diff --git a/EXAMPLES/process_DATA_Par_files_to_update_their_parameters_from_a_main_file.py b/EXAMPLES/process_DATA_Par_files_to_update_their_parameters_from_a_main_file.py index cd60be09f..c428c7564 100755 --- a/EXAMPLES/process_DATA_Par_files_to_update_their_parameters_from_a_main_file.py +++ b/EXAMPLES/process_DATA_Par_files_to_update_their_parameters_from_a_main_file.py @@ -16,6 +16,7 @@ # USER PARAMETERS # deprecated parameter names which have been renamed +# format: , DEPRECATED_RENAMED_PARAMETERS = [ \ ("ABSORBING_CONDITIONS", "STACEY_ABSORBING_CONDITIONS"), \ ("ABSORB_INSTEAD_OF_FREE_SURFACE", "STACEY_INSTEAD_OF_FREE_SURFACE"), \ diff --git a/EXAMPLES/real_world/Moon_Apollo_impact/DATA/Par_file b/EXAMPLES/real_world/Moon_Apollo_impact/DATA/Par_file index 85470f870..53f22d610 100644 --- a/EXAMPLES/real_world/Moon_Apollo_impact/DATA/Par_file +++ b/EXAMPLES/real_world/Moon_Apollo_impact/DATA/Par_file @@ -176,7 +176,7 @@ SAVE_MESH_FILES = .true. LOCAL_PATH = ./DATABASES_MPI # interval at which we output time step info and max of norm of displacement -NTSTEP_BETWEEN_OUTPUT_INFO = 100 +NTSTEP_BETWEEN_OUTPUT_INFO = 2000 #----------------------------------------------------------- # diff --git a/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/XA.S12.BXE.semv b/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/XA.S12.BXE.semv index e131cf9b8..6bdf89a97 100644 --- a/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/XA.S12.BXE.semv +++ b/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/XA.S12.BXE.semv @@ -186,29 +186,29 @@ -3.06215978 0.00000000 -3.03815961 0.00000000 -3.01415968 0.00000000 - -2.99015975 -0.00000000 - -2.96615958 -0.00000000 - -2.94215965 -0.00000000 - -2.91815972 -0.00000000 - -2.89415979 -0.00000000 - -2.87015963 -0.00000000 - -2.84615970 -0.00000000 - -2.82215977 -0.00000000 - -2.79815960 -0.00000000 - -2.77415967 -0.00000000 - -2.75015974 -0.00000000 - -2.72615957 -0.00000000 - -2.70215964 -0.00000000 + -2.99015975 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-3.56254852E-11 + 472.377838 -3.32726902E-11 + 472.401855 -3.10975655E-11 + 472.425842 -2.90606358E-11 + 472.449829 -2.71211647E-11 + 472.473846 -2.52403758E-11 diff --git a/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/image.mesh-vs.jpg b/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/image.mesh-vs.jpg index 7c299b963..9fb32c9af 100644 Binary files a/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/image.mesh-vs.jpg and b/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/image.mesh-vs.jpg differ diff --git a/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_generate_databases.txt b/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_generate_databases.txt index 0e6ac265e..30bb193db 100644 --- a/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_generate_databases.txt +++ b/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_generate_databases.txt @@ -125,13 +125,13 @@ number of target materials: 2 target material ids : 2 3 - mesh dimensions : 302201.000 / 304128.312 / 100127.555 - mesh origins : 68606.7031 / -152295.188 / -100000.000 - mesh maximum extend : 304128.312 + domain dimensions : 302201.000 / 304128.312 / 44767.5508 + domain origins : 68606.7031 / -152295.188 / -44640.0000 + domain maximum extend : 304128.312 - mesh minimum element size : 667.939697 (m) + domain minimum element size : 667.939697 (m) estimated minimum wavelength : 834.924622 (m) - grid normalization factor : 304128.312 + normalization factor : 304128.312 perturbation distribution : von Karman perturbation correlation factor : 5.00000000 @@ -142,8 +142,8 @@ estimated number of grid points : 512 FFT using number of grid points : N = 512 FFT using power of 2 : npower_of_2 = 9 + FFT using memory size : 512.000000 MB grid spacing : dx = 595.163025 (m) - grid memory size : 512.000000 MB wavenumbers: k min/max = 6.27091360 / 1605.35388 dk increment = 6.27091360 @@ -155,28 +155,29 @@ starting 3D FFTs - perturbations: grid Nx/Ny/Nz = 508 / 512 / 169 - memory size = 167.679688 MB + perturbations: global grid Nx/Ny/Nz = 509 / 512 / 77 + memory size = 76.5488281 MB applying scaling: maximum amplitude = 0.40000000000000002 - perturbations: min/max = -0.399991184 / 0.391069293 - average = -1.16128152E-09 + perturbations (slice 0): min/max = -0.368992329 / 0.355440706 + average = 4.88540682E-04 - Elapsed time for perturbation setup in seconds = 18.2295113 + Elapsed time for perturbation setup in seconds = 17.1371899 - VTU file written: OUTPUT_FILES/perturbation_grid.vtu + saving perturbation grid... + VTU file written: ./DATABASES_MPI/proc000000_perturbation_grid.vtu - 10 % - elapsed time: 1.27569996E-02 s - 20 % - elapsed time: 2.52250005E-02 s - 30 % - elapsed time: 3.71670015E-02 s - 40 % - elapsed time: 4.87810001E-02 s - 50 % - elapsed time: 6.03430010E-02 s - 60 % - elapsed time: 7.21480027E-02 s - 70 % - elapsed time: 8.56750011E-02 s - 80 % - elapsed time: 9.89200026E-02 s - 90 % - elapsed time: 0.112524003 s - 100 % - elapsed time: 0.125644997 s + 10 % - elapsed time: 1.25540001E-02 s + 20 % - elapsed time: 2.54650004E-02 s + 30 % - elapsed time: 3.85349989E-02 s + 40 % - elapsed time: 5.07699996E-02 s + 50 % - elapsed time: 6.30740002E-02 s + 60 % - elapsed time: 7.54820034E-02 s + 70 % - elapsed time: 8.77399966E-02 s + 80 % - elapsed time: 0.100302003 s + 90 % - elapsed time: 0.112709999 s + 100 % - elapsed time: 0.125121996 s ...detecting acoustic-elastic-poroelastic surfaces total acoustic elements : 0 @@ -213,22 +214,22 @@ maximum number of elements per shared node = 16 node-to-element array memory required per slice = 32.8833618 (MB) - 10 % - elapsed time: 2.35520005E-02 s - 20 % - elapsed time: 5.37430011E-02 s - 30 % - elapsed time: 8.67870003E-02 s - 40 % - elapsed time: 0.117352001 s - 50 % - elapsed time: 0.150852993 s - 60 % - elapsed time: 0.181586996 s - 70 % - elapsed time: 0.211651996 s - 80 % - elapsed time: 0.226852000 s - 90 % - elapsed time: 0.235583007 s - 100 % - elapsed time: 0.243588999 s + 10 % - elapsed time: 3.11340000E-02 s + 20 % - elapsed time: 6.09939992E-02 s + 30 % - elapsed time: 8.78869966E-02 s + 40 % - elapsed time: 0.117748000 s + 50 % - elapsed time: 0.147819996 s + 60 % - elapsed time: 0.177922994 s + 70 % - elapsed time: 0.208180994 s + 80 % - elapsed time: 0.223324999 s + 90 % - elapsed time: 0.231123000 s + 100 % - elapsed time: 0.238732994 s maximum neighbors found per element = 37 (maximum neighbor of neighbors) = 167 total number of neighbors = 907748 - Elapsed time for detection of neighbors in seconds = 0.255811006 + Elapsed time for detection of neighbors in seconds = 0.250923991 ...saving mesh databases @@ -263,8 +264,8 @@ ******** - Model: P velocity min,max = 749.789429 7540.00000 - Model: S velocity min,max = 374.894745 4340.00000 + Model: P velocity min,max = 746.007202 7540.00000 + Model: S velocity min,max = 373.003601 4340.00000 Model: Poisson's ratio min,max = 0.252267480 0.333333403 ******** @@ -285,11 +286,11 @@ *** Min element size = 667.939697 *** Max/min ratio = 56.9153748 - *** Minimum period resolved = 16.5374680 (s) - *** (as frequency) = 6.04687482E-02 (Hz) - *** Maximum suggested time step = 2.34999992E-02 + *** Minimum period resolved = 16.5365238 (s) + *** (as frequency) = 6.04722016E-02 (Hz) + *** Maximum suggested time step = 2.40000002E-02 - Elapsed time for checking mesh resolution in seconds = 8.9690000000004488E-003 + Elapsed time for checking mesh resolution in seconds = 8.9019999999990773E-003 saving VTK files for Courant number and minimum period @@ -336,8 +337,8 @@ smallest and largest possible floating-point numbers are: 1.17549435E-38 3.40282347E+38 - Elapsed time for mesh generation and buffer creation in seconds = 36.5953522 - Elapsed time for mesh generation