087564e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0471822542908, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0471822494176, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.9906073381726, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.9906073312809, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0309399019032763 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0309399063613831 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.68345212319118e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.30184295551808e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.68345212319118e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0472261205379 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.30184295551808e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0472261145658 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.96014747644491e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.96012514684493e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -373,29 +364,29 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162061118727634 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162061119109883 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.33093888203907e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.3309388128739e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8157053666855, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8157053674868, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231342141677, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231342153009, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127321249528793 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127321249597908 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.32990981848911e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.13213943521533e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.32990981848911e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.8157292453717 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.13213943521533e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.815729246171 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65508023234535e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65509196835141e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success @@ -417,36 +408,36 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016189982891565 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145709846024085 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.5709846024085 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.45550747681337e-05 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161899828900263 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145709846010237 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.5709846010237 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.45550747736669e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780412349, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780415477, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.6435445784, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643544582824, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559923910385736 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559923910574608 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.04736165682359e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.43733536849678e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.04736165682359e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872652557 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.43733536849678e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872655678 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.29117827333605e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.29118638540961e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743953034659e+00 1.731531270248574e+00 2.013789135446586e-10 2.499667139943540e-11 + 3.000000000000000e-03 1.224743953019193e+00 1.731531270248562e+00 1.859132847670253e-10 2.500799567428658e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -467,14 +458,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 15 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 15 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 15 +LS iters per NLS iter = 0.833333333333333 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_1_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_1_1_0.out index dfba73211a..a90251412e 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_1_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_1_1_0.out @@ -220,971 +220,965 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.61880855354466, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.61880855354466, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 3.70355457368153, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0011212597833408 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.08091830924798e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.08091830924798e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2.61881360995585 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.0011212597833408 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 2.61881325442167 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.23201001203024e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00079285132001662, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --2.964100542083086e-08 --6.414990481262705e-06 +-2.826885888564989e-08 +-6.415001996453921e-06 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_2(:) = - 1.224744841750584e+00 - 1.732044392578396e+00 + 1.224744843122730e+00 + 1.732044392566881e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.000333333333333333 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_2(:) = --6.800478026474471e-05 +-6.800753023941761e-05 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 3, stage type = 0, tcur = 0.000666666666666667 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --1.301432766541643e-04 +-1.301485393829498e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 4, tn = 0.000333333333333333, h = 0.000333333333333333 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000333333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744841750584e+00 - 1.732044392578396e+00 + 1.224744843122730e+00 + 1.732044392566881e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --3.848988454119842e-02 +-3.848988384386574e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.000466666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.735243688722189e-08 --5.131984605493119e-06 +-1.735313858439329e-08 +-5.131984512515429e-06 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744824398147e+00 - 1.732039260593790e+00 + 1.224744825769592e+00 + 1.732039260582368e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --5.388664078705339e-02 +-5.388664009026402e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.000533333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.602865533083284e-08 --1.154716596970342e-05 +-2.602970787658993e-08 +-1.154716583037271e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744815721928e+00 - 1.732032845412426e+00 + 1.224744817093022e+00 + 1.732032845401050e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --6.158197304551492e-02 +-6.158197234899630e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.000666666666666666 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.338109221805473e-08 --1.807793269922397e-05 +-4.338284646098321e-08 +-1.807793246696469e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744798369491e+00 - 1.732026314645697e+00 + 1.224744799739884e+00 + 1.732026314634414e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --7.698002430867971e-02 +-7.698002361270201e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.000666666666666666 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.338109221805473e-08 --1.924483492205030e-05 +-4.338284646098321e-08 +-1.924483468983218e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744798369491e+00 - 1.732025147743474e+00 + 1.224744799739884e+00 + 1.732025147732191e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --7.697890926913609e-02 +-7.697890857315838e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744798369491e+00 - 1.732025147743474e+00 + 1.224744799739884e+00 + 1.732025147732191e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162521791111639 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162521790635008 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.76957339993511e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.76957342069373e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_3(:) = - 1.224744798369491e+00 - 1.732025147743474e+00 + 1.224744799739884e+00 + 1.732025147732191e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.000666666666666667 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --2.898506962305162e-08 --2.565982540336798e-05 +-2.761289638924298e-08 +-2.565983668634253e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10.4750840049673, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 10.4750850283563, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14.8140058668222, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00450658843870752 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 14.8140073141129, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.78446181430081e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00450756840982767 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.78446181430081e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10.4750990084107 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00450756840982767 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 10.4750983528966 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.16270270841153e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00318735381864371, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --8.826155566420078e-08 --2.565982540336798e-05 +-8.137437164473079e-08 +-2.565986932622343e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_4(:) = - 1.224744783130033e+00 - 1.732025147743474e+00 + 1.224744790017217e+00 + 1.732025147699551e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.000666666666666667 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_4(:) = --1.359969636992801e-04 +-1.360107592638826e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 5, stage type = 0, tcur = 0.001 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = - 2.255112640145826e-04 + 2.255451089857967e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 5, tn = 0.000666666666666667, h = 0.000333333333333333 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000666666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744783130033e+00 - 1.732025147743474e+00 + 1.224744790017217e+00 + 1.732025147699551e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --7.697891688886534e-02 +-7.697891340330244e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.0008 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 3.006816853527766e-08 --1.026385558518204e-05 + 3.007268119810622e-08 +-1.026385512044032e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744813198202e+00 - 1.732014883887889e+00 + 1.224744820089898e+00 + 1.732014883844430e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --9.237504040922281e-02 +-9.237503692223432e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.000866666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 4.510225280291649e-08 --1.924481425786242e-05 + 4.510902179715932e-08 +-1.924481356039345e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744828232286e+00 - 1.732005902929216e+00 + 1.224744835126239e+00 + 1.732005902885991e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.000700735339007e-01 +-1.000700700461965e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 7.517042133819414e-08 --3.090739966747065e-05 + 7.518170299526553e-08 +-3.090739850512947e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744858300455e+00 - 1.731994240343806e+00 + 1.224744865198920e+00 + 1.731994240301046e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.154672493621186e-01 +-1.154672458729762e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 7.517042133819414e-08 --3.207423924693938e-05 + 7.518170299526553e-08 +-3.207423808448996e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744858300455e+00 - 1.731993073504227e+00 + 1.224744865198920e+00 + 1.731993073461466e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.154661603121849e-01 +-1.154661568230426e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744858300455e+00 - 1.731993073504227e+00 + 1.224744865198920e+00 + 1.731993073461466e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162417852990866 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162417852514992 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.77410745229413e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.77410747308621e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_5(:) = - 1.224744858300455e+00 - 1.731993073504227e+00 + 1.224744865198920e+00 + 1.731993073461466e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.001 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --1.309113417674147e-08 --5.773406465037212e-05 +-6.192668600186759e-09 +-5.773410741083396e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.568529191941, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685382467862, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309336284292, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.330946433914, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0102083673907342 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.010213287392046 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.35566362557666e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.66179772264274e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.35566362557666e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685461185634 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.66179772264274e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685539628266 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15912452942113e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15914729999761e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.020618073427794e-07 --5.773406465037214e-05 +-9.516935895551873e-08 +-5.773410741083397e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_6(:) = - 1.224744769329781e+00 - 1.731993073504227e+00 + 1.224744776222230e+00 + 1.731993073461466e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = -1, tcur = 0.001 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_7(:) = - 1.224744769329781e+00 - 1.731993073504227e+00 + 1.224744776222230e+00 + 1.731993073461466e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][updated solution] ycur(:) = - 1.224744769329781e+00 - 1.731993073504227e+00 + 1.224744776222230e+00 + 1.731993073461466e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769329781e+00 1.731993073504227e+00 2.609024107869118e-13 1.154631945610163e-14 + 1.000000000000000e-03 1.224744776222230e+00 1.731993073461466e+00 6.892709292216637e-09 4.274891551858673e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_0(:) = - 1.224744769329781e+00 - 1.731993073504227e+00 + 1.224744776222230e+00 + 1.731993073461466e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_0(:) = --2.041241287373374e-04 +-2.041379338656082e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 1, stage type = 0, tcur = 0.00133333333333333 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --2.041241287373374e-04 +-2.041379338656082e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 6, tn = 0.001, h = 0.000333333333333333 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744769329781e+00 - 1.731993073504227e+00 + 1.224744776222230e+00 + 1.731993073461466e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.154662047975199e-01 +-1.154662013113860e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00113333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.721655049831162e-08 --1.539549397300264e-05 +-2.721839118208106e-08 +-1.539549350818479e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744742113231e+00 - 1.731977678010254e+00 + 1.224744749003839e+00 + 1.731977677967958e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.308614057771994e-01 +-1.308614022927954e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.0012 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.082482574746743e-08 --2.694204120442383e-05 +-4.082758677312159e-08 +-2.694204050762952e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744728504956e+00 - 1.731966131463022e+00 + 1.224744735394643e+00 + 1.731966131420959e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.385559949032449e-01 +-1.385559914197027e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00133333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.804137624577904e-08 --4.373618636836879e-05 +-6.804597795520266e-08 +-4.373618520691293e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744701288405e+00 - 1.731949337317858e+00 + 1.224744708176252e+00 + 1.731949337276260e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.539520054353242e-01 +-1.539520019534996e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00133333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.804137624577904e-08 --4.490294134061289e-05 +-6.804597795520266e-08 +-4.490294017928789e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744701288405e+00 - 1.731948170562886e+00 + 1.224744708176252e+00 + 1.731948170521287e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.539509423922280e-01 +-1.539509389104031e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744701288405e+00 - 1.731948170562886e+00 + 1.224744708176252e+00 + 1.731948170521287e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162318164535199 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016231816579659 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.7784697743203e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.7784697190376e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_1(:) = - 1.224744701288405e+00 - 1.731948170562886e+00 + 1.224744708176252e+00 + 1.731948170521287e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00133333333333333 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744769329781e+00 - 1.731993073504227e+00 + 1.224744776222230e+00 + 1.731993073461466e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = - 2.092949763768706e-08 --4.490294134051886e-05 + 2.093091317853298e-08 +-4.490294017922558e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18.3311720867908, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 18.3311716205206, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25.9241921793346, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 25.924191519929, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00792662080196732 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00792661727390394 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.96020189895167e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.03902420206218e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.96020189895167e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18.3311884590036 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.03902420206218e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 18.3311879935377 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6.92306518115e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 6.92306398923442e-08, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --9.768225496119943e-08 --4.490294134051885e-05 +-9.768685218658661e-08 +-4.490294017922557e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_2(:) = - 1.224744671647527e+00 - 1.731948170562886e+00 + 1.224744678535378e+00 + 1.731948170521287e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.00133333333333333 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_2(:) = --2.721288896178085e-04 +-2.721426845892422e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 3, stage type = 0, tcur = 0.00166666666666667 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --3.342673682949894e-04 +-3.342811539857434e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 7, tn = 0.00133333333333333, h = 0.000333333333333333 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.00133333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744671647527e+00 - 1.731948170562886e+00 + 1.224744678535378e+00 + 1.731948170521287e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.539509572126673e-01 +-1.539509537308402e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00146666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.456898243933188e-08 --2.052679429502229e-05 +-4.457082053143242e-08 +-2.052679383077867e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744627078544e+00 - 1.731927643768591e+00 + 1.224744633964557e+00 + 1.731927643727456e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.693448734907231e-01 +-1.693448700106036e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00153333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.685347365899782e-08 --3.463867051204738e-05 +-6.685623079714862e-08 +-3.463866981610886e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744604794053e+00 - 1.731913531892374e+00 + 1.224744611679147e+00 + 1.731913531851471e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.770388375918692e-01 +-1.770388341126001e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00166666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.114224560983297e-07 --5.656400445723175e-05 +-1.114270513285810e-07 +-5.656400329720383e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744560225070e+00 - 1.731891606558429e+00 + 1.224744567108326e+00 + 1.731891606517990e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.924333206250084e-01 +-1.924333171474344e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00166666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.114224560983297e-07 --5.773064737629272e-05 +-1.114270513285810e-07 +-5.773064621639399e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744560225070e+00 - 1.731890439915510e+00 + 1.224744567108326e+00 + 1.731890439875071e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.924322836093850e-01 +-1.924322801318109e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744560225070e+00 - 1.731890439915510e+00 + 1.224744567108326e+00 + 1.731890439875071e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162223018474652 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162223018473678 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.78264583570881e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.78264583575162e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_3(:) = - 1.224744560225070e+00 - 1.731890439915510e+00 + 1.224744567108326e+00 + 1.731890439875071e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00166666666666667 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744769329781e+00 - 1.731993073504227e+00 + 1.224744776222230e+00 + 1.731993073461466e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --7.609682162686130e-08 --1.026335887168717e-04 +-7.610000343536163e-08 +-1.026335863956174e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 41.8991272714572, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 41.8991263396616, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 59.2543140388912, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 59.2543127211332, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0181163188234036 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0181163117598705 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.76785929813597e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.5996045558316e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.76785929813597e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 41.8991648796725 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.5996045558316e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 41.8991639494843 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.73417752213001e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.73416522887538e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --2.243435512950149e-07 --1.026335887168717e-04 +-2.243527414491336e-07 +-1.026335863956174e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_4(:) = - 1.224744544986230e+00 - 1.731890439915510e+00 + 1.224744551869488e+00 + 1.731890439875071e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.00166666666666667 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_4(:) = --3.401210443655308e-04 +-3.401348291900039e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 5, stage type = 0, tcur = 0.002 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = - 2.138704326075055e-05 + 2.137320447512920e-05 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 8, tn = 0.00166666666666667, h = 0.000333333333333333 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.00166666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744544986230e+00 - 1.731890439915510e+00 + 1.224744551869488e+00 + 1.731890439875071e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.924322912288054e-01 +-1.924322877512301e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.0018 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 2.851605768100072e-09 --2.565763883050738e-05 + 2.849760596683892e-09 +-2.565763836683067e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744547837836e+00 - 1.731864782276680e+00 + 1.224744554719249e+00 + 1.731864782236704e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.078245482008153e-01 +-2.078245447249303e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00186666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 4.277408652150108e-09 --4.233452248876352e-05 + 4.274640895025838e-09 +-4.233452179367103e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744549263639e+00 - 1.731848105393021e+00 + 1.224744556144129e+00 + 1.731848105353277e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --2.155177000257169e-01 +-2.155176965506735e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 7.129014420250181e-09 --6.939055538911930e-05 + 7.124401491709732e-09 +-6.939055423050272e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744552115245e+00 - 1.731821049360121e+00 + 1.224744558993890e+00 + 1.731821049320840e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --2.309102809122915e-01 +-2.309102774389258e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = - 7.129014420250181e-09 --7.055705786673779e-05 + 7.124401491709730e-09 +-7.055705670824909e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744552115245e+00 - 1.731819882857643e+00 + 1.224744558993890e+00 + 1.731819882818362e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --2.309092699437633e-01 +-2.309092664703977e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744552115245e+00 - 1.731819882857643e+00 + 1.224744558993890e+00 + 1.731819882818362e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162132433173925 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162132432231532 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.7866331166939e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.78663315823303e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_5(:) = - 1.224744552115245e+00 - 1.731819882857643e+00 + 1.224744558993890e+00 + 1.731819882818362e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.002 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744769329781e+00 - 1.731993073504227e+00 + 1.224744776222230e+00 + 1.731993073461466e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --1.282436628531027e-07 --1.731906465836097e-04 +-1.282514488406849e-07 +-1.731906431039487e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032302578903, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032288565897, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894671342962, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894651525579, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0306210098787736 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0306209992557528 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.14253766812881e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.61842300726817e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.14253766812881e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032810327768 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.61842300726817e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032796338964 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388471927757e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388826507898e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --3.061835081691176e-07 --1.731906465836097e-04 +-3.061972980656006e-07 +-1.731906431039488e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_6(:) = - 1.224744463146273e+00 - 1.731819882857643e+00 + 1.224744470024932e+00 + 1.731819882818362e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.002 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = -1, tcur = 0.002 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_7(:) = - 1.224744463146273e+00 - 1.731819882857643e+00 + 1.224744470024932e+00 + 1.731819882818362e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][updated solution] ycur(:) = - 1.224744463146273e+00 - 1.731819882857643e+00 + 1.224744470024932e+00 + 1.731819882818362e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463146273e+00 1.731819882857643e+00 2.906785923073585e-12 2.398081733190338e-14 + 2.000000000000000e-03 1.224744470024932e+00 1.731819882818362e+00 6.881565317584659e-09 3.925682001693076e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_0(:) = - 1.224744463146273e+00 - 1.731819882857643e+00 + 1.224744470024932e+00 + 1.731819882818362e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_0(:) = --4.082481601816990e-04 +-4.082619348460906e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 1, stage type = 0, tcur = 0.00233333333333333 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --4.082481601816988e-04 +-4.082619348460904e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 9, tn = 0.002, h = 0.000333333333333333 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744463146273e+00 - 1.731819882857643e+00 + 1.224744470024932e+00 + 1.731819882818362e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --2.309093144282474e-01 +-2.309093109548749e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00213333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.443308802422650e-08 --3.078790859043297e-05 +-5.443492464614537e-08 +-3.078790812731664e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744408713185e+00 - 1.731789094949053e+00 + 1.224744415590007e+00 + 1.731789094910235e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.462996221988465e-01 +-2.462996187271385e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.0022 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.164963203633975e-08 --5.002943982829924e-05 +-8.165238696921806e-08 +-5.002943913404087e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744381496641e+00 - 1.731769853417815e+00 + 1.224744388372545e+00 + 1.731769853379228e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --2.539918168263341e-01 +-2.539918133554551e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00233333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.360827200605662e-07 --8.221557056217700e-05 +-1.360873116153635e-07 +-8.221556940495263e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744327063553e+00 - 1.731737667287081e+00 + 1.224744333937620e+00 + 1.731737667248958e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --2.693822056190504e-01 +-2.693822021498239e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00233333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.360827200605662e-07 --8.338191063032309e-05 +-1.360873116153634e-07 +-8.338190947322463e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744327063553e+00 - 1.731736500947013e+00 + 1.224744333937620e+00 + 1.731736500908889e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --2.693812207099255e-01 +-2.693812172406987e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744327063553e+00 - 1.731736500947013e+00 + 1.224744333937620e+00 + 1.731736500908889e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162045995221857 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162045996316412 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79044824379906e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79044819542404e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_1(:) = - 1.224744327063553e+00 - 1.731736500947013e+00 + 1.224744333937620e+00 + 1.731736500908889e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00233333333333333 