and buffer creation in hh:mm:ss = 0 h 00 m 36 s + Elapsed time for mesh generation and buffer creation in seconds = 23.1259575 + Elapsed time for mesh generation and buffer creation in hh:mm:ss = 0 h 00 m 23 s End of mesh generation diff --git a/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_meshfem3D.txt b/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_meshfem3D.txt index 15e6c0170..93d35d400 100644 --- a/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_meshfem3D.txt +++ b/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_meshfem3D.txt @@ -355,7 +355,7 @@ smallest and largest possible floating-point numbers are: 1.17549435E-38 3.40282347E+38 - Elapsed time for mesh generation and buffer creation in seconds = 0.392049015 + Elapsed time for mesh generation and buffer creation in seconds = 0.334390998 Elapsed time for mesh generation and buffer creation in hh:mm:ss = 0 h 00 m 00 s End of mesh generation diff --git a/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_solver.txt b/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_solver.txt index 0bef665f1..63aab4597 100644 --- a/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_solver.txt +++ b/EXAMPLES/real_world/Moon_Apollo_impact/REF_SEIS/output_solver.txt @@ -72,8 +72,8 @@ ******** - Model: P velocity min,max = 749.789429 7540.00000 - Model: S velocity min,max = 374.894745 4340.00000 + Model: P velocity min,max = 746.007202 7540.00000 + Model: S velocity min,max = 373.003601 4340.00000 Model: Poisson's ratio min,max = 0.252267480 0.333333403 ******** @@ -94,14 +94,14 @@ *** Min element size = 667.939697 *** Max/min ratio = 56.9153748 - *** Minimum period resolved = 16.5374680 (s) - *** (as frequency) = 6.04687482E-02 (Hz) - *** Maximum suggested time step = 2.34999992E-02 + *** Minimum period resolved = 16.5365238 (s) + *** (as frequency) = 6.04722016E-02 (Hz) + *** Maximum suggested time step = 2.40000002E-02 *** for DT : 2.4000000000000000E-002 - *** Max stability for wave velocities = 0.507479429 + *** Max stability for wave velocities = 0.499657393 - Elapsed time for checking mesh resolution in seconds = 1.3867999999999991E-002 + Elapsed time for checking mesh resolution in seconds = 9.4949999999999757E-003 saving VTK files for Courant number and minimum period @@ -130,7 +130,7 @@ actual number of nodes: 432863 tree memory size: 13.2099304 MB maximum depth : 24 - creation timing : 5.07739931E-02 (s) + creation timing : 5.05979955E-02 (s) sources: 1 @@ -199,7 +199,7 @@ maximum error in location of the sources: 0.00000000 m - Elapsed time for detection of sources in seconds = 4.73200018E-03 + Elapsed time for detection of sources in seconds = 8.20999965E-03 End of source detection - done @@ -283,7 +283,7 @@ maximum error in location of all the receivers: 2.27373675E-13 m - Elapsed time for receiver detection in seconds = 7.57599995E-03 + Elapsed time for receiver detection in seconds = 7.36900000E-03 End of receiver detection - done @@ -340,16 +340,16 @@ fused array done bandwidth test (STREAM TRIAD): memory accesses = 18.4968910 MB - timing min/max = 1.55599997E-03 s / 1.59799994E-03 s - timing avg = 1.57540001E-03 s - bandwidth = 11.4658947 GB/s + timing min/max = 1.54099998E-03 s / 1.63399999E-03 s + timing avg = 1.56530004E-03 s + bandwidth = 11.5398779 GB/s with force_vectorization: - timing min/max = 1.17900001E-03 s / 1.19800004E-03 s - timing avg = 1.19079999E-03 s - bandwidth = 15.1691046 GB/s + timing min/max = 1.18000002E-03 s / 1.24400004E-03 s + timing avg = 1.20119995E-03 s + bandwidth = 15.0377703 GB/s - Elapsed time for preparing timerun in seconds = 5.3522999999999987E-002 + Elapsed time for preparing timerun in seconds = 5.4850000000000065E-002 ************ time loop @@ -367,3029 +367,179 @@ Time step # 5 Time: -7.40615988 seconds - Elapsed time in seconds = 0.11450000000000005 + Elapsed time in seconds = 0.10379300000000002 Elapsed time in hh:mm:ss = 0 h 00 m 00 s - Mean elapsed time per time step in seconds = 2.29000002E-02 - Max norm displacement vector U in all slices (m) = 7.28907512E-09 + Mean elapsed time per time step in seconds = 2.07586009E-02 + Max norm displacement vector U in all slices (m) = 8.32525160E-09 Time steps done = 5 out of 20000 Time steps remaining = 19995 - Estimated remaining time in seconds = 457.885498 - Estimated remaining time in hh:mm:ss = 0 h 07 m 37 s - Estimated total run time in seconds = 458.000000 - Estimated total run time in hh:mm:ss = 0 h 07 m 38 s + Estimated remaining time in seconds = 415.068207 + Estimated remaining time in hh:mm:ss = 0 h 06 m 55 s + Estimated total run time in seconds = 415.171997 + Estimated total run time in hh:mm:ss = 0 h 06 m 55 s We have done 2.50000004E-02 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:27 + The run will finish approximately on (in local time): Thu Dec 11, 2025 17:38 ************************************************************ **** BEWARE: the above time estimates are not very reliable **** because fewer than 100 iterations have been performed ************************************************************ - Time step # 100 - Time: -5.12615967 seconds - Elapsed time in seconds = 2.5916060000000001 - Elapsed time in hh:mm:ss = 0 h 00 m 02 s - Mean elapsed time per time step in seconds = 2.59160604E-02 - Max norm displacement vector U in all slices (m) = 1.38479083E-06 - Time steps done = 100 out of 20000 - Time steps remaining = 19900 - Estimated remaining time in seconds = 515.729614 - Estimated remaining time in hh:mm:ss = 0 h 08 m 35 s - Estimated total run time in seconds = 518.321228 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s - We have done 0.500000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 200 - Time: -2.72615957 seconds - Elapsed time in seconds = 5.2641810000000007 - Elapsed time in hh:mm:ss = 0 h 00 m 05 s - Mean elapsed time per time step in seconds = 2.63209045E-02 - Max norm displacement vector U in all slices (m) = 1.25042079E-05 - Time steps done = 200 out of 20000 - Time steps remaining = 19800 - Estimated remaining time in seconds = 521.153931 - Estimated remaining time in hh:mm:ss = 0 h 08 m 41 s - Estimated total run time in seconds = 526.418091 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 1.00000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 300 - Time: -0.326159686 seconds - Elapsed time in seconds = 7.8644529999999992 - Elapsed time in hh:mm:ss = 0 h 00 m 07 s - Mean elapsed time per time step in seconds = 2.62148436E-02 - Max norm displacement vector U in all slices (m) = 3.19977989E-05 - Time steps done = 300 out of 20000 - Time steps remaining = 19700 - Estimated remaining time in seconds = 516.432434 - Estimated remaining time in hh:mm:ss = 0 h 08 m 36 s - Estimated total run time in seconds = 524.296875 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s - We have done 1.50000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 400 - Time: 2.07384038 seconds - Elapsed time in seconds = 10.484712999999999 - Elapsed time in hh:mm:ss = 0 h 00 m 10 s - Mean elapsed time per time step in seconds = 2.62117833E-02 - Max norm displacement vector U in all slices (m) = 1.98108373E-05 - Time steps done = 400 out of 20000 - Time steps remaining = 19600 - Estimated remaining time in seconds = 513.750916 - Estimated remaining time in hh:mm:ss = 0 h 08 m 33 s - Estimated total run time in seconds = 524.235657 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s - We have done 2.00000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 500 - Time: 4.47384024 seconds - Elapsed time in seconds = 13.120172999999999 - Elapsed time in hh:mm:ss = 0 h 00 m 13 s - Mean elapsed time per time step in seconds = 2.62403451E-02 - Max norm displacement vector U in all slices (m) = 2.90404842E-06 - Time steps done = 