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744463146273e+00 - 1.731819882857643e+00 + 1.224744470024932e+00 + 1.731819882818362e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = - 4.185898550918017e-08 --8.338191063028688e-05 + 4.186039776384824e-08 +-8.338190947321245e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 34.0432025484714, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 34.0432020834735, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 48.1443587506626, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 48.1443580930563, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0147300815422269 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0147300779840584 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.47599388630412e-19 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.96785186699226e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.47599388630412e-19 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 34.0432302040816 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.96785186699226e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 34.0432297398872 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.45103707409979e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.45104314282064e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.657232708772831e-07 --8.338191063028688e-05 +-1.657278581199638e-07 +-8.338190947321245e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_2(:) = - 1.224744297423003e+00 - 1.731736500947013e+00 + 1.224744304297074e+00 + 1.731736500908889e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.00233333333333333 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_2(:) = --4.762528680446736e-04 +-4.762666325760296e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 3, stage type = 0, tcur = 0.00266666666666667 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --5.383912982777970e-04 +-5.384050535502218e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 10, tn = 0.00233333333333333, h = 0.000333333333333333 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.00233333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744297423003e+00 - 1.731736500947013e+00 + 1.224744304297074e+00 + 1.731736500908889e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --2.693812355302010e-01 +-2.693812320609719e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00246666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.178550643703949e-08 --3.591749807069341e-05 +-7.178734047336280e-08 +-3.591749760812954e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744225637496e+00 - 1.731700583448942e+00 + 1.224744232509733e+00 + 1.731700583411281e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.847692318360223e-01 +-2.847692283684355e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00253333333333333 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.076782596555592e-07 --5.772324618249541e-05 +-1.076810107100442e-07 +-5.772324548906017e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744189744743e+00 - 1.731678777700830e+00 + 1.224744196616063e+00 + 1.731678777663400e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --2.924602881711831e-01 +-2.924602847044142e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00266666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.794637660925987e-07 --9.503876154833932e-05 +-1.794683511834070e-07 +-9.503876039248848e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744117959236e+00 - 1.731641462185465e+00 + 1.224744124828723e+00 + 1.731641462148497e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --3.078481225584543e-01 +-3.078481190933156e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00266666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.794637660925987e-07 --9.620491175534865e-05 +-1.794683511834070e-07 +-9.620491059962208e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744117959236e+00 - 1.731640296035257e+00 + 1.224744124828723e+00 + 1.731640295998290e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --3.078471637240834e-01 +-3.078471602589444e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744117959236e+00 - 1.731640296035257e+00 + 1.224744124828723e+00 + 1.731640295998290e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016196400325961 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161964003883152 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79407655316113e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79407652553322e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_3(:) = - 1.224744117959236e+00 - 1.731640296035257e+00 + 1.224744124828723e+00 + 1.731640295998290e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00266666666666667 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744463146273e+00 - 1.731819882857643e+00 + 1.224744470024932e+00 + 1.731819882818362e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --1.232083502690907e-07 --1.795868223857244e-04 +-1.232115253563487e-07 +-1.795868200729078e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 73.321790628883, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 73.3217896996894, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 103.692670724847, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 103.692669410769, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0317211898532826 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0317211827277092 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.52869194089644e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.16710925545491e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.52869194089644e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 73.3218508017933 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.16710925545491e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 73.3218498742055 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15537072663258e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15537197076391e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --3.604245072041052e-07 --1.795868223857245e-04 +-3.604336773751559e-07 +-1.795868200729078e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_4(:) = - 1.224744102721766e+00 - 1.731640296035257e+00 + 1.224744109591255e+00 + 1.731640295998290e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.00266666666666667 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_4(:) = --5.442449615941378e-04 +-5.442587160021117e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 5, stage type = 0, tcur = 0.003 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --1.827371884066053e-04 +-1.827509966500706e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 11, tn = 0.00266666666666667, h = 0.000333333333333333 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.00266666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744102721766e+00 - 1.731640296035257e+00 + 1.224744109591255e+00 + 1.731640295998290e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --3.078471713428188e-01 +-3.078471678776786e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.0028 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.436495845421403e-08 --4.104628951237582e-05 +-2.436679955334274e-08 +-4.104628905035714e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744078356808e+00 - 1.731599249745745e+00 + 1.224744085224455e+00 + 1.731599249709239e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --3.232324814539463e-01 +-3.232324779904311e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00286666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.654743768132104e-08 --6.541576179634561e-05 +-3.655019933001411e-08 +-6.541576110372382e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744066174329e+00 - 1.731574880273461e+00 + 1.224744073041055e+00 + 1.731574880237186e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --3.309222121650451e-01 +-3.309222087023390e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.003 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.091239613553508e-08 --1.078598296992891e-04 +-6.091699888335685e-08 +-1.078598285447953e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744041809370e+00 - 1.731532436205558e+00 + 1.224744048674256e+00 + 1.731532436169745e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --3.463071173673036e-01 +-3.463071139062101e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.003 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.091239613553508e-08 --1.090257616494728e-04 +-6.091699888335685e-08 +-1.090257604951019e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744041809370e+00 - 1.731531270273608e+00 + 1.224744048674256e+00 + 1.731531270237794e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --3.463061846219622e-01 +-3.463061811608686e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744041809370e+00 - 1.731531270273608e+00 + 1.224744048674256e+00 + 1.731531270237794e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161886478724977 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161886478412626 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00666666666666666 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79751562703098e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.79751564090382e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_5(:) = - 1.224744041809370e+00 - 1.731531270273608e+00 + 1.224744048674256e+00 + 1.731531270237794e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.003 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744463146273e+00 - 1.731819882857643e+00 + 1.224744470024932e+00 + 1.731819882818362e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --2.433951978761393e-07 --2.886125840351195e-04 +-2.434029667217957e-07 +-2.886125805681150e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834784733642, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834783338255, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643550689631, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643548716256, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.051024778376426 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0510247676698939 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.29981217924871e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.94848611572862e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.29981217924871e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834869344836 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.94848611572862e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834867951863 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.9994528578842e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.99945300717547e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --5.103024546552091e-07 --2.886125840351194e-04 +-5.103162141688091e-07 +-2.886125805681151e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_6(:) = - 1.224743952843819e+00 - 1.731531270273608e+00 + 1.224743959708718e+00 + 1.731531270237794e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.003 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = -1, tcur = 0.003 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_7(:) = - 1.224743952843819e+00 - 1.731531270273608e+00 + 1.224743959708718e+00 + 1.731531270237794e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][updated solution] ycur(:) = - 1.224743952843819e+00 - 1.731531270273608e+00 + 1.224743959708718e+00 + 1.731531270237794e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743952843819e+00 1.731531270273608e+00 1.053868103895184e-11 3.774758283725532e-14 + 3.000000000000000e-03 1.224743959708718e+00 1.731531270237794e+00 6.875437774667148e-09 3.577604879012597e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -1205,14 +1199,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 16 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 16 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 16 +LS iters per NLS iter = 0.888888888888889 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_2_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_2_1_0.out index 5233f56eee..b76d42d69d 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_2_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_2_1_0.out @@ -223,1016 +223,1010 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.47758963639177, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.47758963639177, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 6.33226799052646, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00195326253779407 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.48716103181615e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.48716103181615e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4.47758942674788 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00195326253779407 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 4.4775887876957 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.39282112037832e-09, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00138116857957488, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.688175382474403e-11 --1.096844259995677e-05 + 2.373478095320268e-09 +-1.096844052096452e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_2(:) = - 1.224744871374707e+00 - 1.732039839126277e+00 + 1.224744873765067e+00 + 1.732039839128356e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.000435866521508459 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_2(:) = --3.874495965781953e-08 +-4.352463975782761e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_2(:) = --8.897087832224679e-05 +-8.897087814860049e-05 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 3, stage type = 0, tcur = 0.00071793326075423 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --1.442078762362046e-04 +-1.442119536393450e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 4, tn = 0.000435866521508459, h = 0.00028206673924577 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.000435866521508459 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744871374707e+00 - 1.732039839126277e+00 + 1.224744873765067e+00 + 1.732039839128356e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --5.032920229956570e-02 +-5.032920110640438e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.000548693217206767 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.627049816940153e-08 --5.678477592591687e-06 +-1.627095820932489e-08 +-5.678477457971239e-06 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744855104209e+00 - 1.732034160648685e+00 + 1.224744857494109e+00 + 1.732034160650898e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --6.335770034643916e-02 +-6.335769915362177e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.000605106565055921 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.440574725410230e-08 --1.127389585990114e-05 +-2.440643731398734e-08 +-1.127389565804323e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744846968960e+00 - 1.732028565230417e+00 + 1.224744849358630e+00 + 1.732028565232698e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --6.986977029288172e-02 +-6.986976910023562e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.000717933260754229 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.067624542350383e-08 --1.795406176455023e-05 +-4.067739552331223e-08 +-1.795406142809814e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744830698462e+00 - 1.732021885064513e+00 + 1.224744833087672e+00 + 1.732021885066928e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --8.289915752151844e-02 +-8.289915632921341e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.000717933260754229 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.067624542350383e-08 --1.878955742857806e-05 +-4.067739552331223e-08 +-1.878955709214798e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744830698462e+00 - 1.732021049568849e+00 + 1.224744833087672e+00 + 1.732021049571264e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --8.289836201471168e-02 +-8.289836082240652e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744830698462e+00 - 1.732021049568849e+00 + 1.224744833087672e+00 + 1.732021049571264e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162503254381799 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162503255542511 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0056413347849154 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.07735375607885e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.07735349673147e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_3(:) = - 1.224744830698462e+00 - 1.732021049568849e+00 + 1.224744833087672e+00 + 1.732021049571264e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00071793326075423 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --3.530161103208776e-08 --2.975800002857909e-05 +-3.291051580864258e-08 +-2.975799761317788e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 12.1479627040815, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 12.1479599031298, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 17.1798136113147, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0052741269083841 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 17.1798096501707, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.62225705191213e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0052758288447902 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.62225705191213e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 12.1479683863273 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.0052758288447902 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 12.1479634504813 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.95110171963532e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00373060386686855, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --3.531663059042332e-08 --2.975800002857909e-05 +-2.647117861974503e-08 +-2.975800630287380e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_4(:) = - 1.224744836074958e+00 - 1.732021049568849e+00 + 1.224744844920410e+00 + 1.732021049562574e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.00071793326075423 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_4(:) = --3.457635846419825e-08 +-5.227039917127606e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_4(:) = --1.465475048217419e-04 +-1.465475037633346e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 5, stage type = 0, tcur = 0.001 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --4.608354276911442e-04 +-4.607979116568540e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 5, tn = 0.00071793326075423, h = 0.00028206673924577 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.00071793326075423 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744836074958e+00 - 1.732021049568849e+00 + 1.224744844920410e+00 + 1.732021049562574e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --8.289835932646333e-02 +-8.289835489776341e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.000830759956452538 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.199453856710839e-08 --9.353147961615879e-06 +-5.199030575692372e-08 +-9.353147461940301e-06 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744784080420e+00 - 1.732011696420887e+00 + 1.224744792930105e+00 + 1.732011696415112e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --9.592639267702494e-02 +-9.592638824672782e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.000887173304301692 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.799180785066258e-08 --1.678580310690736e-05 +-7.798545863538558e-08 +-1.678580235705611e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744758083151e+00 - 1.732004263765742e+00 + 1.224744766934952e+00 + 1.732004263760217e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.024382407141309e-01 +-1.024382362830325e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.299863464177709e-07 --2.714060630951854e-05 +-1.299757643923093e-07 +-2.714060505986815e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744706088612e+00 - 1.731993908962539e+00 + 1.224744714944646e+00 + 1.731993908957514e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.154670161790223e-01 +-1.154670117463156e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.299863464177709e-07 --2.797606464148882e-05 +-1.299757643923093e-07 +-2.797606339173587e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744706088612e+00 - 1.731993073504207e+00 + 1.224744714944646e+00 + 1.731993073499183e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.154662364180870e-01 +-1.154662319853804e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744706088612e+00 - 1.731993073504207e+00 + 1.224744714944646e+00 + 1.731993073499183e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162415572852567 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162415571154682 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0056413347849154 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.09697160431106e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.09697198470832e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_5(:) = - 1.224744706088612e+00 - 1.731993073504207e+00 + 1.224744714944646e+00 + 1.731993073499183e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.001 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --1.302494653537993e-07 --5.773406467013409e-05 +-1.213893272711454e-07 +-5.773406969455941e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685705193763, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685583718378, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309920742487, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.330974895035, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0101882851243911 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.010194597305599 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.21439315392807e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.37209608091446e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.21439315392807e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685923802907 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.37209608091446e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.568578683869 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15912027137731e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.15912957990806e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.302247142641960e-07 --5.773406467013408e-05 +-1.213722942221634e-07 +-5.773406969455942e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_6(:) = - 1.224744741166875e+00 - 1.731993073504207e+00 + 1.224744750019295e+00 + 1.731993073499183e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.001 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_6(:) = - 5.632528877341102e-08 + 3.861793605676857e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_6(:) = --2.041241329153601e-04 +-2.041241314399567e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = 1, tcur = 0.001 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_7(:) = - 1.224744769329784e+00 - 1.731993073504207e+00 + 1.224744778182204e+00 + 1.731993073499183e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][updated solution] ycur(:) = - 1.224744769329784e+00 - 1.731993073504207e+00 + 1.224744778182204e+00 + 1.731993073499183e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769329784e+00 1.731993073504207e+00 2.637889906509372e-13 8.215650382226158e-15 + 1.000000000000000e-03 1.224744778182204e+00 1.731993073499183e+00 8.852683253124383e-09 5.032640970625835e-12 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_0(:) = - 1.224744769329784e+00 - 1.731993073504207e+00 + 1.224744778182204e+00 + 1.731993073499183e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_0(:) = --2.041241282215417e-04 +-2.041241267461385e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_0(:) = --5.314682547245254e-13 +-1.770788246416098e-08 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 1, stage type = 0, tcur = 0.00143586652150846 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --2.041241287530099e-04 +-2.041418346286026e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 6, tn = 0.001, h = 0.000435866521508459 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744769329784e+00 - 1.731993073504207e+00 + 1.224744778182204e+00 + 1.731993073499183e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.154662047975001e-01 +-1.154662003666010e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00117434660860338 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.558834958220768e-08 --2.013114121474786e-05 +-3.559143654156961e-08 +-2.013114044223563e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744733741435e+00 - 1.731972942362992e+00 + 1.224744742590767e+00 + 1.731972942358740e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.355972482894540e-01 +-1.355972438608686e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00126151991290508 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.338252437331152e-08 --3.677754774800189e-05 +-5.338715481235441e-08 +-3.677754658998989e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744715947260e+00 - 1.731956295956459e+00 + 1.224744724795049e+00 + 1.731956295952593e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.456576300560230e-01 +-1.456576256285874e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00143586652150846 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.897087395551921e-08 --5.929968353130143e-05 +-8.897859135392404e-08 +-5.929968160104948e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744680358910e+00 - 1.731933773820676e+00 + 1.224744689203612e+00 + 1.731933773817582e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.657899844503996e-01 +-1.657899800252505e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00143586652150846 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.897087395551918e-08 --6.129488003479817e-05 +-8.897859135392401e-08 +-6.129487810477483e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744680358910e+00 - 1.731931778624172e+00 + 1.224744689203612e+00 + 1.731931778621078e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.657881802438822e-01 +-1.657881758187331e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744680358910e+00 - 1.731931778624172e+00 + 1.224744689203612e+00 + 1.731931778621078e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162292126774049 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162292126881798 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00871733043016917 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.20264561087341e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.20264559705685e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_1(:) = - 1.224744680358910e+00 - 1.731931778624172e+00 + 1.224744689203612e+00 + 1.731931778621078e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00143586652150846 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744769329784e+00 - 1.731993073504207e+00 + 1.224744778182204e+00 + 1.731993073499183e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --8.897087376985461e-08 --6.129488003470129e-05 +-8.897087311065967e-08 +-6.129487810468959e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 25.0229575423014, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 25.022956762252, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 35.3878059270088, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 35.3878048238524, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0108517582955742 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0108517523771046 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.31022008727293e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.50048290374055e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.31022008727293e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 25.0229721077048 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.50048290374055e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 25.0229713290122 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.30993555207645e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.30994785634907e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --8.898753491280546e-08 --6.129488003470128e-05 +-8.899524515094494e-08 +-6.129487810468960e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_2(:) = - 1.224744680342249e+00 - 1.731931778624172e+00 + 1.224744689186959e+00 + 1.731931778621078e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.00143586652150846 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_2(:) = --3.874591903012436e-08 +-5.643688423826932e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_2(:) = --2.930949713773332e-04 +-2.930949692606963e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 3, stage type = 0, tcur = 0.00171793326075423 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --3.483319483680314e-04 +-3.483496392253293e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 7, tn = 0.00143586652150846, h = 0.00028206673924577 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.00143586652150846 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744680342249e+00 - 1.731931778624172e+00 + 1.224744689186959e+00 + 1.731931778621078e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.657881802522127e-01 +-1.657881758270600e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00154869321720677 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.930114274051863e-08 --1.870533256369265e-05 +-3.930313874149162e-08 +-1.870533206441730e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744641041107e+00 - 1.731913073291609e+00 + 1.224744649883820e+00 + 1.731913073289014e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.788140435626660e-01 +-1.788140391389823e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00160510656505592 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.895171411077793e-08 --3.081362093791947e-05 +-5.895470811223742e-08 +-3.081362018931720e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744621390535e+00 - 1.731900965003234e+00 + 1.224744630232251e+00 + 1.731900965000889e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.853248332799693e-01 +-1.853248288570168e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00171793326075423 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --9.825285685129653e-08 --5.052044865389075e-05 +-9.825784685372902e-08 +-5.052044740612527e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744582089393e+00 - 1.731881258175519e+00 + 1.224744590929112e+00 + 1.731881258173672e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.983510642845468e-01 +-1.983510598630520e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00171793326075423 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --9.825285685129656e-08 --5.135574865704724e-05 +-9.825784685372904e-08 +-5.135574740937583e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744582089393e+00 - 1.731880422875515e+00 + 1.224744590929112e+00 + 1.731880422873669e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.983503246506753e-01 +-1.983503202291805e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744582089393e+00 - 1.731880422875515e+00 + 1.224744590929112e+00 + 1.731880422873669e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162207113412772 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162207111879102 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0056413347849154 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.1438254893212e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.14382583514109e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_3(:) = - 1.224744582089393e+00 - 1.731880422875515e+00 + 1.224744590929112e+00 + 1.731880422873669e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00171793326075423 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744769329784e+00 - 1.731993073504207e+00 + 1.224744778182204e+00 + 1.731993073499183e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --1.818488773023113e-07 --1.126506286917017e-04 +-1.818538658259947e-07 +-1.126506255140214e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.9883942199735, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.9883929373587, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 65.0374108176469, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 65.0374090037557, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0199302243537927 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0199302145987489 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.75538519183639e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.87659498449794e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.75538519183639e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.9884242098754 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.87659498449794e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.9884229294915 