500 out of 20000 - Time steps remaining = 19500 - Estimated remaining time in seconds = 511.686737 - Estimated remaining time in hh:mm:ss = 0 h 08 m 31 s - Estimated total run time in seconds = 524.806946 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s - We have done 2.50000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 600 - Time: 6.87384033 seconds - Elapsed time in seconds = 15.743937000000001 - Elapsed time in hh:mm:ss = 0 h 00 m 15 s - Mean elapsed time per time step in seconds = 2.62398943E-02 - Max norm displacement vector U in all slices (m) = 4.07524055E-07 - Time steps done = 600 out of 20000 - Time steps remaining = 19400 - Estimated remaining time in seconds = 509.053955 - Estimated remaining time in hh:mm:ss = 0 h 08 m 29 s - Estimated total run time in seconds = 524.797913 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s - We have done 3.00000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 700 - Time: 9.27383995 seconds - Elapsed time in seconds = 18.352708000000000 - Elapsed time in hh:mm:ss = 0 h 00 m 18 s - Mean elapsed time per time step in seconds = 2.62181535E-02 - Max norm displacement vector U in all slices (m) = 3.33692725E-07 - Time steps done = 700 out of 20000 - Time steps remaining = 19300 - Estimated remaining time in seconds = 506.010376 - Estimated remaining time in hh:mm:ss = 0 h 08 m 26 s - Estimated total run time in seconds = 524.363098 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s - We have done 3.50000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 800 - Time: 11.6738405 seconds - Elapsed time in seconds = 20.994626000000000 - Elapsed time in hh:mm:ss = 0 h 00 m 20 s - Mean elapsed time per time step in seconds = 2.62432825E-02 - Max norm displacement vector U in all slices (m) = 2.98359367E-07 - Time steps done = 800 out of 20000 - Time steps remaining = 19200 - Estimated remaining time in seconds = 503.871033 - Estimated remaining time in hh:mm:ss = 0 h 08 m 23 s - Estimated total run time in seconds = 524.865662 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s - We have done 4.00000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 900 - Time: 14.0738401 seconds - Elapsed time in seconds = 23.611194000000001 - Elapsed time in hh:mm:ss = 0 h 00 m 23 s - Mean elapsed time per time step in seconds = 2.62346603E-02 - Max norm displacement vector U in all slices (m) = 2.86172991E-07 - Time steps done = 900 out of 20000 - Time steps remaining = 19100 - Estimated remaining time in seconds = 501.082001 - Estimated remaining time in hh:mm:ss = 0 h 08 m 21 s - Estimated total run time in seconds = 524.693176 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s - We have done 4.50000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 1000 - Time: 16.4738407 seconds - Elapsed time in seconds = 26.278662000000001 - Elapsed time in hh:mm:ss = 0 h 00 m 26 s - Mean elapsed time per time step in seconds = 2.62786616E-02 - Max norm displacement vector U in all slices (m) = 2.42822580E-07 - Time steps done = 1000 out of 20000 - Time steps remaining = 19000 - Estimated remaining time in seconds = 499.294586 - Estimated remaining time in hh:mm:ss = 0 h 08 m 19 s - Estimated total run time in seconds = 525.573242 - Estimated total run time in hh:mm:ss = 0 h 08 m 45 s - We have done 5.00000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 1100 - Time: 18.8738403 seconds - Elapsed time in seconds = 28.884589000000002 - Elapsed time in hh:mm:ss = 0 h 00 m 28 s - Mean elapsed time per time step in seconds = 2.62587164E-02 - Max norm displacement vector U in all slices (m) = 2.48153611E-07 - Time steps done = 1100 out of 20000 - Time steps remaining = 18900 - Estimated remaining time in seconds = 496.289764 - Estimated remaining time in hh:mm:ss = 0 h 08 m 16 s - Estimated total run time in seconds = 525.174316 - Estimated total run time in hh:mm:ss = 0 h 08 