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.5084496737316e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.50843481579109e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.818631680834479e-07 --1.126506286917017e-04 +-1.818758628922017e-07 +-1.126506255140214e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_4(:) = - 1.224744587466616e+00 - 1.731880422875515e+00 + 1.224744596306341e+00 + 1.731880422873669e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.00171793326075423 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_4(:) = --3.457877693462479e-08 +-5.225914953042790e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_4(:) = --3.506715672217582e-04 +-3.506715646907487e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 5, stage type = 0, tcur = 0.002 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --6.649593138316926e-04 +-6.649770396557128e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 8, tn = 0.00171793326075423, h = 0.00028206673924577 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.00171793326075423 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744587466616e+00 - 1.731880422875515e+00 + 1.224744596306341e+00 + 1.731880422873669e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.983503219620635e-01 +-1.983503175405660e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00183075995645254 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.502516215344414e-08 --2.237921141767518e-05 +-7.502716209959687e-08 +-2.237921091881222e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744512441454e+00 - 1.731858043664098e+00 + 1.224744521279179e+00 + 1.731858043662750e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.113749854840859e-01 +-2.113749810640400e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00188717330430169 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.125377432301662e-07 --3.632418540358541e-05 +-1.125407431493953e-07 +-3.632418465559807e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744474928873e+00 - 1.731844098690112e+00 + 1.224744483765598e+00 + 1.731844098689013e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --2.178851858341878e-01 +-2.178851814148649e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.875629053836104e-07 --5.970480237644593e-05 +-1.875679052489922e-07 +-5.970480112970658e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744399903711e+00 - 1.731820718073139e+00 + 1.224744408738436e+00 + 1.731820718072539e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --2.309100699028128e-01 +-2.309100654849303e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.875629053836104e-07 --6.054001791004465e-05 +-1.875679052489922e-07 +-6.054001666339819e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744399903711e+00 - 1.731819882857605e+00 + 1.224744408738436e+00 + 1.731819882857005e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --2.309093460494965e-01 +-2.309093416316139e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744399903711e+00 - 1.731819882857605e+00 + 1.224744408738436e+00 + 1.731819882857005e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162130719393885 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162130719393841 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0056413347849154 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.16107151020152e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.16107151021128e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_5(:) = - 1.224744399903711e+00 - 1.731819882857605e+00 + 1.224744408738436e+00 + 1.731819882857005e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.002 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744769329784e+00 - 1.731993073504207e+00 + 1.224744778182204e+00 + 1.731993073499183e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --3.343725866704482e-07 --1.731906466018174e-04 +-3.343825707933995e-07 +-1.731906421773566e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.703267840986, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032660597339, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9895202848199, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9895177657491, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0306009027947554 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.030600889181856 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.73030205721486e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.84989920949581e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.73030205721486e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7033235561035 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.84989920949581e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7033217779511 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388420448165e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.07388271329351e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --3.343461787053910e-07 --1.731906466018174e-04 +-3.343638644909542e-07 +-1.731906421773566e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_6(:) = - 1.224744434983606e+00 - 1.731819882857605e+00 + 1.224744443818339e+00 + 1.731819882857005e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.002 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_6(:) = - 5.631951555615774e-08 + 3.864974817918068e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_6(:) = --4.082481637676731e-04 +-4.082481608227618e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = 1, tcur = 0.002 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_7(:) = - 1.224744463146502e+00 - 1.731819882857605e+00 + 1.224744471981235e+00 + 1.731819882857005e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.002 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][updated solution] ycur(:) = - 1.224744463146502e+00 - 1.731819882857605e+00 + 1.224744471981235e+00 + 1.731819882857005e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463146502e+00 1.731819882857605e+00 3.135491866146367e-12 1.398881011027697e-14 + 2.000000000000000e-03 1.224744471981235e+00 1.731819882857005e+00 8.837868659128389e-09 6.139533326177116e-13 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_0(:) = - 1.224744463146502e+00 - 1.731819882857605e+00 + 1.224744471981235e+00 + 1.731819882857005e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_0(:) = --4.082481543800408e-04 +-4.082481514351297e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_0(:) = --6.277974487189374e-12 +-1.767604417625097e-08 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 1, stage type = 0, tcur = 0.00243586652150846 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --4.082481606580154e-04 +-4.082658274793062e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 9, tn = 0.002, h = 0.000435866521508458 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744463146502e+00 - 1.731819882857605e+00 + 1.224744471981235e+00 + 1.731819882857005e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --2.309093144281001e-01 +-2.309093100102137e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00217434660860338 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.117668227929420e-08 --4.025825586547156e-05 +-7.117976242967104e-08 +-4.025825509522804e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744391969820e+00 - 1.731779624601740e+00 + 1.224744400801473e+00 + 1.731779624601910e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.510338493419416e-01 +-2.510338449262609e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00226151991290508 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.067650234189413e-07 --6.696609207061105e-05 +-1.067696436445066e-07 +-6.696609091596683e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744356381479e+00 - 1.731752916765535e+00 + 1.224744365211592e+00 + 1.731752916766089e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --2.610910659323782e-01 +-2.610910615177928e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00243586652150846 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.779417056982355e-07 --1.096146041227703e-04 +-1.779494060741776e-07 +-1.096146021981417e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744285204797e+00 - 1.731710268253482e+00 + 1.224744294031829e+00 + 1.731710268254807e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --2.812156660171377e-01 +-2.812156616047309e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00243586652150846 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.779417056982355e-07 --1.116090570389942e-04 +-1.779494060741776e-07 +-1.116090551145837e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744285204797e+00 - 1.731708273800566e+00 + 1.224744294031829e+00 + 1.731708273801891e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --2.812139954463927e-01 +-2.812139910339858e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744285204797e+00 - 1.731708273800566e+00 + 1.224744294031829e+00 + 1.731708273801891e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162022889009787 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162022888688816 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00871733043016917 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.23731340485972e-07 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 5.23731344636064e-07 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_1(:) = - 1.224744285204797e+00 - 1.731708273800566e+00 + 1.224744294031829e+00 + 1.731708273801891e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 2, stage type = 2, tcur = 0.00243586652150846 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744463146502e+00 - 1.731819882857605e+00 + 1.224744471981235e+00 + 1.731819882857005e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --1.779417028561292e-07 --1.116090570389972e-04 +-1.779417017034978e-07 +-1.116090551145366e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.5677376622482, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 45.567736885209, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 64.4425126086107, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 64.4425115097113, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.019747550581913 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0197475446181726 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.32680258264902e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.49746333450485e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.32680258264902e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.5677669810685 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.49746333450485e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 45.5677662053812 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.42503414201508e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.42500597249731e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.779578273630592e-07 --1.116090570389972e-04 +-1.779655207487458e-07 +-1.116090551145365e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_2(:) = - 1.224744285188675e+00 - 1.731708273800566e+00 + 1.224744294015714e+00 + 1.731708273801891e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.00243586652150846 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_2(:) = --3.875270711647729e-08 +-5.640612407864393e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_2(:) = --4.972189178835323e-04 +-4.972189142999508e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 3, stage type = 0, tcur = 0.00271793326075423 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --5.524558520873128e-04 +-5.524735039256424e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 10, tn = 0.00243586652150846, h = 0.00028206673924577 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.00243586652150846 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744285188675e+00 - 1.731708273800566e+00 + 1.224744294015714e+00 + 1.731708273801891e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --2.812139954544536e-01 +-2.812139910420432e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00254869321720677 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.233176831020477e-08 --3.172844589124505e-05 +-6.233375990879649e-08 +-3.172844539340736e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744222856906e+00 - 1.731676545354675e+00 + 1.224744231681955e+00 + 1.731676545356497e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.942346176804723e-01 +-2.942346132694610e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00260510656505592 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --9.349765246530715e-08 --5.034718217755063e-05 +-9.350063986319473e-08 +-5.034718143109007e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744191691022e+00 - 1.731657926618389e+00 + 1.224744200515075e+00 + 1.731657926620460e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --3.007428242670116e-01 +-3.007428198566968e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00271793326075423 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.558294207755119e-07 --8.307672963184492e-05 +-1.558343997719912e-07 +-8.307672838765354e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744129359254e+00 - 1.731625197070934e+00 + 1.224744138181315e+00 + 1.731625197073503e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --3.137632924008813e-01 +-3.137632879919542e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00271793326075423 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.558294207755119e-07 --8.391166684708361e-05 +-1.558343997719912e-07 +-8.391166560298178e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744129359254e+00 - 1.731624362133719e+00 + 1.224744138181315e+00 + 1.731624362136288e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --3.137626087506954e-01 +-3.137626043417683e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744129359254e+00 - 1.731624362133719e+00 + 1.224744138181315e+00 + 1.731624362136288e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161950672530128 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161950671921475 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00564133478491541 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.20187837559294e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.20187851392518e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_3(:) = - 1.224744129359254e+00 - 1.731624362133719e+00 + 1.224744138181315e+00 + 1.731624362136288e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 4, stage type = 2, tcur = 0.00271793326075423 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744463146502e+00 - 1.731819882857605e+00 + 1.224744471981235e+00 + 1.731819882857005e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --3.283957354055342e-07 --1.955207238861778e-04 +-3.284007127630692e-07 +-1.955207207176013e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 79.827206211813, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 79.8272049333217, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 112.8927176711, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 112.89271586304, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0345809046824346 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0345808948377574 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.71065238098371e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.43380877434692e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.71065238098371e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 79.8272604976687 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.43380877434692e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 79.8272592214016 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.37102298874251e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.37102560254983e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --3.284084366090248e-07 --1.955207238861777e-04 +-3.284211038885467e-07 +-1.955207207176013e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_4(:) = - 1.224744134738065e+00 - 1.731624362133719e+00 + 1.224744143560131e+00 + 1.731624362136288e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.00271793326075423 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_4(:) = --3.458874981663813e-08 +-5.223159722990379e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_4(:) = --5.547954542837812e-04 +-5.547954502874836e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 5, stage type = 0, tcur = 0.003 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --8.690828676914538e-04 +-8.691005544242998e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 11, tn = 0.00271793326075423, h = 0.00028206673924577 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.00271793326075423 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744134738065e+00 - 1.731624362133719e+00 + 1.224744143560131e+00 + 1.731624362136288e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --3.137626060612899e-01 +-3.137626016523601e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00283075995645254 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --9.805574824963665e-08 --3.540079807558529e-05 +-9.805774378526136e-08 +-3.540079757814031e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744036682317e+00 - 1.731588961335643e+00 + 1.224744045502388e+00 + 1.731588961338709e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --3.267812931748072e-01 +-3.267812887672593e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00288717330430169 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.470836223744549e-07 --5.585530108090599e-05 +-1.470866156778920e-07 +-5.585530033503086e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224743987654443e+00 - 1.731568506832638e+00 + 1.224743996473516e+00 + 1.731568506835953e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --3.332885427892177e-01 +-3.332885383823578e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.003 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.451393706240916e-07 --9.225705457060121e-05 +-2.451443594631534e-07 +-9.225705332738662e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224743889598695e+00 - 1.731532105079149e+00 + 1.224743898415772e+00 + 1.731532105082960e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --3.463069285716227e-01 +-3.463069241661332e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.003 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.451393706240916e-07 --9.309186016701030e-05 +-2.451443594631534e-07 +-9.309185892388417e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224743889598695e+00 - 1.731531270273552e+00 + 1.224743898415772e+00 + 1.731531270277364e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --3.463062607272543e-01 +-3.463062563217648e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224743889598695e+00 - 1.731531270273552e+00 + 1.224743898415772e+00 + 1.731531270277364e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161885324982791 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161885324982851 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00564133478491541 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.21674530387709e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 9.21674530386342e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_5(:) = - 1.224743889598695e+00 - 1.731531270273552e+00 + 1.224743898415772e+00 + 1.731531270277364e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 6, stage type = 2, tcur = 0.003 [DEBUG][rank 0][mriStep_StageDIRKNoFast][predictor] zpred(:) = - 1.224744463146502e+00 - 1.731819882857605e+00 + 1.224744471981235e+00 + 1.731819882857005e+00 [DEBUG][rank 0][mriStep_StageDIRKNoFast][rhs data] sdata(:) = --5.384943597856048e-07 --2.886125840531051e-04 +-5.385043218593920e-07 +-2.886125796415229e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834821569006, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834819791673, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643602782702, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643600269174, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0510046241178235 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.051004610402067 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.15465088790555e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.27720265736869e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.15465088790555e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834911120729 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.27720265736869e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.83490934649 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.99944483451389e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.9994342960081e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --5.384646236689856e-07 --2.886125840531051e-04 +-5.384822710755763e-07 +-2.886125796415229e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_6(:) = - 1.224743924681878e+00 - 1.731531270273552e+00 + 1.224743933498964e+00 + 1.731531270277364e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.003 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow implicit RHS] Fsi_6(:) = - 5.630279479280135e-08 + 3.867052847494456e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow explicit RHS] Fse_6(:) = --6.123719904920655e-04 +-6.123719860835225e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRIGARK][begin-stages-list] stage = 7, stage type = 1, tcur = 0.003 [DEBUG][rank 0][mriStep_TakeStepMRIGARK][slow stage] z_7(:) = - 1.224743952844747e+00 - 1.731531270273552e+00 + 1.224743961661833e+00 + 1.731531270277364e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.003 [INFO][rank 0][mriStep_TakeStepMRIGARK][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRIGARK][updated solution] ycur(:) = - 1.224743952844747e+00 - 1.731531270273552e+00 + 1.224743961661833e+00 + 1.731531270277364e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743952844747e+00 1.731531270273552e+00 1.146727157674832e-11 1.820765760385257e-14 + 3.000000000000000e-03 1.224743961661833e+00 1.731531270277364e+00 8.828552999773365e-09 3.793410030539235e-12 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -1253,14 +1247,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 16 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 16 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 16 +LS iters per NLS iter = 0.888888888888889 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_4_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_4_1_0.out index a75e75313f..393ad98e0d 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_4_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_4_1_0.out @@ -215,38 +215,35 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48479560349742, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48479560349742, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 11.9993130164297, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00401586684038751 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.4154990535135e-16 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.4154990535135e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.48480643158571 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00401586684038751 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.48480501687277 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.51841598274136e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00283966186130748, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --5.855386363263460e-08 --2.078448130760080e-05 +-5.363978245644199e-08 +-2.078450436674483e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_1(:) = - 1.224744812837725e+00 - 1.732030023087570e+00 + 1.224744817751807e+00 + 1.732030023064510e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_1(:) = --1.224308607720573e-04 +-1.224406999726181e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 2, stage type = 0, tcur = 0.000266666666666667 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --8.347558689000180e-05 +-8.348229543583871e-05 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] @@ -261,99 +258,96 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.000106666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.904062601600186e-09 +-8.904778179822790e-09 8.839770372467939e-21 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744862487526e+00 + 1.224744862486811e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.231745716765748e-02 +-1.231745716801531e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00016 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.335609390240028e-08 --2.463491433531497e-06 +-1.335716726973418e-08 +-2.463491433603064e-06 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744858035495e+00 + 1.224744858034422e+00 1.732048344077444e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.847422325629306e-02 +-1.847422325682975e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.000266666666666666 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.226015650400046e-08 --3.358830743859748e-06 +-2.226194544955697e-08 +-3.358830743957324e-06 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744849131432e+00 + 1.224744849129644e+00 1.732047448738133e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --3.079268235975809e-02 +-3.079268236065236e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.000266666666666666 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.226015650400046e-08 --4.105598209467039e-06 +-2.226194544955697e-08 +-4.105598209586300e-06 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744849131432e+00 + 1.224744849129644e+00 1.732046701970668e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --3.079194886831387e-02 +-3.079194886920801e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744849131432e+00 + 1.224744849129644e+00 1.732046701970668e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162649389780662 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162649390996867 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545459166775e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545437555539e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = - 2.064943934259184e-08 --4.105598209402928e-06 + 2.065109899650658e-08 +-4.105598209624972e-06 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.67600861876776, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.6760086174036, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37023411931556, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37023411738636, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000798104335222121 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 7.46886181157572e-17 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000798105631651676 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 7.46886181157572e-17 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.67600956983435 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000798105631651676 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.67600928411027 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.70494983182206e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.000564346175196154, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --5.385575365033317e-09 --4.105598209402928e-06 +-4.407296917016705e-09 +-4.105599842808527e-06 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_2(:) = - 1.224744866006014e+00 - 1.732046701970668e+00 + 1.224744866984292e+00 + 1.732046701969034e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_2(:) = --5.443684991381933e-05 +-5.443880724368272e-05 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 3, stage type = 0, tcur = 0.001 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --1.020426822545026e-04 +-1.020491101129833e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] @@ -368,714 +362,711 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.0004 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.081707290180100e-08 +-4.081964404519327e-08 3.314913889675477e-20 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744830574516e+00 + 1.224744830571945e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --4.619677866312749e-02 +-4.619677866441312e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.0006 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.122560935270151e-08 --3.464758399734560e-05 +-6.122946606778991e-08 +-3.464758399830982e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744810165980e+00 - 1.732016159984880e+00 + 1.224744810162123e+00 + 1.732016159984879e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --6.926790453091040e-02 +-6.926790453283803e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.000999999999999999 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.020426822545025e-07 --4.722192048385228e-05 +-1.020491101129832e-07 +-4.722192048516639e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744769348907e+00 - 1.732003585648393e+00 + 1.224744769342479e+00 + 1.732003585648392e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.154760160948659e-01 +-1.154760160980784e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.000999999999999999 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.020426822545025e-07 --5.773407301242316e-05 +-1.020491101129832e-07 +-5.773407301402966e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744769348907e+00 - 1.731993073495865e+00 + 1.224744769342479e+00 + 1.731993073495863e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.154662047801528e-01 +-1.154662047833649e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744769348907e+00 - 1.731993073495865e+00 + 1.224744769342479e+00 + 1.731993073495863e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162445839975636 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0146201255978072 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.6201255978073 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603697932686e-05 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162445839999105 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0146201255999194 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.6201255999195 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603697849699e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --4.460805347848086e-09 --5.773407301234990e-05 +-4.458561202827644e-09 +-5.773407301412625e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685311060986, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685311040192, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309363354568, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309363325161, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022127988358 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022145541267 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.58514787153714e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.47297549395105e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.58514787153714e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685495658088 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.47297549395105e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685495632975 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.27187651497777e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.2718665396372e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.020851480191558e-07 --5.773407301234990e-05 +-1.020829060206643e-07 +-5.773407301412625e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_3(:) = - 1.224744769306441e+00 - 1.731993073495865e+00 + 1.224744769308683e+00 + 1.731993073495863e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][updated solution] ycur(:) = - 1.224744769306441e+00 - 1.731993073495865e+00 + 1.224744769308683e+00 + 1.731993073495863e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769306441e+00 1.731993073495865e+00 2.307976032511760e-11 8.350431457415652e-12 + 1.000000000000000e-03 1.224744769308683e+00 1.731993073495863e+00 2.083777594918956e-11 8.352207814255053e-12 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_0(:) = - 1.224744769306441e+00 - 1.731993073495865e+00 + 1.224744769308683e+00 + 1.731993073495863e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_0(:) = --2.041240862408812e-04 +-2.041240907254651e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 1, stage type = 0, tcur = 0.0016 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --2.041240862408813e-04 +-2.041240907254652e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 6, tn = 0.001, h = 0.000599999999999999 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744769348907e+00 - 1.731993073495865e+00 + 1.224744769342479e+00 + 1.731993073495863e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.154662047801528e-01 +-1.154662047833649e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00124 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.898978069781146e-08 --2.771188914723663e-05 +-4.898978177411159e-08 +-2.771188914800755e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744720359126e+00 - 1.731965361606718e+00 + 1.224744720352697e+00 + 1.731965361606715e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.431785753572200e-01 +-1.431785753604319e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00136 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.348467104671717e-08 --5.403840048053518e-05 +-7.348467266116737e-08 +-5.403840048169146e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744695864236e+00 - 1.731939035095384e+00 + 1.224744695857806e+00 + 1.731939035095381e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.570250476984112e-01 +-1.570250477016233e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.0016 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.224744517445286e-07 --8.627974320546880e-05 +-1.224744544352790e-07 +-8.627974320739609e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744646874455e+00 - 1.731906793752659e+00 + 1.224744646868025e+00 + 1.731906793752656e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.847396800230224e-01 +-1.847396800262345e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.0016 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.224744517445286e-07 --9.006129424354747e-05 +-1.224744544352790e-07 +-9.006129424547470e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744646874455e+00 - 1.731903012201621e+00 + 1.224744646868025e+00 + 1.731903012201618e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.847363018406738e-01 +-1.847363018438858e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744646874455e+00 - 1.731903012201621e+00 + 1.224744646868025e+00 + 1.731903012201618e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162250936168902 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162250936318911 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.012 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264992971e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264301388e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744769306441e+00 - 1.731993073495865e+00 + 1.224744769308683e+00 + 1.731993073495863e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --2.480742289802895e-08 --9.006129424360410e-05 +-2.481609314936252e-08 +-9.006129424538045e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665877102021, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665877234761, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.9958069819477, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.99580700072, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0174573785715643 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0174573717938838 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 8.62340331960293e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.92085771440113e-18 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 8.62340331960293e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.7666206883162 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.92085771440113e-18 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.7666207032559 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14428413536e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14429169475565e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.809853505751788e-07 --9.006129424360411e-05 +-1.809940146838733e-07 +-9.006129424538045e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_1(:) = - 1.224744588321090e+00 - 1.731903012201621e+00 + 1.224744588314668e+00 + 1.731903012201618e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_1(:) = --3.265549875939868e-04 +-3.265549747530248e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 2, stage type = 0, tcur = 0.00126666666666667 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --2.875997007998168e-04 +-2.875996934715284e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.001 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 7, tn = 0.001, h = 0.000266666666666667 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744769306441e+00 - 1.731993073495865e+00 + 1.224744769308683e+00 + 1.731993073495863e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.154662048013858e-01 +-1.154662048002631e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00110666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.067730141864711e-08 --1.231639517881448e-05 +-3.067730063696303e-08 +-1.231639517869473e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744738629139e+00 - 1.731980757100686e+00 + 1.224744738631382e+00 + 1.731980757100684e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.277822550256327e-01 +-1.277822550245098e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00116 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.601595212797066e-08 --2.093780281307110e-05 +-4.601595095544453e-08 +-2.093780281289143e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744723290489e+00 - 1.731972135693052e+00 + 1.224744723292732e+00 + 1.731972135693050e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.339383506983200e-01 +-1.339383506971971e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00126666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.669325354661777e-08 --3.414944299257357e-05 +-7.669325159240756e-08 +-3.414944299227413e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744692613187e+00 - 1.731958924052872e+00 + 1.224744692615431e+00 + 1.731958924052871e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.462549368693543e-01 +-1.462549368682309e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00126666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.669325354661777e-08 --3.489610259806280e-05 +-7.669325159240756e-08 +-3.489610259776334e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744692613187e+00 - 1.731958177393267e+00 + 1.224744692615431e+00 + 1.731958177393265e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.462542532611380e-01 +-1.462542532600145e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744692613187e+00 - 1.731958177393267e+00 + 1.224744692615431e+00 + 1.731958177393265e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162335197053859 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016233519763204 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155541509163e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155531135425e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744769306441e+00 - 1.731993073495865e+00 + 1.224744769308683e+00 + 1.731993073495863e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = - 6.384091963145993e-08 --3.489610259799214e-05 + 6.384091770240112e-08 +-3.489610259777010e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459576587761, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459576586903, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.146826530034, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00677249877067778 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.1468265299127, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.34815029513306e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0067724987675977 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.34815029513306e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459684529897 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.0067724987675977 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459660492812 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.51195113547214e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00478892492689923, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --5.981857207906471e-08 --3.489610259799214e-05 +-5.153126026088276e-08 +-3.489612315089314e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_2(:) = - 1.224744709487869e+00 - 1.731958177393267e+00 + 1.224744717777422e+00 + 1.731958177372712e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_2(:) = --2.585609188111142e-04 +-2.585775064457793e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 3, stage type = 0, tcur = 0.002 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --3.061667763678501e-04 +-3.061789330380499e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.001 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 8, tn = 0.001, h = 0.000999999999999999 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744769306441e+00 - 1.731993073495865e+00 + 1.224744769308683e+00 + 1.731993073495863e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.154662048013858e-01 +-1.154662048002631e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.0014 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.224667105471399e-07 --4.618648192055427e-05 +-1.224715732152198e-07 +-4.618648192010520e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744646839730e+00 - 1.731946887013944e+00 + 1.224744646837110e+00 + 1.731946887013943e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.616559000773160e-01 +-1.616559000786252e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.0016 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.837000658207099e-07 --1.039219943377791e-04 +-1.837073598228298e-07 +-1.039219943389293e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744585606375e+00 - 1.731889151501527e+00 + 1.224744585601323e+00 + 1.731889151501524e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.847239502056550e-01 +-1.847239502081783e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.061667763678498e-07 --1.626813045066542e-04 +-3.061789330380496e-07 +-1.626813045080170e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744463139664e+00 - 1.731830392191358e+00 + 1.224744463129750e+00 + 1.731830392191355e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --2.309184224974076e-01 +-2.309184225023622e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.061667763678498e-07 --1.731906549633471e-04 +-3.061789330380496e-07 +-1.731906549652632e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744463139664e+00 - 1.731819882840901e+00 + 1.224744463129750e+00 + 1.731819882840898e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --2.309093144170422e-01 +-2.309093144219964e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744463139664e+00 - 1.731819882840901e+00 + 1.224744463129750e+00 + 1.731819882840898e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.01621530382703 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.014593773444327 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.593773444327 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738465467e-05 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162153038254794 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145937734429315 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.5937734429315 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738520794e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744769306441e+00 - 1.731993073495865e+00 + 1.224744769308683e+00 + 1.731993073495863e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --1.109602919455890e-07 --1.731906549633511e-04 +-1.109781543161820e-07 +-1.731906549653495e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032291235739, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032291467135, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894655301306, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894655628549, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.033602180336468 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0336021663740228 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.1009900708573e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.41836016657545e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.1009900708573e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032844884218 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.41836016657545e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032845149992 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17832790915022e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17833161641641e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --3.062073298412303e-07 --1.731906549633511e-04 +-3.062251772819819e-07 +-1.731906549653494e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_3(:) = - 1.224744463099111e+00 - 1.731819882840901e+00 + 1.224744463083506e+00 + 1.731819882840898e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][updated solution] ycur(:) = - 1.224744463099111e+00 - 1.731819882840901e+00 + 1.224744463083506e+00 + 1.731819882840898e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463099111e+00 1.731819882840901e+00 4.425571020760799e-11 1.671773830480561e-11 + 2.000000000000000e-03 1.224744463083506e+00 1.731819882840898e+00 5.986100504173919e-11 1.672151306308933e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_0(:) = - 1.224744463099111e+00 - 1.731819882840901e+00 + 1.224744463083506e+00 + 1.731819882840898e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_0(:) = --4.082480742432842e-04 +-4.082480430397703e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 1, stage type = 0, tcur = 0.0026 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --4.082480742432843e-04 +-4.082480430397704e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 9, tn = 0.002, h = 0.000599999999999999 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744463139664e+00 - 1.731819882840901e+00 + 1.224744463129750e+00 + 1.731819882840898e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --2.309093144170422e-01 +-2.309093144219964e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00224 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --9.797953781838813e-08 --5.541823546009008e-05 +-9.797953032954478e-08 +-5.541823546127907e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744365160127e+00 - 1.731764464605441e+00 + 1.224744365150219e+00 + 1.731764464605436e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.586124826079255e-01 +-2.586124826128749e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00236 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.469693067275822e-07 --9.559377887603254e-05 +-1.469692954943171e-07 +-9.559377887781393e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744316170358e+00 - 1.731724289062025e+00 + 1.224744316160454e+00 + 1.731724289062020e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --2.724545226828010e-01 +-2.724545226877481e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.0026 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.449488445459703e-07 --1.555400542106857e-04 +-2.449488258238619e-07 +-1.555400542136552e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744218190820e+00 - 1.731664342786691e+00 + 1.224744218180924e+00 + 1.731664342786684e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --3.001575917979812e-01 +-3.001575918029236e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.0026 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.449488445459703e-07 --1.593200925052783e-04 +-2.449488258238619e-07 +-1.593200925082473e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744218190820e+00 - 1.731660562748396e+00 + 1.224744218180924e+00 + 1.731660562748389e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --3.001544669689933e-01 +-3.001544669739356e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744218190820e+00 - 1.731660562748396e+00 + 1.224744218180924e+00 + 1.731660562748389e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016198637823202 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161986378351063 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.012 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230943917548e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230943364227e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744463099111e+00 - 1.731819882840901e+00 + 1.224744463083506e+00 + 1.731819882840898e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --4.965921199464258e-08 --1.593200925051885e-04 +-4.965351770718045e-08 +-1.593200925082972e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0472530685476, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0472530620461, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.990707484655, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.9907074754604, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0308942715062688 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0308942759788961 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.59747962953254e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 5.73478423074626e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.59747962953254e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0473081866968 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 5.73478423074626e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0473081790979 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.9601642340589e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.9600881490186e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --3.034604233932823e-07 --1.593200925051885e-04 +-3.034547196518410e-07 +-1.593200925082971e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_1(:) = - 1.224744159638687e+00 - 1.731660562748396e+00 + 1.224744159628786e+00 + 1.731660562748389e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_1(:) = --5.306788676244892e-04 +-5.306788478295212e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 2, stage type = 0, tcur = 0.00226666666666667 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --4.917236151850147e-04 +-4.917235917600548e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.002 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 10, tn = 0.002, h = 0.000266666666666667 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744463099111e+00 - 1.731819882840901e+00 + 1.224744463083506e+00 + 1.731819882840898e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --2.309093144373191e-01 +-2.309093144451186e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00210666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.245051895306822e-08 --2.463032687331403e-05 +-5.245051645440584e-08 +-2.463032687414598e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744410648592e+00 - 1.731795252514028e+00 + 1.224744410632989e+00 + 1.731795252514024e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.432214939387851e-01 +-2.432214939465826e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00216 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.867577842960232e-08 --3.940792621026424e-05 +-7.867577468160873e-08 +-3.940792621151175e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744384423333e+00 - 1.731780474914691e+00 + 1.224744384407731e+00 + 1.731780474914686e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --2.493756875927305e-01 +-2.493756876005271e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00226666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.311262973826705e-07 --6.493322466022124e-05 +-1.311262911360146e-07 +-6.493322466230057e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744331972814e+00 - 1.731754949616241e+00 + 1.224744331957214e+00 + 1.731754949616235e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --2.616879368007287e-01 +-2.616879368085234e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00226666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.311262973826705e-07 --6.567962704409782e-05 +-1.311262911360146e-07 +-6.567962704617703e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744331972814e+00 - 1.731754203213857e+00 + 1.224744331957214e+00 + 1.731754203213852e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --2.616873031881479e-01 +-2.616873031959426e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744331972814e+00 - 1.731754203213857e+00 + 1.224744331957214e+00 + 1.731754203213852e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162061119874381 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016206112025663 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.33093867454364e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.33093860537848e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744463099111e+00 - 1.731819882840901e+00 + 1.224744463083506e+00 + 1.731819882840898e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = - 1.070323539404823e-07 --6.567962704417951e-05 + 1.070323492327813e-07 +-6.567962704617791e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8156829192113, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8156829200148, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231024686452, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231024697814, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127453245505082 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127453245574215 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.78632739355239e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.9263653770581e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.78632739355239e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.8157035538002 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.9263653770581e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.8157035546016 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65509081442218e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65510252923385e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.142514240308771e-07 --6.567962704417951e-05 +-1.142514138237462e-07 +-6.567962704617793e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_2(:) = - 1.224744348847687e+00 - 1.731754203213857e+00 + 1.224744348832092e+00 + 1.731754203213852e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_2(:) = --4.626848624809632e-04 +-4.626848312996486e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 3, stage type = 0, tcur = 0.003 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --5.102906770739714e-04 +-5.102906516755176e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.002 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 11, tn = 0.002, h = 0.000999999999999999 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744463099111e+00 - 1.731819882840901e+00 + 1.224744463083506e+00 + 1.731819882840898e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --2.309093144373191e-01 +-2.309093144451186e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.0024 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.041162708295884e-07 --9.236372577492758e-05 +-2.041162606702069e-07 +-9.236372577804736e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744258982840e+00 - 1.731727519115126e+00 + 1.224744258967245e+00 + 1.731727519115120e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.770826858288303e-01 +-2.770826858366222e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.0026 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.061744062443826e-07 --1.731756172060247e-04 +-3.061743910053104e-07 +-1.731756172106987e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744156924705e+00 - 1.731646707223695e+00 + 1.224744156909115e+00 + 1.731646707223687e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --3.001430436653184e-01 +-3.001430436731064e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.003 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.102906770739709e-07 --2.781081462156666e-04 +-5.102906516755172e-07 +-2.781081462234583e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224743952808434e+00 - 1.731541774694686e+00 + 1.224743952792854e+00 + 1.731541774694674e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --3.463146326403245e-01 +-3.463146326481052e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.003 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.102906770739709e-07 --2.886125924334414e-04 +-5.102906516755172e-07 +-2.886125924412314e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224743952808434e+00 - 1.731531270248468e+00 + 1.224743952792854e+00 + 1.731531270248456e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --3.463062291023165e-01 +-3.463062291100972e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224743952808434e+00 - 1.731531270248468e+00 + 1.224743952792854e+00 + 1.731531270248456e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success [DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161899828907956 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145709846017161 @@ -1083,45 +1074,45 @@ Using GMRES iterative linear solver [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.45550747709005e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744463099111e+00 - 1.731819882840901e+00 + 1.224744463083506e+00 + 1.731819882840898e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --2.174597639345300e-07 --2.886125924335126e-04 +-2.174597427185299e-07 +-2.886125924412841e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780553885, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780557013, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643544778562, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643544782986, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559924089798559 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559924089987428 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.37021144629571e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.82272343464507e-17 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.37021144629571e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872811095 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.82272343464507e-17 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872814216 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.2911820839939e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.29119030083169e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --5.103275638831439e-07 --2.886125924335126e-04 +-5.103275277671874e-07 +-2.886125924412842e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_3(:) = - 1.224743952771547e+00 - 1.731531270248468e+00 + 1.224743952755978e+00 + 1.731531270248456e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][updated solution] ycur(:) = - 1.224743952771547e+00 - 1.731531270248468e+00 + 1.224743952755978e+00 + 1.731531270248456e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743952771547e+00 1.731531270248468e+00 6.173306310586213e-11 2.510236463137971e-11 + 3.000000000000000e-03 1.224743952755978e+00 1.731531270248456e+00 7.730216466939055e-11 2.511391095083582e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -1142,14 +1133,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 15 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 15 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 15 +LS iters per NLS iter = 0.833333333333333 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test diff --git a/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_5_1_0.out b/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_5_1_0.out index 2ad291c2b6..511dfac122 100644 --- a/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_5_1_0.out +++ b/test/unit_tests/logging/test_logging_arkode_mristep_lvl5_5_1_0.out @@ -218,41 +218,38 @@ Using GMRES iterative linear solver [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48473957368615, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 8.48473957368615, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 11.9992337783107, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00406162884130716 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.06305998436967e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.06305998436967e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.48473909539024 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00406162884130716 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 8.4847376371767 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.51844260173813e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00287202048269308, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --3.508411175885477e-11 --2.078448130760080e-05 + 4.935027131535418e-09 +-2.078447656386716e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_1(:) = - 1.224744871356505e+00 - 1.732030023087570e+00 + 1.224744876326616e+00 + 1.732030023092313e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_1(:) = --7.341268391760586e-08 +-8.335053418890748e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow explicit RHS] Fse_1(:) = --1.224744797941982e-04 +-1.224744792971871e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 2, stage type = 0, tcur = 0.000266666666666667 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --8.355538123504169e-05 +-8.356215670317365e-05 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] @@ -267,102 +264,99 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.000106666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --8.912573998404440e-09 +-8.913296715005182e-09 8.839770372467939e-21 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744862479015e+00 + 1.224744862478292e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.231745717191319e-02 +-1.231745717227456e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00016 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.336886099760666e-08 --2.463491434382639e-06 +-1.336994507250777e-08 +-2.463491434454914e-06 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744858022728e+00 + 1.224744858021644e+00 1.732048344077443e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.847422326267561e-02 +-1.847422326321774e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.000266666666666666 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.228143499601110e-08 --3.358830745020149e-06 +-2.228324178751296e-08 +-3.358830745118722e-06 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744849110154e+00 + 1.224744849108347e+00 1.732047448738132e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --3.079268237039598e-02 +-3.079268237129940e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.000266666666666666 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.228143499601110e-08 --4.105598210885460e-06 +-2.228324178751296e-08 +-4.105598211005922e-06 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744849110154e+00 + 1.224744849108347e+00 1.732046701970666e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --3.079194887895151e-02 +-3.079194887985492e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744849110154e+00 + 1.224744849108347e+00 1.732046701970666e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162649389196883 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162649389586069 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545469540169e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.22545462624573e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --2.225570522518195e-08 +-2.225402898210722e-08 -4.105598210957240e-06 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.67605171389339, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.6760517068004, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37029506502671, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000784909752497976 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 2.37029505499569, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 3.38335198266827e-16 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.000784911064657552 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 3.38335198266827e-16 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.67605587010297 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.000784911064657552 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 1.676055591084 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 2.70434703273138e-10, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00055501620739541, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --2.224137287096034e-08 --4.105598210957240e-06 +-2.127924844651361e-08 +-4.105607725763832e-06 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_2(:) = - 1.224744849150216e+00 - 1.732046701970666e+00 + 1.224744850112341e+00 + 1.732046701961151e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_2(:) = - 2.996667026040624e-08 + 2.803766354962615e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow explicit RHS] Fse_2(:) = --5.443310573855411e-05 +-5.443310569579302e-05 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 3, stage type = 0, tcur = 0.001 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --1.020773437223394e-04 +-1.020838005825568e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] @@ -377,778 +371,775 @@ Using GMRES iterative linear solver [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.0004 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.083093748893573e-08 +-4.083352023302268e-08 3.314913889675477e-20 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744830560651e+00 + 1.224744830558069e+00 1.732050807568877e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --4.619677867005981e-02 +-4.619677867135125e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.0006 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --6.124640623340359e-08 --3.464758400254484e-05 +-6.125028034953401e-08 +-3.464758400351342e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744810145183e+00 - 1.732016159984875e+00 + 1.224744810141309e+00 + 1.732016159984874e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --6.926790454130397e-02 +-6.926790454324011e-02 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.000999999999999999 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.020773437223393e-07 --4.722192049093769e-05 +-1.020838005825567e-07 +-4.722192049225756e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744769314245e+00 - 1.732003585648386e+00 + 1.224744769307788e+00 + 1.732003585648385e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.154760161121898e-01 +-1.154760161154170e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.000999999999999999 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.020773437223393e-07 --5.773407302108580e-05 +-1.020838005825567e-07 +-5.773407302269954e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744769314245e+00 - 1.731993073495856e+00 + 1.224744769307788e+00 + 1.731993073495854e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.154662047974754e-01 +-1.154662048007022e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744769314245e+00 - 1.731993073495856e+00 + 1.224744769307788e+00 + 1.731993073495854e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162445839944344 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.014620125594991 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.620125594991 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603698043335e-05 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162445839975636 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0146201255978072 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.6201255978073 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.43603697932686e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = 1.224744871391589e+00 1.732050807568877e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --1.019973438695690e-07 --5.773407302100964e-05 +-1.019950254106666e-07 +-5.773407302278599e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685309996669, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 23.5685309974975, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309361849396, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 33.3309361818716, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022758421354 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0112022776547811 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.60368777501544e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.19460926421217e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.60368777501544e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685494424217 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.19460926421217e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 23.5685494398061 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.27188830661534e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.27188390722549e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.019971876126789e-07 --5.773407302100966e-05 +-1.019948713704454e-07 +-5.773407302278599e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_3(:) = - 1.224744769394401e+00 - 1.731993073495856e+00 + 1.224744769396718e+00 + 1.731993073495854e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][updated solution] ycur(:) = - 1.224744769394401e+00 - 1.731993073495856e+00 + 1.224744769396718e+00 + 1.731993073495854e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 1.000000000000000e-03 1.224744769394401e+00 1.731993073495856e+00 6.488076742527937e-11 8.359091197007729e-12 + 1.000000000000000e-03 1.224744769396718e+00 1.731993073495854e+00 6.719691469925237e-11 8.360867553847129e-12 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 2, tn = 0.001, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.001 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_0(:) = - 1.224744769394401e+00 - 1.731993073495856e+00 + 1.224744769396718e+00 + 1.731993073495854e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow explicit RHS] Fse_0(:) = --2.041241282107722e-04 +-2.041241282103862e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_0(:) = --1.339407382182764e-10 +-1.385739980967405e-10 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 1, stage type = 0, tcur = 0.0016 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --2.041242621515105e-04 +-2.041242667843843e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 6, tn = 0.001, h = 0.000599999999999999 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744769314245e+00 - 1.731993073495856e+00 + 1.224744769307788e+00 + 1.731993073495854e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.154662047974754e-01 +-1.154662048007022e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00124 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.898982291636246e-08 --2.771188915139407e-05 +-4.898982402825218e-08 +-2.771188915216849e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744720324422e+00 - 1.731965361606705e+00 + 1.224744720317964e+00 + 1.731965361606702e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.431785753745600e-01 +-1.431785753777868e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00136 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.348473437454368e-08 --5.403840048677916e-05 +-7.348473604237826e-08 +-5.403840048794078e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744695829511e+00 - 1.731939035095369e+00 + 1.224744695823052e+00 + 1.731939035095367e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.570250477157601e-01 +-1.570250477189866e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.0016 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.224745572909062e-07 --8.627974321587310e-05 +-1.224745600706305e-07 +-8.627974321780907e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744646839688e+00 - 1.731906793752640e+00 + 1.224744646833228e+00 + 1.731906793752637e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.847396800403890e-01 +-1.847396800436155e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.0016 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.224745572909062e-07 --9.006129425395415e-05 +-1.224745600706305e-07 +-9.006129425589014e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744646839688e+00 - 1.731903012201602e+00 + 1.224744646833228e+00 + 1.731903012201599e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.847363018580402e-01 +-1.847363018612668e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744646839688e+00 - 1.731903012201602e+00 + 1.224744646833228e+00 + 1.731903012201599e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162250936258907 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162250936198904 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.012 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264578022e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.87006264854655e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744769394401e+00 - 1.731993073495856e+00 + 1.224744769396718e+00 + 1.731993073495854e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --1.225546494300401e-07 --9.006129425404019e-05 +-1.225634228610090e-07 +-9.006129425581655e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665186233225, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 36.7665186320961, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.9957092783457, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 51.9957092907534, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0175030364423049 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0175030295841323 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.60426222353105e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.46118088594194e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.60426222353105e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.7665403447329 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.46118088594194e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 36.766540355201 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14429754745971e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.14431375934961e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.225892030564647e-07 --9.006129425404019e-05 +-1.225979703149042e-07 +-9.006129425581656e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_1(:) = - 1.224744646805198e+00 - 1.731903012201602e+00 + 1.224744646798747e+00 + 1.731903012201599e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_1(:) = --7.338731096471370e-08 +-7.337441063846139e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow explicit RHS] Fse_1(:) = --3.265985529120480e-04 +-3.265985529137683e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 2, stage type = 0, tcur = 0.00126666666666667 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --2.876794972002619e-04 +-2.876794898798541e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.001 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 7, tn = 0.001, h = 0.000266666666666667 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744769394401e+00 - 1.731993073495856e+00 + 1.224744769396718e+00 + 1.731993073495854e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.154662047573975e-01 +-1.154662047562378e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00110666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.068581303469459e-08 --1.231639517412240e-05 +-3.068581225385109e-08 +-1.231639517399869e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744738708588e+00 - 1.731980757100682e+00 + 1.224744738710905e+00 + 1.731980757100680e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.277822549859044e-01 +-1.277822549847446e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00116 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --4.602871955204188e-08 --2.093780280688498e-05 +-4.602871838077663e-08 +-2.093780280669940e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744723365682e+00 - 1.731972135693049e+00 + 1.224744723367999e+00 + 1.731972135693048e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.339383506607212e-01 +-1.339383506595612e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00126666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.671453258673647e-08 --3.414944298200504e-05 +-7.671453063462772e-08 +-3.414944298169571e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744692679869e+00 - 1.731958924052874e+00 + 1.224744692682187e+00 + 1.731958924052873e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --1.462549368360152e-01 +-1.462549368348549e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00126666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.671453258673647e-08 --3.489610258775251e-05 +-7.671453063462772e-08 +-3.489610258744319e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744692679869e+00 - 1.731958177393268e+00 + 1.224744692682187e+00 + 1.731958177393267e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --1.462542532277987e-01 +-1.462542532266385e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744692679869e+00 - 1.731958177393268e+00 + 1.224744692682187e+00 + 1.731958177393267e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162335196668404 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162335196090223 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155548424993e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.28155558798733e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744769394401e+00 - 1.731993073495856e+00 + 1.224744769396718e+00 + 1.731993073495854e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --7.668879458775677e-08 --3.489610258777809e-05 +-7.668879674066829e-08 +-3.489610258733400e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459813245149, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 14.2459813243406, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.1468599984428, status = continue -[INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00675930894768821 -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 20.1468599981963, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.60886127390075e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.00675930894456457 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.60886127390075e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459953609024 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 1, p-solves = 0, resnorm = 0.00675930894456457 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 14.2459929696107 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 4.51184908567178e-08, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 0.00477959831246836, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --7.667444862640500e-08 --3.489610258777809e-05 +-6.840329172065703e-08 +-3.489613111289014e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_2(:) = - 1.224744692719953e+00 - 1.731958177393268e+00 + 1.224744700993426e+00 + 1.731958177364741e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_2(:) = - 2.983268832342997e-08 + 1.327147865511905e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow explicit RHS] Fse_2(:) = --2.585572192065578e-04 +-2.585572174599357e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 3, stage type = 0, tcur = 0.002 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --3.062014863011666e-04 +-3.062136222472308e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.001 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 8, tn = 0.001, h = 0.000999999999999999 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.001 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744769394401e+00 - 1.731993073495856e+00 + 1.224744769396718e+00 + 1.731993073495854e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --1.154662047573975e-01 +-1.154662047562378e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.0014 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.224805945204665e-07 --4.618648190295897e-05 +-1.224854488988922e-07 +-4.618648190249507e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744646913807e+00 - 1.731946887013953e+00 + 1.224744646911269e+00 + 1.731946887013952e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --1.616559000402859e-01 +-1.616559000415538e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.0016 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.837208917806998e-07 --1.039219943166047e-04 +-1.837281733483383e-07 +-1.039219943177296e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744585673510e+00 - 1.731889151501540e+00 + 1.224744585668544e+00 + 1.731889151501537e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --1.847239501720988e-01 +-1.847239501745789e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.062014863011663e-07 --1.626813044697775e-04 +-3.062136222472305e-07 +-1.626813044710991e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744463192915e+00 - 1.731830392191386e+00 + 1.224744463183095e+00 + 1.731830392191383e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --2.309184224708068e-01 +-2.309184224757138e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.062014863011663e-07 --1.731906549280535e-04 +-3.062136222472305e-07 +-1.731906549299274e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744463192915e+00 - 1.731819882840928e+00 + 1.224744463183095e+00 + 1.731819882840925e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --2.309093143904401e-01 +-2.309093143953470e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744463192915e+00 - 1.731819882840928e+00 + 1.224744463183095e+00 + 1.731819882840925e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162153038247041 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145937734422337 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.5937734422337 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738548458e-05 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162153038185017 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145937734366515 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.5937734366515 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.44643738769764e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744769394401e+00 - 1.731993073495856e+00 + 1.224744769396718e+00 + 1.731993073495854e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --3.061215738147231e-07 --1.731906549280460e-04 +-3.061394063194867e-07 +-1.731906549298223e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032289995891, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 70.7032290225934, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894653547896, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 99.9894653873227, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0336022143549478 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0336022004151549 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.00549274449084e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 4.26699365366618e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.00549274449084e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032843474889 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 4.26699365366618e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 70.7032843739254 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17833024458325e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.17833259779609e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --3.061196623723369e-07 --1.731906549280460e-04 +-3.061374800462495e-07 +-1.731906549298223e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_3(:) = - 1.224744463274739e+00 - 1.731819882840928e+00 + 1.224744463259237e+00 + 1.731819882840925e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][updated solution] ycur(:) = - 1.224744463274739e+00 - 1.731819882840928e+00 + 1.224744463259237e+00 + 1.731819882840925e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 2.000000000000000e-03 1.224744463274739e+00 1.731819882840928e+00 1.313724684592898e-10 1.669109295221460e-11 + 2.000000000000000e-03 1.224744463259237e+00 1.731819882840925e+00 1.158708684556586e-10 1.669464566589340e-11 [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 3, tn = 0.002, h = 0.001 [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 0, stage type = -2, tcur = 0.002 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_0(:) = - 1.224744463274739e+00 - 1.731819882840928e+00 + 1.224744463259237e+00 + 1.731819882840925e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow explicit RHS] Fse_0(:) = --4.082481543372951e-04 +-4.082481543424623e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_0(:) = --2.710904129141257e-10 +-2.400889747055809e-10 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 1, stage type = 0, tcur = 0.0026 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --4.082484254277081e-04 +-4.082483944314371e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 9, tn = 0.002, h = 0.000599999999999999 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744463192915e+00 - 1.731819882840928e+00 + 1.224744463183095e+00 + 1.731819882840925e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --2.309093143904401e-01 +-2.309093143953470e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00224 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --9.797962210264984e-08 --5.541823545370556e-05 +-9.797961466354480e-08 +-5.541823545488321e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744365213293e+00 - 1.731764464605474e+00 + 1.224744365203481e+00 + 1.731764464605470e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.586124825813705e-01 +-2.586124825862727e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00236 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.469694331539747e-07 --9.559377886647700e-05 +-1.469694219953172e-07 +-9.559377886824138e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744316223482e+00 - 1.731724289062062e+00 + 1.224744316213673e+00 + 1.731724289062056e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --2.724545226562696e-01 +-2.724545226611693e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.0026 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.449490552566246e-07 --1.555400541947533e-04 +-2.449490366588620e-07 +-1.555400541976945e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744218243860e+00 - 1.731664342786733e+00 + 1.224744218234059e+00 + 1.731664342786727e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --3.001575917714964e-01 +-3.001575917763916e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.0026 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.449490552566246e-07 --1.593200924893523e-04 +-2.449490366588620e-07 +-1.593200924922929e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744218243860e+00 - 1.731660562748439e+00 + 1.224744218234059e+00 + 1.731660562748432e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --3.001544669425083e-01 +-3.001544669474035e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744218243860e+00 - 1.731660562748439e+00 + 1.224744218234059e+00 + 1.731660562748432e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161986378440347 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161986378410586 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.012 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230942949233e-06 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.88230943087564e-06 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744463274739e+00 - 1.731819882840928e+00 + 1.224744463259237e+00 + 1.731819882840925e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --2.450307497125129e-07 --1.593200924894234e-04 +-2.450250639881455e-07 +-1.593200924923099e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0471822542908, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 65.0471822494176, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.9906073381726, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 91.9906073312809, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0309399019032763 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0309399063613831 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.68345212319118e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.30184295551808e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.68345212319118e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0472261205379 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.30184295551808e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 65.0472261145658 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.96014747644491e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 9.96012514684493e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --2.450641877171428e-07 --1.593200924894233e-04 +-2.450584926179209e-07 +-1.593200924923099e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_1(:) = - 1.224744218210551e+00 - 1.731660562748439e+00 + 1.224744218200745e+00 + 1.731660562748432e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_1(:) = --7.352324912711484e-08 +-7.350363907118765e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow explicit RHS] Fse_1(:) = --5.307224627005096e-04 +-5.307224627047591e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 2, stage type = 0, tcur = 0.00226666666666667 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --4.918035803290229e-04 +-4.918035570989777e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.002 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 10, tn = 0.002, h = 0.000266666666666667 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744463274739e+00 - 1.731819882840928e+00 + 1.224744463259237e+00 + 1.731819882840925e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --2.309093143495282e-01 +-2.309093143572760e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.00210666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.245904856842909e-08 --2.463032686394966e-05 +-5.245904609055761e-08 +-2.463032686477610e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744410815690e+00 - 1.731795252514064e+00 + 1.224744410800191e+00 + 1.731795252514060e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.432214938552669e-01 +-2.432214938630126e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.00216 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --7.868857285264362e-08 --3.940792619707223e-05 +-7.868856913583639e-08 +-3.940792619831146e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744384586166e+00 - 1.731780474914731e+00 + 1.224744384570668e+00 + 1.731780474914726e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --2.493756875113476e-01 +-2.493756875190928e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.00226666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.311476214210727e-07 --6.493322463797536e-05 +-1.311476152263940e-07 +-6.493322464004098e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224744332127118e+00 - 1.731754949616290e+00 + 1.224744332111622e+00 + 1.731754949616285e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --2.616879367236181e-01 +-2.616879367313610e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.00226666666666667 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --1.311476214210727e-07 --6.567962702211100e-05 +-1.311476152263940e-07 +-6.567962702417643e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224744332127118e+00 - 1.731754203213906e+00 + 1.224744332111622e+00 + 1.731754203213900e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --2.616873031110371e-01 +-2.616873031187801e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224744332127118e+00 - 1.731754203213906e+00 + 1.224744332111622e+00 + 1.731754203213900e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162061118727634 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0162061119109883 [DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.00533333333333333 [DEBUG][rank 0][arkAdapt][new-step-eta] eta = 20 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.33093888203907e-08 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 7.3309388128739e-08 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744463274739e+00 - 1.731819882840928e+00 + 1.224744463259237e+00 + 1.731819882840925e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --1.311218183442106e-07 --6.567962702219710e-05 +-1.311218229612822e-07 +-6.567962702419550e-05 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8157053666855, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 26.8157053674868, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231342141677, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 37.9231342153009, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127321249528793 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0127321249597908 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.32990981848911e-15 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 1.13213943521533e-15 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.32990981848911e-15 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.8157292453717 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 1.13213943521533e-15 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 26.815729246171 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65508023234535e-07, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 1.65509196835141e-07, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --1.311073296145561e-07 --6.567962702219712e-05 +-1.311073194131069e-07 +-6.567962702419551e-05 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_2(:) = - 1.224744332167409e+00 - 1.731754203213906e+00 + 1.224744332151918e+00 + 1.731754203213900e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow implicit RHS] Fsi_2(:) = - 2.969517044376617e-08 + 2.972615037309352e-08 0.000000000000000e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow explicit RHS] Fse_2(:) = --4.626812033736085e-04 +-4.626812033794608e-04 0.000000000000000e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [INFO][rank 0][mriStep_TakeStepMRISR][begin-stages-list] stage = 3, stage type = 0, tcur = 0.003 [DEBUG][rank 0][mriStep_ComputeInnerForcing][forcing] forcing_0(:) = --5.103255594315771e-04 +-5.103255342311878e-04 0.000000000000000e+00 [DEBUG][rank 0][mriStepInnerStepper_Reset][reset-inner-state] tR = 0.002 [INFO][rank 0][mriStep_StageERKFast][begin-fast-steps] [INFO][rank 0][ARKodeEvolve][begin-step-attempt] step = 11, tn = 0.002, h = 0.000999999999999999 [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 0, implicit = 0, tcur = 0.002 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_0(:) = - 1.224744463274739e+00 - 1.731819882840928e+00 + 1.224744463259237e+00 + 1.731819882840925e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_0(:) = 0.000000000000000e+00 --2.309093143495282e-01 +-2.309093143572760e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 1, implicit = 0, tcur = 0.0024 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --2.041302237726307e-07 --9.236372573981119e-05 +-2.041302136924749e-07 +-9.236372574291033e-05 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_1(:) = - 1.224744259144515e+00 - 1.731727519115188e+00 + 1.224744259129024e+00 + 1.731727519115182e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_1(:) = 0.000000000000000e+00 --2.770826857480447e-01 +-2.770826857557849e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 2, implicit = 0, tcur = 0.0026 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --3.061953356589460e-07 --1.731756171586042e-04 +-3.061953205387124e-07 +-1.731756171632472e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_2(:) = - 1.224744157079403e+00 - 1.731646707223770e+00 + 1.224744157063917e+00 + 1.731646707223761e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_2(:) = 0.000000000000000e+00 --3.001430435880303e-01 +-3.001430435957667e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 3, implicit = 0, tcur = 0.003 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.103255594315766e-07 --2.781081461350356e-04 +-5.103255342311874e-07 +-2.781081461427756e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_3(:) = - 1.224743952949180e+00 - 1.731541774694793e+00 + 1.224743952933703e+00 + 1.731541774694782e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_3(:) = 0.000000000000000e+00 --3.463146325700375e-01 +-3.463146325777667e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-stages-list] stage = 4, implicit = 0, tcur = 0.003 [DEBUG][rank 0][arkStep_TakeStep_Z][rhs data] sdata(:) = --5.103255594315766e-07 --2.886125923544039e-04 +-5.103255342311874e-07 +-2.886125923621423e-04 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit stage] z_4(:) = - 1.224743952949180e+00 - 1.731531270248574e+00 + 1.224743952933703e+00 + 1.731531270248562e+00 [DEBUG][rank 0][arkStep_TakeStep_Z][explicit RHS] Fe_4(:) = 0.000000000000000e+00 --3.463062290320281e-01 +-3.463062290397574e-01 [INFO][rank 0][arkStep_TakeStep_Z][end-stages-list] status = success [INFO][rank 0][arkStep_TakeStep_Z][begin-compute-solution] mass type = 0 [DEBUG][rank 0][arkStep_TakeStep_Z][updated solution] ycur(:) = - 1.224743952949180e+00 - 1.731531270248574e+00 + 1.224743952933703e+00 + 1.731531270248562e+00 [INFO][rank 0][arkStep_TakeStep_Z][end-compute-solution] status = success -[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.016189982891565 -[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145709846024085 -[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.5709846024085 -[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.45550747681337e-05 +[DEBUG][rank 0][arkAdapt][new-step-before-bounds] h_acc_controller = 0.0161899828900263 +[DEBUG][rank 0][arkAdapt][new-step-after-max-min-bounds] h_acc = 0.0145709846010237 +[DEBUG][rank 0][arkAdapt][new-step-eta] eta = 14.5709846010237 +[INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success, dsm = 1.45550747736669e-05 [INFO][rank 0][mriStep_StageERKFast][end-fast-steps] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][predictor] zpred(:) = - 1.224744463274739e+00 - 1.731819882840928e+00 + 1.224744463259237e+00 + 1.731819882840925e+00 [DEBUG][rank 0][mriStep_TakeStepMRISR][rhs data] sdata(:) = --5.102455824760256e-07 --2.886125923544647e-04 +-5.102455614014874e-07 +-2.886125923622362e-04 [INFO][rank 0][mriStep_Nls][begin-nonlinear-solve] tol = 0.1 [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-solver] solver = Newton [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780412349, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 117.834780415477, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][SUNLinSolSolve_SPGMR][linear-solver] solver = spgmr [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.6435445784, status = continue +[INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] cur-iter = 0, total-iters = 0, res-norm = 166.643544582824, status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559923910385736 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 1, total-iters = 1, res-norm = 0.0559923910574608 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = continue [INFO][rank 0][SUNLinSolSolve_SPGMR][begin-iterations-list] -[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 2.04736165682359e-14 +[INFO][rank 0][SUNLinSolSolve_SPGMR][linear-iterate] cur-iter = 2, total-iters = 2, res-norm = 6.43733536849678e-14 [INFO][rank 0][SUNLinSolSolve_SPGMR][end-iterations-list] status = success -[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 2.04736165682359e-14 -[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872652557 +[INFO][rank 0][arkLsSolve][end-linear-solve] status = success, iters = 2, p-solves = 0, resnorm = 6.43733536849678e-14 +[INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 1, total-iters = 1, update-norm = 117.834872655678 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = continue [INFO][rank 0][SUNNonlinSolSolve_Newton][begin-iterations-list] -[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.29117827333605e-06, b-tol = 0.0005, res-tol = 0.000707106781186548 +[INFO][rank 0][arkLsSolve][begin-linear-solve] iterative = 1, b-norm = 3.29118638540961e-06, b-tol = 0.005, res-tol = 0.00707106781186548 [INFO][rank 0][arkLsSolve][end-linear-solve] status = success small rhs [INFO][rank 0][SUNNonlinSolSolve_Newton][nonlinear-iterate] cur-iter = 2, total-iters = 2, update-norm = 0 [INFO][rank 0][SUNNonlinSolSolve_Newton][end-iterations-list] status = success [DEBUG][rank 0][mriStep_Nls][correction] zcor(:) = --5.102400801252611e-07 --2.886125923544646e-04 +-5.102400442461841e-07 +-2.886125923622363e-04 [INFO][rank 0][mriStep_Nls][end-nonlinear-solve] status = success, iters = 2 [DEBUG][rank 0][mriStep_TakeStepMRISR][slow stage] z_3(:) = - 1.224743953034659e+00 - 1.731531270248574e+00 + 1.224743953019193e+00 + 1.731531270248562e+00 [INFO][rank 0][mriStep_TakeStepMRISR][end-stages-list] status = success [DEBUG][rank 0][mriStep_TakeStepMRISR][updated solution] ycur(:) = - 1.224743953034659e+00 - 1.731531270248574e+00 + 1.224743953019193e+00 + 1.731531270248562e+00 [INFO][rank 0][ARKodeEvolve][end-step-attempt] status = success - 3.000000000000000e-03 1.224743953034659e+00 1.731531270248574e+00 2.013789135446586e-10 2.499667139943540e-11 + 3.000000000000000e-03 1.224743953019193e+00 1.731531270248562e+00 1.859132847670253e-10 2.500799567428658e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -1169,14 +1160,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 15 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 15 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 15 +LS iters per NLS iter = 0.833333333333333 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep Logging test From e558a05d233d8c966ab597d756247371346a8e94 Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Thu, 28 May 2026 15:49:03 -0700 Subject: [PATCH 03/12] Update out files --- test/answers | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test/answers b/test/answers index 62ea9a2b08..1c0b4829b4 160000 --- a/test/answers +++ b/test/answers @@ -1 +1 @@ -Subproject commit 62ea9a2b08287a02799183681d2fe282bf42dd47 +Subproject commit 1c0b4829b49323c066adffcb3bacb1a3f8a13586 From ca4a430071f7c11ab8120c8c9e9a13fcd630147c Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Fri, 29 May 2026 13:58:17 -0700 Subject: [PATCH 04/12] Update out files --- test/answers | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test/answers b/test/answers index 1c0b4829b4..f4765588ee 160000 --- a/test/answers +++ b/test/answers @@ -1 +1 @@ -Subproject commit 1c0b4829b49323c066adffcb3bacb1a3f8a13586 +Subproject commit f4765588ee53ded867cf8951f0038976d2cc41bd From 6b58544bf1e513d2f1d0f14c3349300fa338ddc5 Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Mon, 1 Jun 2026 06:36:59 -0700 Subject: [PATCH 05/12] Update out files --- test/answers | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test/answers b/test/answers index f4765588ee..31d84787af 160000 --- a/test/answers +++ b/test/answers @@ -1 +1 @@ -Subproject commit f4765588ee53ded867cf8951f0038976d2cc41bd +Subproject commit 31d84787af1a31635321dc3e704a7debb9c0d059 From ab87f2187f426a225be9aedce692317f50709285 Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Mon, 1 Jun 2026 07:26:30 -0700 Subject: [PATCH 06/12] Update out files --- test/answers | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test/answers b/test/answers index 31d84787af..2f369589ba 160000 --- a/test/answers +++ b/test/answers @@ -1 +1 @@ -Subproject commit 31d84787af1a31635321dc3e704a7debb9c0d059 +Subproject commit 2f369589bac7a8253e7e2e2e971ea6d501853210 From 81766c71a4019eb919468680e7e8b3eea5632edb Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Tue, 2 Jun 2026 05:28:06 -0700 Subject: [PATCH 07/12] Merge answers --- test/answers | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test/answers b/test/answers index 2f369589ba..226e7d593f 160000 --- a/test/answers +++ b/test/answers @@ -1 +1 @@ -Subproject commit 2f369589bac7a8253e7e2e2e971ea6d501853210 +Subproject commit 226e7d593fd38fb2c1ea833c8574df7ff3b08381 From 33cd3152a6d1c3fb996548ee7fd161e30d7106ce Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Mon, 15 Jun 2026 10:58:31 -0700 Subject: [PATCH 08/12] Update out files --- test/answers | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test/answers b/test/answers index 226e7d593f..2bd27516e2 160000 --- a/test/answers +++ b/test/answers @@ -1 +1 @@ -Subproject commit 226e7d593fd38fb2c1ea833c8574df7ff3b08381 +Subproject commit 2bd27516e24868f3146b8eedcc5e5d28b398e6f5 From 5d528c297346bdbc92f3be341207c1a34e6932ab Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Thu, 9 Jul 2026 17:18:30 -0700 Subject: [PATCH 09/12] Update out files --- test/answers | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test/answers b/test/answers index 7ac7228343..5c0ea3fd47 160000 --- a/test/answers +++ b/test/answers @@ -1 +1 @@ -Subproject commit 7ac72283432349c9ac51aec048c8858f689cdc7c +Subproject commit 5c0ea3fd4793cdcc1532973182d61fca7bc7416f From 662c05e75aa8da6790f0aa03bcc5bd62b9f8487e Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Thu, 9 Jul 2026 19:22:58 -0700 Subject: [PATCH 10/12] Update out files --- .../ark_test_stageinfo_arkstep_2.out | 185 +++++++++--------- .../ark_test_stageinfo_mristep_1.out | 136 +++++++------ .../ark_test_stageinfo_mristep_2.out | 148 +++++++------- .../ark_test_stageinfo_mristep_4.out | 37 ++-- .../ark_test_stageinfo_mristep_5.out | 37 ++-- 5 files changed, 267 insertions(+), 276 deletions(-) diff --git a/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_arkstep_2.out b/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_arkstep_2.out index b73f848bec..be9ac7aac2 100644 --- a/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_arkstep_2.out +++ b/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_arkstep_2.out @@ -21,7 +21,6 @@ Using GMRES iterative linear solver [Post-stage processing (stage 3 of 7) at t = 3.45e-05 (tn = 0.00e+00 , tcur = 3.45e-05), ||y||_2 = 2.1213202874e+00] [Pre-RHS (stage 3 of 7) at t = 3.45e-05 (tn = 0.00e+00 , tcur = 3.45e-05), ||y||_2 = 2.1213202874e+00] [Pre-RHS (stage 4 of 7) at t = 7.72e-06 (tn = 0.00e+00 , tcur = 7.72e-06), ||y||_2 = 2.1213203436e+00] - [Pre-RHS (stage 4 of 7) at t = 7.72e-06 (tn = 0.00e+00 , tcur = 7.72e-06), ||y||_2 = 2.1213183409e+00] [Post-stage processing (stage 4 of 7) at t = 7.72e-06 (tn = 0.00e+00 , tcur = 7.72e-06), ||y||_2 = 2.1213203407e+00] [Pre-RHS (stage 4 of 7) at t = 7.72e-06 (tn = 0.00e+00 , tcur = 7.72e-06), ||y||_2 = 2.1213203407e+00] [Pre-RHS (stage 5 of 7) at t = 7.21e-05 (tn = 0.00e+00 , tcur = 7.21e-05), ||y||_2 = 2.1213203436e+00] @@ -42,109 +41,107 @@ Using GMRES iterative linear solver [Pre-RHS (stage 1 of 7) at t = 8.73e-03 (tn = 1.03e-04 , tcur = 8.73e-03), ||y||_2 = 2.1213198430e+00] [Pre-RHS (stage 1 of 7) at t = 8.73e-03 (tn = 1.03e-04 , tcur = 8.73e-03), ||y||_2 = 2.1213179609e+00] [Pre-RHS (stage 1 of 7) at t = 8.73e-03 (tn = 1.03e-04 , tcur = 8.73e-03), ||y||_2 = 2.1213210506e+00] - [Pre-RHS (stage 1 of 7) at t = 8.73e-03 (tn = 1.03e-04 , tcur = 8.73e-03), ||y||_2 = 2.1212262228e+00] - [Post-stage processing (stage 1 of 7) at t = 8.73e-03 (tn = 1.03e-04 , tcur = 8.73e-03), ||y||_2 = 2.1212262228e+00] - [Pre-RHS (stage 1 of 7) at t = 8.73e-03 (tn = 1.03e-04 , tcur = 8.73e-03), ||y||_2 = 2.1212262228e+00] + [Pre-RHS (stage 1 of 7) at t = 8.73e-03 (tn = 1.03e-04 , tcur = 8.73e-03), ||y||_2 = 2.1212262207e+00] + [Post-stage processing (stage 1 of 7) at t = 8.73e-03 (tn = 1.03e-04 , tcur = 8.73e-03), ||y||_2 = 2.1212262207e+00] + [Pre-RHS (stage 1 of 7) at t = 8.73e-03 (tn = 1.03e-04 , tcur = 8.73e-03), ||y||_2 = 2.1212262207e+00] [Pre-RHS (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1213198430e+00] [Pre-RHS (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1213178446e+00] [Pre-RHS (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1213208465e+00] - [Pre-RHS (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1109952881e+00] - [Pre-RHS (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1109963370e+00] - [Post-stage processing (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1109953910e+00] - [Pre-RHS (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1109953910e+00] + [Pre-RHS (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1109949106e+00] + [Pre-RHS (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1109959595e+00] + [Post-stage processing (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1109950135e+00] + [Pre-RHS (stage 2 of 7) at t = 1.48e-02 (tn = 1.03e-04 , tcur = 1.48e-02), ||y||_2 = 2.1109950135e+00] [Pre-RHS (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1213198430e+00] [Pre-RHS (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1213178450e+00] [Pre-RHS (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1213208473e+00] - [Pre-RHS (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1147654571e+00] - [Pre-RHS (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1147665085e+00] - [Post-stage processing (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1147654988e+00] - [Pre-RHS (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1147654988e+00] + [Pre-RHS (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1147652174e+00] + [Pre-RHS (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1147662688e+00] + [Post-stage processing (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1147652590e+00] + [Pre-RHS (stage 3 of 7) at t = 1.18e-02 (tn = 1.03e-04 , tcur = 1.18e-02), ||y||_2 = 2.1147652590e+00] [Pre-RHS (stage 4 of 7) at t = 2.72e-03 (tn = 1.03e-04 , tcur = 2.72e-03), ||y||_2 = 2.1213198430e+00] [Pre-RHS (stage 4 of 7) at t = 2.72e-03 (tn = 1.03e-04 , tcur = 2.72e-03), ||y||_2 = 2.1213178266e+00] [Pre-RHS (stage 4 of 7) at t = 2.72e-03 (tn = 1.03e-04 , tcur = 2.72e-03), ||y||_2 = 2.1213208099e+00] - [Pre-RHS (stage 4 of 7) at t = 2.72e-03 (tn = 1.03e-04 , tcur = 2.72e-03), ||y||_2 = 2.1209503427e+00] - [Post-stage processing (stage 4 of 7) at t = 2.72e-03 (tn = 1.03e-04 , tcur = 2.72e-03), ||y||_2 = 2.1209503427e+00] - [Pre-RHS (stage 4 of 7) at t = 2.72e-03 (tn = 1.03e-04 , tcur = 2.72e-03), ||y||_2 = 2.1209503427e+00] + [Pre-RHS (stage 4 of 7) at t = 2.72e-03 (tn = 1.03e-04 , tcur = 2.72e-03), ||y||_2 = 2.1209503286e+00] + [Post-stage processing (stage 4 of 7) at t = 2.72e-03 (tn = 1.03e-04 , tcur = 2.72e-03), ||y||_2 = 2.1209503286e+00] + [Pre-RHS (stage 4 of 7) at t = 2.72e-03 (tn = 1.03e-04 , tcur = 2.72e-03), ||y||_2 = 2.1209503286e+00] [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.1213198430e+00] [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.1213178428e+00] [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.1213208430e+00] - [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932810380e+00] - [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932820750e+00] - [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932790635e+00] - [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932817859e+00] - [Post-stage processing (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932817859e+00] - [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932817859e+00] + [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932800187e+00] + [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932810557e+00] + [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932807617e+00] + [Post-stage processing (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932807617e+00] + [Pre-RHS (stage 5 of 7) at t = 2.45e-02 (tn = 1.03e-04 , tcur = 2.45e-02), ||y||_2 = 2.0932807617e+00] [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.1213198430e+00] [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.1213178433e+00] [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.1213208439e+00] - [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649440177e+00] - [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649450350e+00] - [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649420402e+00] - [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649469454e+00] - [Post-stage processing (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649469454e+00] - [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649469454e+00] - [Postprocess-step at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02),||y||_2 = 2.0649991654e+00] - [Post-step at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), step = 1, ||y||_2 = 2.0649991654e+00] - 3.5024518851e-02 1.2246196097e+00 1.6626870917e+00 6.6819370037e-08 6.5525508308e-07 - [Pre-step at t = 3.50e-02 (tn = 3.50e-02 , tcur = 3.50e-02), step = 2, attempt = 1, ||y||_2 = 2.0649991654e+00] - [Pre-RHS (stage 0 of 7) at t = 3.50e-02 (tn = 3.50e-02 , tcur = 3.50e-02), ||y||_2 = 2.0649991654e+00] - [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0649991654e+00] - [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0649972727e+00] - [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0650001938e+00] - [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383154653e+00] - [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383164362e+00] - [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383135485e+00] - [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383161565e+00] - [Post-stage processing (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383161565e+00] - [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383161565e+00] - [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0649991654e+00] - [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0649972725e+00] - [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0650001934e+00] - [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114167469e+00] - [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114176982e+00] - [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114148267e+00] - [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114194532e+00] - [Post-stage processing (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114194532e+00] - [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114194532e+00] - [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0649991654e+00] - [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0649972725e+00] - [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0650001935e+00] - [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236350290e+00] - [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236359893e+00] - [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236331104e+00] - [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236366671e+00] - [Post-stage processing (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236366671e+00] - [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236366671e+00] - [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0649991654e+00] - [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0649972718e+00] - [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0650001921e+00] - [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0565069930e+00] - [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0565079768e+00] - [Post-stage processing (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0565070643e+00] - [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0565070643e+00] - [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 2.0649991654e+00] - [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 2.0649972721e+00] - [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 2.0650001927e+00] - [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686832311e+00] - [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686841496e+00] - [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686813056e+00] - [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686914853e+00] - [Post-stage processing (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686914853e+00] - [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686914853e+00] - [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 2.0649991654e+00] - [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 2.0649972721e+00] - [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 2.0650001927e+00] - [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163575792e+00] - [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163584545e+00] - [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163556476e+00] - [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163758274e+00] - [Post-stage processing (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163758274e+00] - [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163758274e+00] - [Postprocess-step at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02),||y||_2 = 1.9169542441e+00] - [Post-step at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), step = 2, ||y||_2 = 1.9169542441e+00] - 6.9697810906e-02 1.2242491984e+00 1.4751025300e+00 2.2221884555e-08 2.5857295849e-06 + [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649419926e+00] + [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649430099e+00] + [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649400151e+00] + [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649449206e+00] + [Post-stage processing (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649449206e+00] + [Pre-RHS (stage 6 of 7) at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), ||y||_2 = 2.0649449206e+00] + [Postprocess-step at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02),||y||_2 = 2.0649971445e+00] + [Post-step at t = 3.50e-02 (tn = 1.03e-04 , tcur = 3.50e-02), step = 1, ||y||_2 = 2.0649971445e+00] + 3.5025165394e-02 1.2246196051e+00 1.6626845851e+00 6.6775904584e-08 6.5528626192e-07 + [Pre-step at t = 3.50e-02 (tn = 3.50e-02 , tcur = 3.50e-02), step = 2, attempt = 1, ||y||_2 = 2.0649971445e+00] + [Pre-RHS (stage 0 of 7) at t = 3.50e-02 (tn = 3.50e-02 , tcur = 3.50e-02), ||y||_2 = 2.0649971445e+00] + [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0649971445e+00] + [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0649952518e+00] + [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0649981729e+00] + [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383130208e+00] + [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383139918e+00] + [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383137074e+00] + [Post-stage processing (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383137074e+00] + [Pre-RHS (stage 1 of 7) at t = 4.36e-02 (tn = 3.50e-02 , tcur = 4.36e-02), ||y||_2 = 2.0383137074e+00] + [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0649971445e+00] + [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0649952516e+00] + [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0649981725e+00] + [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114140728e+00] + [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114150241e+00] + [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114121526e+00] + [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114167792e+00] + [Post-stage processing (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114167792e+00] + [Pre-RHS (stage 2 of 7) at t = 4.96e-02 (tn = 3.50e-02 , tcur = 4.96e-02), ||y||_2 = 2.0114167792e+00] + [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0649971445e+00] + [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0649952516e+00] + [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0649981726e+00] + [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236324753e+00] + [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236334356e+00] + [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236305567e+00] + [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236341134e+00] + [Post-stage processing (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236341134e+00] + [Pre-RHS (stage 3 of 7) at t = 4.66e-02 (tn = 3.50e-02 , tcur = 4.66e-02), ||y||_2 = 2.0236341134e+00] + [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0649971445e+00] + [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0649952509e+00] + [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0649981712e+00] + [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0565048435e+00] + [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0565058273e+00] + [Post-stage processing (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0565049148e+00] + [Pre-RHS (stage 4 of 7) at t = 3.76e-02 (tn = 3.50e-02 , tcur = 3.76e-02), ||y||_2 = 2.0565049148e+00] + [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 2.0649971445e+00] + [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 2.0649952512e+00] + [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 2.0649981718e+00] + [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686802300e+00] + [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686811485e+00] + [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686783045e+00] + [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686884843e+00] + [Post-stage processing (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686884843e+00] + [Pre-RHS (stage 5 of 7) at t = 5.93e-02 (tn = 3.50e-02 , tcur = 5.93e-02), ||y||_2 = 1.9686884843e+00] + [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 2.0649971445e+00] + [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 2.0649952512e+00] + [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 2.0649981718e+00] + [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163543092e+00] + [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163551846e+00] + [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163523777e+00] + [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163725577e+00] + [Post-stage processing (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163725577e+00] + [Pre-RHS (stage 6 of 7) at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), ||y||_2 = 1.9163725577e+00] + [Postprocess-step at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02),||y||_2 = 1.9169509839e+00] + [Post-step at t = 6.97e-02 (tn = 3.50e-02 , tcur = 6.97e-02), step = 2, ||y||_2 = 1.9169509839e+00] + 6.9698444670e-02 1.2242491894e+00 1.4750983007e+00 2.2267159228e-08 2.5858232069e-06 ------------------------------------------------------------------------------------------------------------------------------ -Current time = 0.0696978109064544 +Current time = 0.0696984446696677 Steps = 3 Step attempts = 3 Stability limited steps = 0 @@ -153,8 +150,8 @@ Error test fails = 0 NLS step fails = 0 Inequality constraint fails = 0 Initial step size = 0.000102986025609508 -Last step size = 0.0346732920553526 -Current step size = 0.0331306530355695 +Last step size = 0.0346732792759156 +Current step size = 0.0331306092155204 Explicit RHS fn evals = 23 Implicit RHS fn evals = 62 NLS iters = 39 @@ -162,14 +159,14 @@ NLS fails = 0 NLS iters per step = 13 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 46 +LS RHS fn evals = 43 Prec setup evals = 0 Prec solves = 0 -LS iters = 46 +LS iters = 43 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 46 -LS iters per NLS iter = 1.17948717948718 +Jac-times evals = 43 +LS iters per NLS iter = 1.1025641025641 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End ARKStep StageInfo test diff --git a/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_1.out b/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_1.out index 924b3490c6..ef41bd0046 100644 --- a/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_1.out +++ b/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_1.out @@ -10,73 +10,71 @@ Using GMRES iterative linear solver [Post-stage processing (stage 1 of 8) at t = 3.33e-04 (tn = 0.00e+00 , tcur = 3.33e-04), ||y||_2 = 2.1213151057e+00] [Pre-RHS (stage 2 of 8) at t = 3.33e-04 (tn = 0.00e+00 , tcur = 3.33e-04), ||y||_2 = 2.1213203436e+00] [Pre-RHS (stage 2 of 8) at t = 3.33e-04 (tn = 0.00e+00 , tcur = 3.33e-04), ||y||_2 = 2.1213183373e+00] - [Pre-RHS (stage 2 of 8) at t = 3.33e-04 (tn = 0.00e+00 , tcur = 3.33e-04), ||y||_2 = 2.1213213312e+00] - [Pre-RHS (stage 2 of 8) at t = 3.33e-04 (tn = 0.00e+00 , tcur = 3.33e-04), ||y||_2 = 2.1213150886e+00] - [Post-stage processing (stage 2 of 8) at t = 3.33e-04 (tn = 0.00e+00 , tcur = 3.33e-04), ||y||_2 = 2.1213150886e+00] - [Pre-RHS (stage 2 of 8) at t = 3.33e-04 (tn = 0.00e+00 , tcur = 3.33e-04), ||y||_2 = 2.1213150886e+00] - [Post-stage processing (stage 3 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1212993503e+00] + [Pre-RHS (stage 2 of 8) at t = 3.33e-04 (tn = 0.00e+00 , tcur = 3.33e-04), ||y||_2 = 2.1213150894e+00] + [Post-stage processing (stage 2 of 8) at t = 3.33e-04 (tn = 0.00e+00 , tcur = 3.33e-04), ||y||_2 = 2.1213150894e+00] + [Pre-RHS (stage 2 of 8) at t = 3.33e-04 (tn = 0.00e+00 , tcur = 3.33e-04), ||y||_2 = 2.1213150894e+00] + [Post-stage processing (stage 3 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1212993511e+00] [Pre-RHS (stage 4 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1213203436e+00] - [Pre-RHS (stage 4 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1213183389e+00] - [Pre-RHS (stage 4 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1213213345e+00] - [Pre-RHS (stage 4 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1212993415e+00] - [Post-stage processing (stage 4 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1212993415e+00] - [Pre-RHS (stage 4 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1212993415e+00] - [Post-stage processing (stage 5 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731966e+00] + [Pre-RHS (stage 4 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1213183390e+00] + [Pre-RHS (stage 4 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1212993454e+00] + [Post-stage processing (stage 4 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1212993454e+00] + [Pre-RHS (stage 4 of 8) at t = 6.67e-04 (tn = 0.00e+00 , tcur = 6.67e-04), ||y||_2 = 2.1212993454e+00] + [Post-stage processing (stage 5 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212732005e+00] [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213203436e+00] - [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213183413e+00] - [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213213393e+00] - [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731452e+00] - [Post-stage processing (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731452e+00] - [Post-step at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), step = 0, ||y||_2 = 2.1212731452e+00] - 1.0000000000e-03 1.2247447693e+00 1.7319930735e+00 2.6090241079e-13 1.1546319456e-14 - [Pre-step at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), step = 1, attempt = 1, ||y||_2 = 2.1212731452e+00] - [Pre-RHS (stage 0 of 8) at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), ||y||_2 = 2.1212731452e+00] - [Post-stage processing (stage 1 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212364434e+00] - [Pre-RHS (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212731452e+00] - [Pre-RHS (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212711424e+00] - [Pre-RHS (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212741398e+00] - [Pre-RHS (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212364263e+00] - [Post-stage processing (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212364263e+00] - [Pre-RHS (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212364263e+00] - [Post-stage processing (stage 3 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1211892263e+00] - [Pre-RHS (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1212731452e+00] - [Pre-RHS (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1212711424e+00] - [Pre-RHS (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1212741398e+00] - [Pre-RHS (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1211892175e+00] - [Post-stage processing (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1211892175e+00] - [Pre-RHS (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1211892175e+00] - [Post-stage processing (stage 5 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211316142e+00] - [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212731452e+00] - [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212711430e+00] - [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212741409e+00] - [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315628e+00] - [Post-stage processing (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315628e+00] - [Post-step at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), step = 1, ||y||_2 = 2.1211315628e+00] - 2.0000000000e-03 1.2247444631e+00 1.7318198829e+00 2.9067859231e-12 2.3980817332e-14 - [Pre-step at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), step = 2, attempt = 1, ||y||_2 = 2.1211315628e+00] - [Pre-RHS (stage 0 of 8) at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315628e+00] - [Post-stage processing (stage 1 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1210634067e+00] - [Pre-RHS (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1211315628e+00] - [Pre-RHS (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1211295605e+00] - [Pre-RHS (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1211325579e+00] - [Pre-RHS (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1210633896e+00] - [Post-stage processing (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1210633896e+00] - [Pre-RHS (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1210633896e+00] - [Post-stage processing (stage 3 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1209847405e+00] - [Pre-RHS (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1211315628e+00] - [Pre-RHS (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1211295605e+00] - [Pre-RHS (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1211325579e+00] - [Pre-RHS (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1209847317e+00] - [Post-stage processing (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1209847317e+00] - [Pre-RHS (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1209847317e+00] - [Post-stage processing (stage 5 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956853e+00] - [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211315628e+00] - [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211295608e+00] - [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211325586e+00] - [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956339e+00] - [Post-stage processing (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956339e+00] - [Post-step at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), step = 2, ||y||_2 = 2.1208956339e+00] - 3.0000000000e-03 1.2247439528e+00 1.7315312703e+00 1.0538681039e-11 3.7747582837e-14 + [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213183414e+00] + [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213213396e+00] + [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731492e+00] + [Post-stage processing (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731492e+00] + [Post-step at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), step = 0, ||y||_2 = 2.1212731492e+00] + 1.0000000000e-03 1.2247447762e+00 1.7319930735e+00 6.8927092922e-09 4.2748915519e-11 + [Pre-step at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), step = 1, attempt = 1, ||y||_2 = 2.1212731492e+00] + [Pre-RHS (stage 0 of 8) at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), ||y||_2 = 2.1212731492e+00] + [Post-stage processing (stage 1 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212364474e+00] + [Pre-RHS (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212731492e+00] + [Pre-RHS (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212711464e+00] + [Pre-RHS (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212741437e+00] + [Pre-RHS (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212364302e+00] + [Post-stage processing (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212364302e+00] + [Pre-RHS (stage 2 of 8) at t = 1.33e-03 (tn = 1.00e-03 , tcur = 1.33e-03), ||y||_2 = 2.1212364302e+00] + [Post-stage processing (stage 3 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1211892302e+00] + [Pre-RHS (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1212731492e+00] + [Pre-RHS (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1212711464e+00] + [Pre-RHS (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1212741437e+00] + [Pre-RHS (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1211892214e+00] + [Post-stage processing (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1211892214e+00] + [Pre-RHS (stage 4 of 8) at t = 1.67e-03 (tn = 1.00e-03 , tcur = 1.67e-03), ||y||_2 = 2.1211892214e+00] + [Post-stage processing (stage 5 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211316181e+00] + [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212731492e+00] + [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212711470e+00] + [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212741449e+00] + [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315667e+00] + [Post-stage processing (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315667e+00] + [Post-step at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), step = 1, ||y||_2 = 2.1211315667e+00] + 2.0000000000e-03 1.2247444700e+00 1.7318198828e+00 6.8815653176e-09 3.9256820017e-11 + [Pre-step at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), step = 2, attempt = 1, ||y||_2 = 2.1211315667e+00] + [Pre-RHS (stage 0 of 8) at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315667e+00] + [Post-stage processing (stage 1 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1210634107e+00] + [Pre-RHS (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1211315667e+00] + [Pre-RHS (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1211295645e+00] + [Pre-RHS (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1211325619e+00] + [Pre-RHS (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1210633936e+00] + [Post-stage processing (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1210633936e+00] + [Pre-RHS (stage 2 of 8) at t = 2.33e-03 (tn = 2.00e-03 , tcur = 2.33e-03), ||y||_2 = 2.1210633936e+00] + [Post-stage processing (stage 3 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1209847444e+00] + [Pre-RHS (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1211315667e+00] + [Pre-RHS (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1211295644e+00] + [Pre-RHS (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1211325618e+00] + [Pre-RHS (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1209847356e+00] + [Post-stage processing (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1209847356e+00] + [Pre-RHS (stage 4 of 8) at t = 2.67e-03 (tn = 2.00e-03 , tcur = 2.67e-03), ||y||_2 = 2.1209847356e+00] + [Post-stage processing (stage 5 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956892e+00] + [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211315667e+00] + [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211295648e+00] + [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211325625e+00] + [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956379e+00] + [Post-stage processing (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956379e+00] + [Post-step at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), step = 2, ||y||_2 = 2.1208956379e+00] + 3.0000000000e-03 1.2247439597e+00 1.7315312702e+00 6.8754377747e-09 3.5776048790e-11 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -97,14 +95,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 16 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 16 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 16 +LS iters per NLS iter = 0.888888888888889 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep StageInfo test diff --git a/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_2.out b/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_2.out index fdb69fe8c9..105a636e02 100644 --- a/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_2.out +++ b/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_2.out @@ -10,79 +10,77 @@ Using GMRES iterative linear solver [Post-stage processing (stage 1 of 8) at t = 4.36e-04 (tn = 0.00e+00 , tcur = 4.36e-04), ||y||_2 = 2.1213113879e+00] [Pre-RHS (stage 2 of 8) at t = 4.36e-04 (tn = 0.00e+00 , tcur = 4.36e-04), ||y||_2 = 2.1213203436e+00] [Pre-RHS (stage 2 of 8) at t = 4.36e-04 (tn = 0.00e+00 , tcur = 4.36e-04), ||y||_2 = 2.1213183438e+00] - [Pre-RHS (stage 2 of 8) at t = 4.36e-04 (tn = 0.00e+00 , tcur = 4.36e-04), ||y||_2 = 2.1213213443e+00] - [Pre-RHS (stage 2 of 8) at t = 4.36e-04 (tn = 0.00e+00 , tcur = 4.36e-04), ||y||_2 = 2.1213113879e+00] - [Post-stage processing (stage 2 of 8) at t = 4.36e-04 (tn = 0.00e+00 , tcur = 4.36e-04), ||y||_2 = 2.1213113879e+00] - [Pre-RHS (stage 2 of 8) at t = 4.36e-04 (tn = 0.00e+00 , tcur = 4.36e-04), ||y||_2 = 2.1213113879e+00] - [Post-stage processing (stage 3 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1212960228e+00] + [Pre-RHS (stage 2 of 8) at t = 4.36e-04 (tn = 0.00e+00 , tcur = 4.36e-04), ||y||_2 = 2.1213113892e+00] + [Post-stage processing (stage 2 of 8) at t = 4.36e-04 (tn = 0.00e+00 , tcur = 4.36e-04), ||y||_2 = 2.1213113892e+00] + [Pre-RHS (stage 2 of 8) at t = 4.36e-04 (tn = 0.00e+00 , tcur = 4.36e-04), ||y||_2 = 2.1213113892e+00] + [Post-stage processing (stage 3 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1212960242e+00] [Pre-RHS (stage 4 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1213203436e+00] - [Pre-RHS (stage 4 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1213183421e+00] - [Pre-RHS (stage 4 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1213213409e+00] - [Pre-RHS (stage 4 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1212960259e+00] - [Post-stage processing (stage 4 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1212960259e+00] - [Pre-RHS (stage 4 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1212960259e+00] - [Post-stage processing (stage 5 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731087e+00] + [Pre-RHS (stage 4 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1213183422e+00] + [Pre-RHS (stage 4 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1212960310e+00] + [Post-stage processing (stage 4 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1212960310e+00] + [Pre-RHS (stage 4 of 8) at t = 7.18e-04 (tn = 0.00e+00 , tcur = 7.18e-04), ||y||_2 = 2.1212960310e+00] + [Post-stage processing (stage 5 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731138e+00] [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213203436e+00] - [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213183406e+00] - [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213213379e+00] - [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731290e+00] - [Post-stage processing (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731290e+00] - [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731290e+00] - [Postprocess-step at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03),||y||_2 = 2.1212731452e+00] - [Post-step at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), step = 0, ||y||_2 = 2.1212731452e+00] - 1.0000000000e-03 1.2247447693e+00 1.7319930735e+00 2.6378899065e-13 8.2156503822e-15 - [Pre-step at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), step = 1, attempt = 1, ||y||_2 = 2.1212731452e+00] - [Pre-RHS (stage 0 of 8) at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), ||y||_2 = 2.1212731452e+00] - [Post-stage processing (stage 1 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212230476e+00] - [Pre-RHS (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212731452e+00] - [Pre-RHS (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212711435e+00] - [Pre-RHS (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212741418e+00] - [Pre-RHS (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212230476e+00] - [Post-stage processing (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212230476e+00] - [Pre-RHS (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212230476e+00] - [Post-stage processing (stage 3 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1211810603e+00] - [Pre-RHS (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1212731452e+00] - [Pre-RHS (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1212711432e+00] - [Pre-RHS (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1212741414e+00] - [Pre-RHS (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1211810634e+00] - [Post-stage processing (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1211810634e+00] - [Pre-RHS (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1211810634e+00] - [Post-stage processing (stage 5 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315263e+00] - [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212731452e+00] - [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212711428e+00] - [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212741405e+00] - [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315465e+00] - [Post-stage processing (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315465e+00] - [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315465e+00] - [Postprocess-step at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03),||y||_2 = 2.1211315628e+00] - [Post-step at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), step = 1, ||y||_2 = 2.1211315628e+00] - 2.0000000000e-03 1.2247444631e+00 1.7318198829e+00 3.1354918661e-12 1.3988810110e-14 - [Pre-step at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), step = 2, attempt = 1, ||y||_2 = 2.1211315628e+00] - [Pre-RHS (stage 0 of 8) at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315628e+00] - [Post-stage processing (stage 1 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1210403366e+00] - [Pre-RHS (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1211315628e+00] - [Pre-RHS (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1211295611e+00] - [Pre-RHS (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1211325591e+00] - [Pre-RHS (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1210403366e+00] - [Post-stage processing (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1210403366e+00] - [Pre-RHS (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1210403366e+00] - [Post-stage processing (stage 3 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1209717381e+00] - [Pre-RHS (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1211315628e+00] - [Pre-RHS (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1211295610e+00] - [Pre-RHS (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1211325588e+00] - [Pre-RHS (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1209717412e+00] - [Post-stage processing (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1209717412e+00] - [Pre-RHS (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1209717412e+00] - [Post-stage processing (stage 5 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208955974e+00] - [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211315628e+00] - [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211295607e+00] - [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211325583e+00] - [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956177e+00] - [Post-stage processing (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956177e+00] - [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956177e+00] - [Postprocess-step at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03),||y||_2 = 2.1208956339e+00] - [Post-step at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), step = 2, ||y||_2 = 2.1208956339e+00] - 3.0000000000e-03 1.2247439528e+00 1.7315312703e+00 1.1467271577e-11 1.8207657604e-14 + [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213183408e+00] + [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213213383e+00] + [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731341e+00] + [Post-stage processing (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731341e+00] + [Pre-RHS (stage 6 of 8) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731341e+00] + [Postprocess-step at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03),||y||_2 = 2.1212731503e+00] + [Post-step at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), step = 0, ||y||_2 = 2.1212731503e+00] + 1.0000000000e-03 1.2247447782e+00 1.7319930735e+00 8.8526832531e-09 5.0326409706e-12 + [Pre-step at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), step = 1, attempt = 1, ||y||_2 = 2.1212731503e+00] + [Pre-RHS (stage 0 of 8) at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), ||y||_2 = 2.1212731503e+00] + [Post-stage processing (stage 1 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212230528e+00] + [Pre-RHS (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212731503e+00] + [Pre-RHS (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212711486e+00] + [Pre-RHS (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212741469e+00] + [Pre-RHS (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212230527e+00] + [Post-stage processing (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212230527e+00] + [Pre-RHS (stage 2 of 8) at t = 1.44e-03 (tn = 1.00e-03 , tcur = 1.44e-03), ||y||_2 = 2.1212230527e+00] + [Post-stage processing (stage 3 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1211810654e+00] + [Pre-RHS (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1212731503e+00] + [Pre-RHS (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1212711483e+00] + [Pre-RHS (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1212741465e+00] + [Pre-RHS (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1211810685e+00] + [Post-stage processing (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1211810685e+00] + [Pre-RHS (stage 4 of 8) at t = 1.72e-03 (tn = 1.00e-03 , tcur = 1.72e-03), ||y||_2 = 2.1211810685e+00] + [Post-stage processing (stage 5 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315314e+00] + [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212731503e+00] + [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212711479e+00] + [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1212741456e+00] + [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315516e+00] + [Post-stage processing (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315516e+00] + [Pre-RHS (stage 6 of 8) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315516e+00] + [Postprocess-step at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03),||y||_2 = 2.1211315679e+00] + [Post-step at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), step = 1, ||y||_2 = 2.1211315679e+00] + 2.0000000000e-03 1.2247444720e+00 1.7318198829e+00 8.8378686591e-09 6.1395333262e-13 + [Pre-step at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), step = 2, attempt = 1, ||y||_2 = 2.1211315679e+00] + [Pre-RHS (stage 0 of 8) at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315679e+00] + [Post-stage processing (stage 1 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1210403417e+00] + [Pre-RHS (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1211315679e+00] + [Pre-RHS (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1211295662e+00] + [Pre-RHS (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1211325642e+00] + [Pre-RHS (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1210403417e+00] + [Post-stage processing (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1210403417e+00] + [Pre-RHS (stage 2 of 8) at t = 2.44e-03 (tn = 2.00e-03 , tcur = 2.44e-03), ||y||_2 = 2.1210403417e+00] + [Post-stage processing (stage 3 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1209717432e+00] + [Pre-RHS (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1211315679e+00] + [Pre-RHS (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1211295661e+00] + [Pre-RHS (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1211325639e+00] + [Pre-RHS (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1209717463e+00] + [Post-stage processing (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1209717463e+00] + [Pre-RHS (stage 4 of 8) at t = 2.72e-03 (tn = 2.00e-03 , tcur = 2.72e-03), ||y||_2 = 2.1209717463e+00] + [Post-stage processing (stage 5 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956025e+00] + [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211315679e+00] + [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211295658e+00] + [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211325634e+00] + [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956227e+00] + [Post-stage processing (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956227e+00] + [Pre-RHS (stage 6 of 8) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956227e+00] + [Postprocess-step at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03),||y||_2 = 2.1208956390e+00] + [Post-step at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), step = 2, ||y||_2 = 2.1208956390e+00] + 3.0000000000e-03 1.2247439617e+00 1.7315312703e+00 8.8285529998e-09 3.7934100305e-12 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -103,14 +101,14 @@ NLS fails = 0 NLS iters per step = 6 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 18 +LS RHS fn evals = 16 Prec setup evals = 0 Prec solves = 0 -LS iters = 18 +LS iters = 16 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 18 -LS iters per NLS iter = 1 +Jac-times evals = 16 +LS iters per NLS iter = 0.888888888888889 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep StageInfo test diff --git a/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_4.out b/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_4.out index ec5ca03534..ee16078522 100644 --- a/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_4.out +++ b/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_4.out @@ -9,10 +9,9 @@ Using GMRES iterative linear solver [Pre-RHS (stage 0 of 5) at t = 0.00e+00 (tn = 0.00e+00 , tcur = 0.00e+00), ||y||_2 = 2.1213203436e+00] [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1213203436e+00] [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1213183396e+00] - [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1213213360e+00] - [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987262e+00] - [Post-stage processing (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987262e+00] - [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987262e+00] + [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987305e+00] + [Post-stage processing (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987305e+00] + [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987305e+00] [Pre-RHS (stage 2 of 5) at t = 8.00e-04 (tn = 0.00e+00 , tcur = 8.00e-04), ||y||_2 = 2.1213203436e+00] [Pre-RHS (stage 2 of 5) at t = 8.00e-04 (tn = 0.00e+00 , tcur = 8.00e-04), ||y||_2 = 2.1213183393e+00] [Pre-RHS (stage 2 of 5) at t = 8.00e-04 (tn = 0.00e+00 , tcur = 8.00e-04), ||y||_2 = 2.1213213353e+00] @@ -22,30 +21,30 @@ Using GMRES iterative linear solver [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1213203436e+00] [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1213183421e+00] [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1213213410e+00] - [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212597444e+00] - [Post-stage processing (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212597444e+00] - [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212597444e+00] + [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212597443e+00] + [Post-stage processing (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212597443e+00] + [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212597443e+00] [Pre-RHS (stage 4 of 5) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213203436e+00] - [Pre-RHS (stage 4 of 5) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213183414e+00] + [Pre-RHS (stage 4 of 5) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213183413e+00] [Pre-RHS (stage 4 of 5) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213213394e+00] [Pre-RHS (stage 4 of 5) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731452e+00] [Postprocess-step at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03),||y||_2 = 2.1212731452e+00] [Post-step at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), step = 0, ||y||_2 = 2.1212731452e+00] - 1.0000000000e-03 1.2247447693e+00 1.7319930735e+00 2.4846791291e-13 1.5143442056e-13 + 1.0000000000e-03 1.2247447693e+00 1.7319930735e+00 1.9064749779e-11 1.4788170688e-13 [Pre-step at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), step = 1, attempt = 1, ||y||_2 = 2.1212731452e+00] [Pre-RHS (stage 0 of 5) at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), ||y||_2 = 2.1212731452e+00] [Pre-RHS (stage 1 of 5) at t = 1.68e-03 (tn = 1.00e-03 , tcur = 1.68e-03), ||y||_2 = 2.1212731452e+00] [Pre-RHS (stage 1 of 5) at t = 1.68e-03 (tn = 1.00e-03 , tcur = 1.68e-03), ||y||_2 = 2.1212711427e+00] - [Pre-RHS (stage 1 of 5) at t = 1.68e-03 (tn = 1.00e-03 , tcur = 1.68e-03), ||y||_2 = 2.1212741403e+00] + [Pre-RHS (stage 1 of 5) at t = 1.68e-03 (tn = 1.00e-03 , tcur = 1.68e-03), ||y||_2 = 2.1212741402e+00] [Pre-RHS (stage 1 of 5) at t = 1.68e-03 (tn = 1.00e-03 , tcur = 1.68e-03), ||y||_2 = 2.1211876769e+00] [Post-stage processing (stage 1 of 5) at t = 1.68e-03 (tn = 1.00e-03 , tcur = 1.68e-03), ||y||_2 = 2.1211876769e+00] [Pre-RHS (stage 1 of 5) at t = 1.68e-03 (tn = 1.00e-03 , tcur = 1.68e-03), ||y||_2 = 2.1211876769e+00] [Pre-RHS (stage 2 of 5) at t = 1.80e-03 (tn = 1.00e-03 , tcur = 1.80e-03), ||y||_2 = 2.1212731452e+00] [Pre-RHS (stage 2 of 5) at t = 1.80e-03 (tn = 1.00e-03 , tcur = 1.80e-03), ||y||_2 = 2.1212711425e+00] [Pre-RHS (stage 2 of 5) at t = 1.80e-03 (tn = 1.00e-03 , tcur = 1.80e-03), ||y||_2 = 2.1212741399e+00] - [Pre-RHS (stage 2 of 5) at t = 1.80e-03 (tn = 1.00e-03 , tcur = 1.80e-03), ||y||_2 = 2.1211673971e+00] - [Post-stage processing (stage 2 of 5) at t = 1.80e-03 (tn = 1.00e-03 , tcur = 1.80e-03), ||y||_2 = 2.1211673971e+00] - [Pre-RHS (stage 2 of 5) at t = 1.80e-03 (tn = 1.00e-03 , tcur = 1.80e-03), ||y||_2 = 2.1211673971e+00] + [Pre-RHS (stage 2 of 5) at t = 1.80e-03 (tn = 1.00e-03 , tcur = 1.80e-03), ||y||_2 = 2.1211673970e+00] + [Post-stage processing (stage 2 of 5) at t = 1.80e-03 (tn = 1.00e-03 , tcur = 1.80e-03), ||y||_2 = 2.1211673970e+00] + [Pre-RHS (stage 2 of 5) at t = 1.80e-03 (tn = 1.00e-03 , tcur = 1.80e-03), ||y||_2 = 2.1211673970e+00] [Pre-RHS (stage 3 of 5) at t = 2.13e-03 (tn = 1.00e-03 , tcur = 2.13e-03), ||y||_2 = 2.1212731452e+00] [Pre-RHS (stage 3 of 5) at t = 2.13e-03 (tn = 1.00e-03 , tcur = 2.13e-03), ||y||_2 = 2.1212711434e+00] [Pre-RHS (stage 3 of 5) at t = 2.13e-03 (tn = 1.00e-03 , tcur = 2.13e-03), ||y||_2 = 2.1212741417e+00] @@ -58,7 +57,7 @@ Using GMRES iterative linear solver [Pre-RHS (stage 4 of 5) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315628e+00] [Postprocess-step at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03),||y||_2 = 2.1211315628e+00] [Post-step at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), step = 1, ||y||_2 = 2.1211315628e+00] - 2.0000000000e-03 1.2247444631e+00 1.7318198829e+00 2.6707525080e-12 2.9021229864e-13 + 2.0000000000e-03 1.2247444631e+00 1.7318198829e+00 1.6603829422e-11 2.7711166695e-13 [Pre-step at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), step = 2, attempt = 1, ||y||_2 = 2.1211315628e+00] [Pre-RHS (stage 0 of 5) at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315628e+00] [Pre-RHS (stage 1 of 5) at t = 2.68e-03 (tn = 2.00e-03 , tcur = 2.68e-03), ||y||_2 = 2.1211315628e+00] @@ -85,7 +84,7 @@ Using GMRES iterative linear solver [Pre-RHS (stage 4 of 5) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956339e+00] [Postprocess-step at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03),||y||_2 = 2.1208956339e+00] [Post-step at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), step = 2, ||y||_2 = 2.1208956339e+00] - 3.0000000000e-03 1.2247439528e+00 1.7315312703e+00 9.4586560806e-12 4.1744385726e-13 + 3.0000000000e-03 1.2247439528e+00 1.7315312703e+00 9.7775121333e-12 3.9457326295e-13 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -106,14 +105,14 @@ NLS fails = 0 NLS iters per step = 8 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 24 +LS RHS fn evals = 23 Prec setup evals = 0 Prec solves = 0 -LS iters = 24 +LS iters = 23 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 24 -LS iters per NLS iter = 1 +Jac-times evals = 23 +LS iters per NLS iter = 0.958333333333333 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep StageInfo test diff --git a/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_5.out b/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_5.out index df2b6beac4..6d921a230d 100644 --- a/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_5.out +++ b/test/unit_tests/arkode/CXX_serial/ark_test_stageinfo_mristep_5.out @@ -9,10 +9,9 @@ Using GMRES iterative linear solver [Pre-RHS (stage 0 of 5) at t = 0.00e+00 (tn = 0.00e+00 , tcur = 0.00e+00), ||y||_2 = 2.1213203436e+00] [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1213203436e+00] [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1213183438e+00] - [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1213213444e+00] - [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987717e+00] - [Post-stage processing (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987717e+00] - [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987717e+00] + [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987761e+00] + [Post-stage processing (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987761e+00] + [Pre-RHS (stage 1 of 5) at t = 6.76e-04 (tn = 0.00e+00 , tcur = 6.76e-04), ||y||_2 = 2.1212987761e+00] [Pre-RHS (stage 2 of 5) at t = 8.00e-04 (tn = 0.00e+00 , tcur = 8.00e-04), ||y||_2 = 2.1213203436e+00] [Pre-RHS (stage 2 of 5) at t = 8.00e-04 (tn = 0.00e+00 , tcur = 8.00e-04), ||y||_2 = 2.1213183444e+00] [Pre-RHS (stage 2 of 5) at t = 8.00e-04 (tn = 0.00e+00 , tcur = 8.00e-04), ||y||_2 = 2.1213213455e+00] @@ -22,16 +21,16 @@ Using GMRES iterative linear solver [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1213203436e+00] [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1213183402e+00] [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1213213371e+00] - [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212596854e+00] - [Post-stage processing (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212596854e+00] - [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212596854e+00] + [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212596853e+00] + [Post-stage processing (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212596853e+00] + [Pre-RHS (stage 3 of 5) at t = 1.13e-03 (tn = 0.00e+00 , tcur = 1.13e-03), ||y||_2 = 2.1212596853e+00] [Pre-RHS (stage 4 of 5) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213203436e+00] - [Pre-RHS (stage 4 of 5) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213183414e+00] + [Pre-RHS (stage 4 of 5) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213183413e+00] [Pre-RHS (stage 4 of 5) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1213213394e+00] [Pre-RHS (stage 4 of 5) at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), ||y||_2 = 2.1212731452e+00] [Postprocess-step at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03),||y||_2 = 2.1212731452e+00] [Post-step at t = 1.00e-03 (tn = 0.00e+00 , tcur = 1.00e-03), step = 0, ||y||_2 = 2.1212731452e+00] - 1.0000000000e-03 1.2247447693e+00 1.7319930735e+00 2.8288482667e-13 1.3744561045e-13 + 1.0000000000e-03 1.2247447693e+00 1.7319930735e+00 1.9234613902e-11 1.3389289677e-13 [Pre-step at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), step = 1, attempt = 1, ||y||_2 = 2.1212731452e+00] [Pre-RHS (stage 0 of 5) at t = 1.00e-03 (tn = 1.00e-03 , tcur = 1.00e-03), ||y||_2 = 2.1212731452e+00] [Pre-RHS (stage 1 of 5) at t = 1.68e-03 (tn = 1.00e-03 , tcur = 1.68e-03), ||y||_2 = 2.1212731452e+00] @@ -58,7 +57,7 @@ Using GMRES iterative linear solver [Pre-RHS (stage 4 of 5) at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315628e+00] [Postprocess-step at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03),||y||_2 = 2.1211315628e+00] [Post-step at t = 2.00e-03 (tn = 1.00e-03 , tcur = 2.00e-03), step = 1, ||y||_2 = 2.1211315628e+00] - 2.0000000000e-03 1.2247444631e+00 1.7318198829e+00 2.7395863356e-12 2.6245672302e-13 + 2.0000000000e-03 1.2247444631e+00 1.7318198829e+00 1.6738832542e-11 2.4913404673e-13 [Pre-step at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), step = 2, attempt = 1, ||y||_2 = 2.1211315628e+00] [Pre-RHS (stage 0 of 5) at t = 2.00e-03 (tn = 2.00e-03 , tcur = 2.00e-03), ||y||_2 = 2.1211315628e+00] [Pre-RHS (stage 1 of 5) at t = 2.68e-03 (tn = 2.00e-03 , tcur = 2.68e-03), ||y||_2 = 2.1211315628e+00] @@ -75,17 +74,17 @@ Using GMRES iterative linear solver [Pre-RHS (stage 2 of 5) at t = 2.80e-03 (tn = 2.00e-03 , tcur = 2.80e-03), ||y||_2 = 2.1209504105e+00] [Pre-RHS (stage 3 of 5) at t = 3.13e-03 (tn = 2.00e-03 , tcur = 3.13e-03), ||y||_2 = 2.1211315628e+00] [Pre-RHS (stage 3 of 5) at t = 3.13e-03 (tn = 2.00e-03 , tcur = 3.13e-03), ||y||_2 = 2.1211295607e+00] - [Pre-RHS (stage 3 of 5) at t = 3.13e-03 (tn = 2.00e-03 , tcur = 3.13e-03), ||y||_2 = 2.1211325583e+00] - [Pre-RHS (stage 3 of 5) at t = 3.13e-03 (tn = 2.00e-03 , tcur = 3.13e-03), ||y||_2 = 2.1208570165e+00] - [Post-stage processing (stage 3 of 5) at t = 3.13e-03 (tn = 2.00e-03 , tcur = 3.13e-03), ||y||_2 = 2.1208570165e+00] - [Pre-RHS (stage 3 of 5) at t = 3.13e-03 (tn = 2.00e-03 , tcur = 3.13e-03), ||y||_2 = 2.1208570165e+00] + [Pre-RHS (stage 3 of 5) at t = 3.13e-03 (tn = 2.00e-03 , tcur = 3.13e-03), ||y||_2 = 2.1211325582e+00] + [Pre-RHS (stage 3 of 5) at t = 3.13e-03 (tn = 2.00e-03 , tcur = 3.13e-03), ||y||_2 = 2.1208570164e+00] + [Post-stage processing (stage 3 of 5) at t = 3.13e-03 (tn = 2.00e-03 , tcur = 3.13e-03), ||y||_2 = 2.1208570164e+00] + [Pre-RHS (stage 3 of 5) at t = 3.13e-03 (tn = 2.00e-03 , tcur = 3.13e-03), ||y||_2 = 2.1208570164e+00] [Pre-RHS (stage 4 of 5) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211315628e+00] [Pre-RHS (stage 4 of 5) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211295609e+00] [Pre-RHS (stage 4 of 5) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1211325588e+00] [Pre-RHS (stage 4 of 5) at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), ||y||_2 = 2.1208956339e+00] [Postprocess-step at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03),||y||_2 = 2.1208956339e+00] [Post-step at t = 3.00e-03 (tn = 2.00e-03 , tcur = 3.00e-03), step = 2, ||y||_2 = 2.1208956339e+00] - 3.0000000000e-03 1.2247439528e+00 1.7315312703e+00 9.5614627327e-12 3.7592151614e-13 + 3.0000000000e-03 1.2247439528e+00 1.7315312703e+00 9.8780983393e-12 3.5282887723e-13 ------------------------------------------------------------------------------------------------------------------------------ Current time = 0.003 Steps = 3 @@ -106,14 +105,14 @@ NLS fails = 0 NLS iters per step = 8 LS setups = 0 Jac fn evals = 0 -LS RHS fn evals = 24 +LS RHS fn evals = 23 Prec setup evals = 0 Prec solves = 0 -LS iters = 24 +LS iters = 23 LS fails = 0 Jac-times setups = 0 -Jac-times evals = 24 -LS iters per NLS iter = 1 +Jac-times evals = 23 +LS iters per NLS iter = 0.958333333333333 Jac evals per NLS iter = 0 Prec evals per NLS iter = 0 End MRIStep StageInfo test From 39b46f50d4662e0ce96ad353046016047777ef73 Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Fri, 10 Jul 2026 08:59:06 -0700 Subject: [PATCH 11/12] Update out files --- test/answers | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test/answers b/test/answers index 5c0ea3fd47..c4a1658c3b 160000 --- a/test/answers +++ b/test/answers @@ -1 +1 @@ -Subproject commit 5c0ea3fd4793cdcc1532973182d61fca7bc7416f +Subproject commit c4a1658c3bc56555edf9e7b2d9a477636be2b471 From f8005abd7d449ba736b819e18672fdecaab31c6b Mon Sep 17 00:00:00 2001 From: Steven Roberts Date: Fri, 10 Jul 2026 12:50:32 -0700 Subject: [PATCH 12/12] Update docs --- CHANGELOG.md | 2 ++ doc/arkode/guide/source/Mathematics.rst | 30 +++++++++---------- .../guide/source/Usage/User_callable.rst | 9 +++--- doc/cvode/guide/source/Mathematics.rst | 30 +++++++++---------- doc/cvode/guide/source/Usage/index.rst | 16 +++++----- doc/cvodes/guide/source/Mathematics.rst | 30 +++++++++---------- doc/cvodes/guide/source/Usage/ADJ.rst | 12 ++++---- doc/cvodes/guide/source/Usage/SIM.rst | 14 ++++----- doc/ida/guide/source/Mathematics.rst | 28 +++++++++-------- doc/ida/guide/source/Usage/index.rst | 21 ++++++------- doc/idas/guide/source/Mathematics.rst | 20 +++++++------ doc/idas/guide/source/Usage/ADJ.rst | 15 +++++----- doc/idas/guide/source/Usage/SIM.rst | 21 ++++++------- doc/shared/RecentChanges.rst | 2 ++ 14 files changed, 130 insertions(+), 120 deletions(-) diff --git a/CHANGELOG.md b/CHANGELOG.md index 7b5ac50815..64dfdff013 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -8,6 +8,8 @@ ### Bug Fixes +Fixed a bug where the factor provided by `ARKodeSetEpsLin` was scaled by 0.1. + ### Deprecation Notices ## Changes to SUNDIALS in release 7.8.0 diff --git a/doc/arkode/guide/source/Mathematics.rst b/doc/arkode/guide/source/Mathematics.rst index 5e51bcc5bd..4abacf01d5 100644 --- a/doc/arkode/guide/source/Mathematics.rst +++ b/doc/arkode/guide/source/Mathematics.rst @@ -2031,15 +2031,15 @@ Therefore our convergence (stopping) test for the nonlinear iteration for each stage is .. math:: - R_i \left\|\delta^{(m)} \right\| < \epsilon, + R_i \left\|\delta^{(m)} \right\| < \epsilon_N, :label: ARKODE_NonlinearTolerance -where the factor :math:`\epsilon` has default value 0.1. We default +where the factor :math:`\epsilon_N` has default value 0.1. We default to a maximum of 3 nonlinear iterations. We also declare the nonlinear iteration to be divergent if any of the ratios .. math:: - `\|\delta^{(m)}\| / \|\delta^{(m-1)}\| > r_{div}` + \|\delta^{(m)}\| / \|\delta^{(m-1)}\| > r_{div} :label: ARKODE_NonlinearDivergence with :math:`m>0`, where :math:`r_{div}` defaults to 2.3. @@ -2070,19 +2070,17 @@ and local time integration error controls, we require that the norm of the preconditioned linear residual satisfies .. math:: - \|r\| \le \frac{\epsilon_L \epsilon}{10}. + \|r\| \le \epsilon_L \epsilon_N. :label: ARKODE_LinearTolerance -Here :math:`\epsilon` is the same value as that is used above for the -nonlinear error control. The factor of 10 is used to ensure that the -linear solver error does not adversely affect the nonlinear solver -convergence. Smaller values for the parameter :math:`\epsilon_L` are -typically useful for strongly nonlinear or very stiff ODE systems, -while easier ODE systems may benefit from a value closer to 1. The -default value is :math:`\epsilon_L = 0.05`, which may be modified by -the user. We note that for linearly -implicit problems the tolerance :eq:`ARKODE_LinearTolerance` is similarly -used for the single Newton iteration. +Here :math:`\epsilon_N` is the same value as that is used above for the +nonlinear error control. Smaller values for the parameter :math:`\epsilon_L` +are typically useful for strongly nonlinear or very stiff ODE systems, while +easier ODE systems may benefit from a value closer to 1. The default values +are :math:`\epsilon_L = 0.05` and :math:`\epsilon_N = 0.1`, so the default +linear residual tolerance is :math:`0.005`; :math:`\epsilon_L` may be modified +by the user. We note that for linearly implicit problems the tolerance +:eq:`ARKODE_LinearTolerance` is similarly used for the single Newton iteration. @@ -2416,10 +2414,10 @@ iterative mass matrix linear solver, we require that the norm of the preconditioned linear residual satisfies .. math:: - \|r\| \le \epsilon_L \epsilon, + \|r\| \le \epsilon_L \epsilon_N, :label: ARKODE_MassLinearTolerance -where again, :math:`\epsilon` is the nonlinear solver tolerance +where again, :math:`\epsilon_N` is the nonlinear solver tolerance parameter from :eq:`ARKODE_NonlinearTolerance`. When using iterative system and mass matrix linear solvers, :math:`\epsilon_L` may be specified separately for both tolerances :eq:`ARKODE_LinearTolerance` and diff --git a/doc/arkode/guide/source/Usage/User_callable.rst b/doc/arkode/guide/source/Usage/User_callable.rst index 679625254a..571904ceea 100644 --- a/doc/arkode/guide/source/Usage/User_callable.rst +++ b/doc/arkode/guide/source/Usage/User_callable.rst @@ -2458,7 +2458,7 @@ Specify if the implicit RHS is deduced after a nonlinear solve :c:func:`ARKodeS .. c:function:: int ARKodeSetNonlinConvCoef(void* arkode_mem, sunrealtype nlscoef) - Specifies the safety factor :math:`\epsilon` used within the nonlinear + Specifies the safety factor :math:`\epsilon_N` used within the nonlinear solver convergence test :eq:`ARKODE_NonlinearTolerance`. :param arkode_mem: pointer to the ARKODE memory block. @@ -3199,10 +3199,11 @@ ARKLS interface requires that iterative linear solvers stop when the norm of the preconditioned residual satisfies .. math:: - \|r\| \le \frac{\epsilon_L \epsilon}{10} + \|r\| \le \epsilon_L \epsilon_N -where the default :math:`\epsilon_L = 0.05` may be modified by -the user through the :c:func:`ARKodeSetEpsLin` function. +where :math:`\epsilon_N` is the nonlinear solver tolerance, and the default +:math:`\epsilon_L = 0.05` may be modified by the user through the +:c:func:`ARKodeSetEpsLin` function. .. c:function:: int ARKodeSetPreconditioner(void* arkode_mem, ARKLsPrecSetupFn psetup, ARKLsPrecSolveFn psolve) diff --git a/doc/cvode/guide/source/Mathematics.rst b/doc/cvode/guide/source/Mathematics.rst index e4f235bb10..b6e5d91b45 100644 --- a/doc/cvode/guide/source/Mathematics.rst +++ b/doc/cvode/guide/source/Mathematics.rst @@ -227,11 +227,9 @@ The default stopping test for nonlinear solver iterations is related to the subsequent local error test, with the goal of keeping the nonlinear iteration errors from interfering with local error control. As described below, the final computed value :math:`y^{n(m)}` will have to satisfy a -local error test :math:`\|y^{n(m)} - y^{n(0)}\| \leq \epsilon`. Letting -:math:`y^n` denote the exact solution of :eq:`CVODE_nonlinear`, we want to ensure that the iteration -error :math:`y^n - y^{n(m)}` is small relative to :math:`\epsilon`, -specifically that it is less than :math:`0.1 \epsilon`. (The safety -factor :math:`0.1` can be changed by the user.) For this, we also +local error test :math:`\|y^{n(m)} - y^{n(0)}\| \leq 1`. Letting :math:`y^n` +denote the exact solution of :eq:`CVODE_nonlinear`, we want to ensure that the +iteration error :math:`y^n - y^{n(m)}` is "small". For this, we also estimate the linear convergence rate constant :math:`R` as follows. We initialize :math:`R` to 1, and reset :math:`R = 1` when :math:`M` or :math:`P` is updated. After computing a correction @@ -249,16 +247,17 @@ Now we use the estimate Therefore the convergence (stopping) test is -.. math:: R \|\delta_m\| < 0.1 \epsilon \, . +.. math:: R \|\delta_m\| < \epsilon_N \, . -We allow at most 3 iterations (but this limit can be changed by the user). We -also declare the iteration diverged if any -:math:`\|\delta_m\| / \|\delta_{m-1}\| > 2` with :math:`m > 1`. If convergence -fails with :math:`J` or :math:`P` current, we are forced to reduce the step -size, and we replace :math:`h_n` by :math:`h_n = \eta_{\mathrm{cf}} * h_n` where -the default is :math:`\eta_{\mathrm{cf}} = 0.25`. The integration is halted -after a preset number of convergence failures; the default value of this -limit is 10, but this can be changed by the user. +where the factor :math:`\epsilon_N` has default value 0.1. We allow at most 3 +iterations (but this limit can be changed by the user). We also declare the +iteration diverged if any :math:`\|\delta_m\| / \|\delta_{m-1}\| > 2` with +:math:`m > 1`. If convergence fails with :math:`J` or :math:`P` current, we are +forced to reduce the step size, and we replace :math:`h_n` by +:math:`h_n = \eta_{\mathrm{cf}} * h_n` where the default is +:math:`\eta_{\mathrm{cf}} = 0.25`. The integration is halted after a preset +number of convergence failures; the default value of this limit is 10, but this +can be changed by the user. When an iterative method is used to solve the linear system, its errors must also be controlled, and this also involves the local error test @@ -267,7 +266,8 @@ constant. The linear iteration error in the solution vector Thus to ensure (or attempt to ensure) that the linear iteration errors do not interfere with the nonlinear error and local integration error controls, we require that the norm of the preconditioned residual be -less than :math:`0.05 \cdot (0.1 \epsilon)`. +less than :math:`\epsilon_L \epsilon_N`, with :math:`\epsilon_L = 0.05` by +default. When the Jacobian is stored using either the :ref:`SUNMATRIX_DENSE ` or :ref:`SUNMATRIX_BAND ` matrix diff --git a/doc/cvode/guide/source/Usage/index.rst b/doc/cvode/guide/source/Usage/index.rst index dfc8150101..d9dc83da8a 100644 --- a/doc/cvode/guide/source/Usage/index.rst +++ b/doc/cvode/guide/source/Usage/index.rst @@ -1698,9 +1698,9 @@ preconditioned residual satisfies .. math:: - \|r\| \le \frac{\epsilon_L \epsilon}{10} + \|r\| \le \epsilon_L \epsilon_N -where :math:`\epsilon` is the nonlinear solver tolerance, and the default +where :math:`\epsilon_N` is the nonlinear solver tolerance, and the default :math:`\epsilon_L = 0.05`; this value may be modified by the user through the :c:func:`CVodeSetEpsLin` function. @@ -1736,7 +1736,7 @@ the :c:func:`CVodeSetEpsLin` function. .. c:function:: int CVodeSetEpsLin(void* cvode_mem, sunrealtype eplifac) - The function ``CVodeSetEpsLin`` specifies the factor by which the Krylov linear solver's convergence test constant is reduced from the nonlinear solver test constant. + The function ``CVodeSetEpsLin`` specifies the factor :math:`\epsilon_L` by which the Krylov linear solver's convergence test constant is reduced from the nonlinear solver test constant. **Arguments:** * ``cvode_mem`` -- pointer to the CVODE memory block. @@ -1765,15 +1765,15 @@ the :c:func:`CVodeSetEpsLin` function. .. c:function:: int CVodeSetLSNormFactor(void* cvode_mem, sunrealtype nrmfac) - The function ``CVodeSetLSNormFactor`` specifies the factor to use when converting from the integrator tolerance (WRMS norm) to the linear solver tolerance (L2 norm) for Newton linear system solves e.g., ``tol_L2 = fac * tol_WRMS``. + The function ``CVodeSetLSNormFactor`` specifies the factor to use when converting from the integrator tolerance (WRMS norm) to the linear solver tolerance (L2 norm) for Newton linear system solves e.g., ``tol_L2 = fac * tol_WRMS``. **Arguments:** * ``cvode_mem`` -- pointer to the CVODE memory block. * ``nrmfac`` -- the norm conversion factor. If ``nrmfac`` is: - :math:`> 0` then the provided value is used. - - :math:`= 0` then the conversion factor is computed using the vector length, i.e., ``nrmfac = N_VGetLength(y)`` (*default*). - - :math:`< 0` then the conversion factor is computed using the vector dot product, i.e., ``nrmfac = N_VDotProd(v,v)`` where all the entries of ``v`` are one. + - :math:`= 0` then the conversion factor is computed using the vector length, i.e., ``nrmfac = sqrt(N_VGetLength(y))`` (*default*). + - :math:`< 0` then the conversion factor is computed using the vector dot product, i.e., ``nrmfac = sqrt(N_VDotProd(v,v))`` where all the entries of ``v`` are one. **Return value:** * ``CV_SUCCESS`` -- The optional value has been successfully set. @@ -1782,7 +1782,7 @@ the :c:func:`CVodeSetEpsLin` function. **Notes:** This function must be called after the CVLS linear solver interface has been initialized through a call to :c:func:`CVodeSetLinearSolver`. - Prior to the introduction of ``N_VGetLength`` in SUNDIALS v5.0.0 (CVODE v5.0.0) the value of ``nrmfac`` was computed using the vector dot product i.e., the ``nrmfac < 0`` case. + Prior to the introduction of ``N_VGetLength`` in SUNDIALS v5.0.0 (CVODE v5.0.0) the value of ``nrmfac`` was computed using the vector dot product i.e., the ``nrmfac < 0`` case. This routine will be called by :c:func:`CVodeSetOptions` when using the key "cvid.ls_norm_factor". @@ -1855,7 +1855,7 @@ nonlinear solver. .. c:function:: int CVodeSetNonlinConvCoef(void* cvode_mem, sunrealtype nlscoef) - The function ``CVodeSetNonlinConvCoef`` specifies the safety factor used in the nonlinear convergence test (see :numref:`CVODE.Mathematics.ivp_sol`). + The function ``CVodeSetNonlinConvCoef`` specifies the safety factor :math:`\epsilon_N` used in the nonlinear convergence test (see :numref:`CVODE.Mathematics.ivp_sol`). **Arguments:** * ``cvode_mem`` -- pointer to the CVODE memory block. diff --git a/doc/cvodes/guide/source/Mathematics.rst b/doc/cvodes/guide/source/Mathematics.rst index 84b4fe589f..3dc5d805f1 100644 --- a/doc/cvodes/guide/source/Mathematics.rst +++ b/doc/cvodes/guide/source/Mathematics.rst @@ -236,11 +236,9 @@ The default stopping test for nonlinear solver iterations is related to the subsequent local error test, with the goal of keeping the nonlinear iteration errors from interfering with local error control. As described below, the final computed value :math:`y^{n(m)}` will have to satisfy a -local error test :math:`\|y^{n(m)} - y^{n(0)}\| \leq \epsilon`. Letting -:math:`y^n` denote the exact solution of :eq:`CVODES_nonlinear`, we want to ensure that the iteration -error :math:`y^n - y^{n(m)}` is small relative to :math:`\epsilon`, -specifically that it is less than :math:`0.1 \epsilon`. (The safety -factor :math:`0.1` can be changed by the user.) For this, we also +local error test :math:`\|y^{n(m)} - y^{n(0)}\| \leq 1`. Letting :math:`y^n` +denote the exact solution of :eq:`CVODES_nonlinear`, we want to ensure that the +iteration error :math:`y^n - y^{n(m)}` is "small". For this, we also estimate the linear convergence rate constant :math:`R` as follows. We initialize :math:`R` to 1, and reset :math:`R = 1` when :math:`M` or :math:`P` is updated. After computing a correction @@ -258,16 +256,17 @@ Now we use the estimate Therefore the convergence (stopping) test is -.. math:: R \|\delta_m\| < 0.1 \epsilon \, . +.. math:: R \|\delta_m\| < \epsilon_N \, . -We allow at most 3 iterations (but this limit can be changed by the user). We -also declare the iteration diverged if any -:math:`\|\delta_m\| / \|\delta_{m-1}\| > 2` with :math:`m > 1`. If convergence -fails with :math:`J` or :math:`P` current, we are forced to reduce the step -size, and we replace :math:`h_n` by :math:`h_n = \eta_{\mathrm{cf}} * h_n` where -the default is :math:`\eta_{\mathrm{cf}} = 0.25`. The integration is halted -after a preset number of convergence failures; the default value of this -limit is 10, but this can be changed by the user. +where the factor :math:`\epsilon_N` has default value 0.1. We allow at most 3 +iterations (but this limit can be changed by the user). We also declare the +iteration diverged if any :math:`\|\delta_m\| / \|\delta_{m-1}\| > 2` with +:math:`m > 1`. If convergence fails with :math:`J` or :math:`P` current, we are +forced to reduce the step size, and we replace :math:`h_n` by +:math:`h_n = \eta_{\mathrm{cf}} * h_n` where the default is +:math:`\eta_{\mathrm{cf}} = 0.25`. The integration is halted after a preset +number of convergence failures; the default value of this limit is 10, but this +can be changed by the user. When an iterative method is used to solve the linear system, its errors must also be controlled, and this also involves the local error test @@ -276,7 +275,8 @@ constant. The linear iteration error in the solution vector Thus to ensure (or attempt to ensure) that the linear iteration errors do not interfere with the nonlinear error and local integration error controls, we require that the norm of the preconditioned residual be -less than :math:`0.05 \cdot (0.1 \epsilon)`. +less than :math:`\epsilon_L \epsilon_N`, with :math:`\epsilon_L = 0.05` by +default. When the Jacobian is stored using either the :ref:`SUNMATRIX_DENSE ` or :ref:`SUNMATRIX_BAND ` matrix diff --git a/doc/cvodes/guide/source/Usage/ADJ.rst b/doc/cvodes/guide/source/Usage/ADJ.rst index 2ef30c79b3..4b459dfbbe 100644 --- a/doc/cvodes/guide/source/Usage/ADJ.rst +++ b/doc/cvodes/guide/source/Usage/ADJ.rst @@ -1153,11 +1153,11 @@ potentially non-differentiable factor. .. c:function:: int CVodeSetEpsLinB(void * cvode_mem, int which, sunrealtype eplifacB) - The function :c:func:`CVodeSetEpsLinB` specifies the factor by which the - Krylov linear solver's convergence test constant is reduced from the - nonlinear iteration test constant. This routine can be used in both the - cases where the backward problem does and does not depend on the forward - sensitivities. + The function :c:func:`CVodeSetEpsLinB` specifies the factor + :math:`\epsilon_L` by which the Krylov linear solver's convergence test + constant is reduced from the nonlinear iteration test constant. This routine + can be used in both the cases where the backward problem does and does not + depend on the forward sensitivities. **Arguments:** * ``cvode_mem`` -- pointer to the CVODES memory block. @@ -1194,7 +1194,7 @@ potentially non-differentiable factor. **Arguments:** * ``cvode_mem`` -- pointer to the CVODES memory block. * ``which`` -- the identifier of the backward problem. - * ``nrmfac`` -- the norm conversion factor. If ``nrmfac`` is: :math:`> 0` then the provided value is used. :math:`= 0` then the conversion factor is computed using the vector length i.e., ``nrmfac = N_VGetLength(y)`` default. :math:`< 0` then the conversion factor is computed using the vector dot product ``nrmfac = N_VDotProd(v,v)`` where all the entries of ``v`` are one. + * ``nrmfac`` -- the norm conversion factor. If ``nrmfac`` is: :math:`> 0` then the provided value is used. :math:`= 0` then the conversion factor is computed using the vector length i.e., ``nrmfac = sqrt(N_VGetLength(y))`` default. :math:`< 0` then the conversion factor is computed using the vector dot product ``nrmfac = sqrt(N_VDotProd(v,v))`` where all the entries of ``v`` are one. **Return value:** * ``CVLS_SUCCESS`` -- The optional value has been successfully set. diff --git a/doc/cvodes/guide/source/Usage/SIM.rst b/doc/cvodes/guide/source/Usage/SIM.rst index 9e70c28ae4..293e012303 100644 --- a/doc/cvodes/guide/source/Usage/SIM.rst +++ b/doc/cvodes/guide/source/Usage/SIM.rst @@ -1689,9 +1689,9 @@ preconditioned residual satisfies .. math:: - \|r\| \le \frac{\epsilon_L \epsilon}{10} + \|r\| \le \epsilon_L \epsilon_N -where :math:`\epsilon` is the nonlinear solver tolerance, and the default +where :math:`\epsilon_N` is the nonlinear solver tolerance, and the default :math:`\epsilon_L = 0.05`; this value may be modified by the user through the :c:func:`CVodeSetEpsLin` function. @@ -1727,7 +1727,7 @@ the :c:func:`CVodeSetEpsLin` function. .. c:function:: int CVodeSetEpsLin(void* cvode_mem, sunrealtype eplifac) - The function ``CVodeSetEpsLin`` specifies the factor by which the Krylov linear solver's convergence test constant is reduced from the nonlinear solver test constant. + The function ``CVodeSetEpsLin`` specifies the factor :math:`\epsilon_L` by which the Krylov linear solver's convergence test constant is reduced from the nonlinear solver test constant. **Arguments:** * ``cvode_mem`` -- pointer to the CVODES memory block. @@ -1763,8 +1763,8 @@ the :c:func:`CVodeSetEpsLin` function. * ``nrmfac`` -- the norm conversion factor. If ``nrmfac`` is: - :math:`> 0` then the provided value is used. - - :math:`= 0` then the conversion factor is computed using the vector length, i.e., ``nrmfac = N_VGetLength(y)`` (*default*). - - :math:`< 0` then the conversion factor is computed using the vector dot product, i.e., ``nrmfac = N_VDotProd(v,v)`` where all the entries of ``v`` are one. + - :math:`= 0` then the conversion factor is computed using the vector length, i.e., ``nrmfac = sqrt(N_VGetLength(y))`` (*default*). + - :math:`< 0` then the conversion factor is computed using the vector dot product, i.e., ``nrmfac = sqrt(N_VDotProd(v,v))`` where all the entries of ``v`` are one. **Return value:** * ``CV_SUCCESS`` -- The optional value has been successfully set. @@ -1773,7 +1773,7 @@ the :c:func:`CVodeSetEpsLin` function. **Notes:** This function must be called after the CVLS linear solver interface has been initialized through a call to :c:func:`CVodeSetLinearSolver`. - Prior to the introduction of ``N_VGetLength`` in SUNDIALS v5.0.0 (CVODES v5.0.0) the value of ``nrmfac`` was computed using the vector dot product i.e., the ``nrmfac < 0`` case. + Prior to the introduction of ``N_VGetLength`` in SUNDIALS v5.0.0 (CVODES v5.0.0) the value of ``nrmfac`` was computed using the vector dot product i.e., the ``nrmfac < 0`` case. This routine will be called by :c:func:`CVodeSetOptions` when using the key "cvid.ls_norm_factor". @@ -1846,7 +1846,7 @@ nonlinear solver. .. c:function:: int CVodeSetNonlinConvCoef(void* cvode_mem, sunrealtype nlscoef) - The function ``CVodeSetNonlinConvCoef`` specifies the safety factor used in the nonlinear convergence test (see :numref:`CVODES.Mathematics.ivp_sol`). + The function ``CVodeSetNonlinConvCoef`` specifies the safety factor :math:`\epsilon_N` used in the nonlinear convergence test (see :numref:`CVODES.Mathematics.ivp_sol`). **Arguments:** * ``cvode_mem`` -- pointer to the CVODES memory block. diff --git a/doc/ida/guide/source/Mathematics.rst b/doc/ida/guide/source/Mathematics.rst index b1e55cd525..896a4ef972 100644 --- a/doc/ida/guide/source/Mathematics.rst +++ b/doc/ida/guide/source/Mathematics.rst @@ -208,21 +208,22 @@ iteration :math:`m=1,2,\ldots`. The nonlinear solver iteration is halted if :math:`R>0.9`. The convergence test at the :math:`m`-th iteration is then .. math:: - S \| \delta_m \| < 0.33 \, , + S \| \delta_m \| < \epsilon_N \, , :label: IDA_DAE_nls_test where :math:`S = R/(R-1)` whenever :math:`m>1` and :math:`R\le 0.9`. The user has the option of changing the constant in the convergence test from its default -value of :math:`0.33`. The quantity :math:`S` is set to :math:`S=20` initially -and whenever :math:`J` or :math:`P` is updated, and it is reset to :math:`S=100` -on a step with :math:`\alpha \neq \bar\alpha`. Note that at :math:`m=1`, the -convergence test :eq:`IDA_DAE_nls_test` uses an old value for :math:`S`. Therefore, -at the first nonlinear solver iteration, we make an additional test and stop the -iteration if :math:`\|\delta_1\| < 0.33 \cdot 10^{-4}` (since such a -:math:`\delta_1` is probably just noise and therefore not appropriate for use in -evaluating :math:`R`). We allow only a small number (default value 4) of -nonlinear iterations. If convergence fails with :math:`J` or :math:`P` current, -we are forced to reduce the step size :math:`h_n`, and we replace :math:`h_n` by +value :math:`\epsilon_N = 0.33`. The quantity :math:`S` is set to :math:`S=20` +initially and whenever :math:`J` or :math:`P` is updated, and it is reset to +:math:`S=100` on a step with :math:`\alpha \neq \bar\alpha`. Note that at +:math:`m=1`, the convergence test :eq:`IDA_DAE_nls_test` uses an old value for +:math:`S`. Therefore, at the first nonlinear solver iteration, we make an +additional test and stop the iteration if +:math:`\|\delta_1\| < \epsilon_N \cdot 10^{-4}` (since such a :math:`\delta_1` +is probably just noise and therefore not appropriate for use in evaluating +:math:`R`). We allow only a small number (default value 4) of nonlinear +iterations. If convergence fails with :math:`J` or :math:`P` current, we are +forced to reduce the step size :math:`h_n`, and we replace :math:`h_n` by :math:`h_n \eta_{\mathrm{cf}}` (by default :math:`\eta_{\mathrm{cf}} = 0.25`). The integration is halted after a preset number (default value 10) of convergence failures. Both the maximum number of allowable nonlinear iterations and the @@ -232,8 +233,9 @@ their default values. When an iterative method is used to solve the linear system, to minimize the effect of linear iteration errors on the nonlinear and local integration error controls, we require the preconditioned linear residual to be small relative to -the allowed error in the nonlinear iteration, i.e., :math:`\| P^{-1}(Jx+G) \| < -0.05 \cdot 0.33`. The safety factor :math:`0.05` can be changed by the user. +the allowed error in the nonlinear iteration, i.e., +:math:`\| P^{-1}(Jx+G) \| < \epsilon_L \epsilon_N`, where the default +:math:`\epsilon_L = 0.05` can be changed by the user. When the Jacobian is stored using either the :ref:`SUNMATRIX_DENSE ` or :ref:`SUNMATRIX_BAND ` matrix objects, diff --git a/doc/ida/guide/source/Usage/index.rst b/doc/ida/guide/source/Usage/index.rst index 6e2d01904f..68dff0479a 100644 --- a/doc/ida/guide/source/Usage/index.rst +++ b/doc/ida/guide/source/Usage/index.rst @@ -1629,17 +1629,17 @@ requires that iterative linear solvers stop when the norm of the preconditioned residual satisfies .. math:: - \|r\| \le \frac{\epsilon_L \epsilon}{10} + \|r\| \le \epsilon_L \epsilon_N -where :math:`\epsilon` is the nonlinear solver tolerance, and the default +where :math:`\epsilon_N` is the nonlinear solver tolerance, and the default :math:`\epsilon_L = 0.05`; this value may be modified by the user through the :c:func:`IDASetEpsLin` function. .. c:function:: int IDASetEpsLin(void * ida_mem, sunrealtype eplifac) - The function ``IDASetEpsLin`` specifies the factor by which the Krylov linear - solver's convergence test constant is reduced from the nonlinear iteration - test constant. + The function ``IDASetEpsLin`` specifies the factor :math:`\epsilon_L` by + which the Krylov linear solver's convergence test constant is reduced from + the nonlinear iteration test constant. **Arguments:** * ``ida_mem`` -- pointer to the IDA solver object. @@ -1677,10 +1677,10 @@ where :math:`\epsilon` is the nonlinear solver tolerance, and the default * If ``nrmfac > 0``, the provided value is used. * If ``nrmfac = 0`` then the conversion factor is computed using the - vector length i.e., ``nrmfac = N_VGetLength(y)`` (*default*). + vector length i.e., ``nrmfac = sqrt(N_VGetLength(y))`` (*default*). * If ``nrmfac < 0`` then the conversion factor is computed using the - vector dot product ``nrmfac = N_VDotProd(v,v)`` where all the entries of - ``v`` are one. + vector dot product ``nrmfac = sqrt(N_VDotProd(v,v))`` where all the + entries of ``v`` are one. **Return value:** * ``IDA_SUCCESS`` -- The optional value has been successfully set. @@ -1766,8 +1766,9 @@ nonlinear solver. .. c:function:: int IDASetNonlinConvCoef(void * ida_mem, sunrealtype nlscoef) - The function ``IDASetNonlinConvCoef`` specifies the safety factor in the - nonlinear convergence test; see :eq:`IDA_DAE_nls_test`. + The function ``IDASetNonlinConvCoef`` specifies the safety factor + :math:`\epsilon_N` in the nonlinear convergence test; see + :eq:`IDA_DAE_nls_test`. **Arguments:** * ``ida_mem`` -- pointer to the IDA solver object. diff --git a/doc/idas/guide/source/Mathematics.rst b/doc/idas/guide/source/Mathematics.rst index 56ff22d9bf..70a8b0f018 100644 --- a/doc/idas/guide/source/Mathematics.rst +++ b/doc/idas/guide/source/Mathematics.rst @@ -222,17 +222,18 @@ iteration :math:`m=1,2,\ldots`. The nonlinear solver iteration is halted if :math:`R>0.9`. The convergence test at the :math:`m`-th iteration is then .. math:: - S \| \delta_m \| < 0.33 \, , + S \| \delta_m \| < \epsilon_N \, , :label: IDAS_DAE_nls_test where :math:`S = R/(R-1)` whenever :math:`m>1` and :math:`R\le 0.9`. The user has the option of changing the constant in the convergence test from its default -value of :math:`0.33`. The quantity :math:`S` is set to :math:`S=20` initially -and whenever :math:`J` or :math:`P` is updated, and it is reset to :math:`S=100` -on a step with :math:`\alpha \neq \bar\alpha`. Note that at :math:`m=1`, the -convergence test :eq:`IDAS_DAE_nls_test` uses an old value for :math:`S`. Therefore, -at the first nonlinear solver iteration, we make an additional test and stop the -iteration if :math:`\|\delta_1\| < 0.33 \cdot 10^{-4}` (since such a +value :math:`\epsilon_N = 0.33`. The quantity :math:`S` is set to :math:`S=20` +initially and whenever :math:`J` or :math:`P` is updated, and it is reset to +:math:`S=100` on a step with :math:`\alpha \neq \bar\alpha`. Note that at +:math:`m=1`, the convergence test :eq:`IDAS_DAE_nls_test` uses an old value for +:math:`S`. Therefore, at the first nonlinear solver iteration, we make an +additional test and stop the iteration if +:math:`\|\delta_1\| < \epsilon_N \cdot 10^{-4}` (since such a :math:`\delta_1` is probably just noise and therefore not appropriate for use in evaluating :math:`R`). We allow only a small number (default value 4) of nonlinear iterations. If convergence fails with :math:`J` or :math:`P` current, @@ -246,8 +247,9 @@ their default values. When an iterative method is used to solve the linear system, to minimize the effect of linear iteration errors on the nonlinear and local integration error controls, we require the preconditioned linear residual to be small relative to -the allowed error in the nonlinear iteration, i.e., :math:`\| P^{-1}(Jx+G) \| < -0.05 \cdot 0.33`. The safety factor :math:`0.05` can be changed by the user. +the allowed error in the nonlinear iteration, i.e., +:math:`\| P^{-1}(Jx+G) \| < \epsilon_L \epsilon_N`, where the default +:math:`\epsilon_L = 0.05` can be changed by the user. When the Jacobian is stored using either the :ref:`SUNMATRIX_DENSE ` or :ref:`SUNMATRIX_BAND ` matrix objects, diff --git a/doc/idas/guide/source/Usage/ADJ.rst b/doc/idas/guide/source/Usage/ADJ.rst index d99fc6b901..4cd74f5fc1 100644 --- a/doc/idas/guide/source/Usage/ADJ.rst +++ b/doc/idas/guide/source/Usage/ADJ.rst @@ -1261,11 +1261,12 @@ These may be accomplished through calling the following functions: .. c:function:: int IDASetEpsLinB(void * ida_mem, int which, sunrealtype eplifacB) - The function :c:func:`IDASetEpsLinB` specifies the factor by which the - Krylov linear solver's convergence test constant is reduced from the - nonlinear iteration test constant. (See :numref:`IDAS.Mathematics.ivp_sol`). - This routine can be used in both the cases wherethe backward problem does - and does not depend on the forward sensitivities. + The function :c:func:`IDASetEpsLinB` specifies the factor :math:`\epsilon_L` + by which the Krylov linear solver's convergence test constant is reduced from + the nonlinear iteration test constant. (See + :numref:`IDAS.Mathematics.ivp_sol`). This routine can be used in both the + cases where the backward problem does and does not depend on the forward + sensitivities. **Arguments:** * ``ida_mem`` -- pointer to the IDAS memory block. @@ -1306,8 +1307,8 @@ These may be accomplished through calling the following functions: * ``nrmfac`` -- the norm conversion factor. If ``nrmfac`` is: - :math:`> 0` then the provided value is used. - - :math:`= 0` then the conversion factor is computed using the vector length i.e., ``nrmfac = N_VGetLength(y)`` default. - - :math:`< 0` then the conversion factor is computed using the vector dot product ``nrmfac = N_VDotProd(v,v)`` where all the entries of ``v`` are one. + - :math:`= 0` then the conversion factor is computed using the vector length i.e., ``nrmfac = sqrt(N_VGetLength(y))`` default. + - :math:`< 0` then the conversion factor is computed using the vector dot product ``nrmfac = sqrt(N_VDotProd(v,v))`` where all the entries of ``v`` are one. **Return value:** * ``IDALS_SUCCESS`` -- The optional value has been successfully set. diff --git a/doc/idas/guide/source/Usage/SIM.rst b/doc/idas/guide/source/Usage/SIM.rst index 7fecc76a9f..9dd3b53843 100644 --- a/doc/idas/guide/source/Usage/SIM.rst +++ b/doc/idas/guide/source/Usage/SIM.rst @@ -1639,17 +1639,17 @@ requires that iterative linear solvers stop when the norm of the preconditioned residual satisfies .. math:: - \|r\| \le \frac{\epsilon_L \epsilon}{10} + \|r\| \le \epsilon_L \epsilon_N -where :math:`\epsilon` is the nonlinear solver tolerance, and the default +where :math:`\epsilon_N` is the nonlinear solver tolerance, and the default :math:`\epsilon_L = 0.05`; this value may be modified by the user through the :c:func:`IDASetEpsLin` function. .. c:function:: int IDASetEpsLin(void * ida_mem, sunrealtype eplifac) - The function :c:func:`IDASetEpsLin` specifies the factor by which the Krylov linear - solver's convergence test constant is reduced from the nonlinear iteration - test constant. + The function :c:func:`IDASetEpsLin` specifies the factor :math:`\epsilon_L` + by which the Krylov linear solver's convergence test constant is reduced from + the nonlinear iteration test constant. **Arguments:** * ``ida_mem`` -- pointer to the IDAS solver object. @@ -1687,10 +1687,10 @@ where :math:`\epsilon` is the nonlinear solver tolerance, and the default * If ``nrmfac > 0``, the provided value is used. * If ``nrmfac = 0`` then the conversion factor is computed using the - vector length i.e., ``nrmfac = N_VGetLength(y)`` (*default*). + vector length i.e., ``nrmfac = sqrt(N_VGetLength(y))`` (*default*). * If ``nrmfac < 0`` then the conversion factor is computed using the - vector dot product ``nrmfac = N_VDotProd(v,v)`` where all the entries of - ``v`` are one. + vector dot product ``nrmfac = sqrt(N_VDotProd(v,v))`` where all the + entries of ``v`` are one. **Return value:** * ``IDA_SUCCESS`` -- The optional value has been successfully set. @@ -1776,8 +1776,9 @@ nonlinear solver. .. c:function:: int IDASetNonlinConvCoef(void * ida_mem, sunrealtype nlscoef) - The function :c:func:`IDASetNonlinConvCoef` specifies the safety factor in the - nonlinear convergence test; see :eq:`IDAS_DAE_nls_test`. + The function :c:func:`IDASetNonlinConvCoef` specifies the safety factor + :math:`\epsilon_N` in the nonlinear convergence test; see + :eq:`IDAS_DAE_nls_test`. **Arguments:** * ``ida_mem`` -- pointer to the IDAS solver object. diff --git a/doc/shared/RecentChanges.rst b/doc/shared/RecentChanges.rst index 22e47b0213..6ea9105694 100644 --- a/doc/shared/RecentChanges.rst +++ b/doc/shared/RecentChanges.rst @@ -7,4 +7,6 @@ **Bug Fixes** +Fixed a bug where the factor provided by ``ARKodeSetEpsLin`` was scaled by 0.1. + **Deprecation Notices**