m 45 s - We have done 5.50000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 1200 - Time: 21.2738400 seconds - Elapsed time in seconds = 31.520108999999998 - Elapsed time in hh:mm:ss = 0 h 00 m 31 s - Mean elapsed time per time step in seconds = 2.62667574E-02 - Max norm displacement vector U in all slices (m) = 2.15589793E-07 - Time steps done = 1200 out of 20000 - Time steps remaining = 18800 - Estimated remaining time in seconds = 493.815033 - Estimated remaining time in hh:mm:ss = 0 h 08 m 13 s - Estimated total run time in seconds = 525.335144 - Estimated total run time in hh:mm:ss = 0 h 08 m 45 s - We have done 6.00000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 1300 - Time: 23.6738396 seconds - Elapsed time in seconds = 34.201984000000003 - Elapsed time in hh:mm:ss = 0 h 00 m 34 s - Mean elapsed time per time step in seconds = 2.63092183E-02 - Max norm displacement vector U in all slices (m) = 1.99454931E-07 - Time steps done = 1300 out of 20000 - Time steps remaining = 18700 - Estimated remaining time in seconds = 491.982391 - Estimated remaining time in hh:mm:ss = 0 h 08 m 11 s - Estimated total run time in seconds = 526.184387 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 6.50000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 1400 - Time: 26.0738411 seconds - Elapsed time in seconds = 36.866408000000000 - Elapsed time in hh:mm:ss = 0 h 00 m 36 s - Mean elapsed time per time step in seconds = 2.63331477E-02 - Max norm displacement vector U in all slices (m) = 1.87408205E-07 - Time steps done = 1400 out of 20000 - Time steps remaining = 18600 - Estimated remaining time in seconds = 489.796570 - Estimated remaining time in hh:mm:ss = 0 h 08 m 09 s - Estimated total run time in seconds = 526.662964 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 7.00000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 1500 - Time: 28.4738407 seconds - Elapsed time in seconds = 39.439778000000004 - Elapsed time in hh:mm:ss = 0 h 00 m 39 s - Mean elapsed time per time step in seconds = 2.62931846E-02 - Max norm displacement vector U in all slices (m) = 1.74606726E-07 - Time steps done = 1500 out of 20000 - Time steps remaining = 18500 - Estimated remaining time in seconds = 486.423920 - Estimated remaining time in hh:mm:ss = 0 h 08 m 06 s - Estimated total run time in seconds = 525.863708 - Estimated total run time in hh:mm:ss = 0 h 08 m 45 s - We have done 7.50000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 1600 - Time: 30.8738403 seconds - Elapsed time in seconds = 42.007209000000003 - Elapsed time in hh:mm:ss = 0 h 00 m 42 s - Mean elapsed time per time step in seconds = 2.62545049E-02 - Max norm displacement vector U in all slices (m) = 1.82181651E-07 - Time steps done = 1600 out of 20000 - Time steps remaining = 18400 - Estimated remaining time in seconds = 483.082916 - Estimated remaining time in hh:mm:ss = 0 h 08 m 03 s - Estimated total run time in seconds = 525.090088 - Estimated total run time in hh:mm:ss = 0 h 08 m 45 s - We have done 8.00000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 1700 - Time: 33.2738419 seconds - Elapsed time in seconds = 44.565792000000002 - Elapsed time in hh:mm:ss = 0 h 00 m 44 s - Mean elapsed time per time step in seconds = 2.62151714E-02 - Max norm displacement vector U in all slices (m) = 1.77769465E-07 - Time steps done = 1700 out of 20000 - Time steps remaining = 18300 - Estimated remaining time in seconds = 479.737640 - Estimated remaining time in hh:mm:ss = 0 h 07 m 59 s - Estimated total run time in seconds = 524.303406 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s - We have done 8.50000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 1800 - Time: 35.6738396 seconds - Elapsed time in seconds = 47.149135000000001 - Elapsed time in hh:mm:ss = 0 h 00 m 47 s - Mean elapsed time per time step in seconds = 2.61939634E-02 - Max norm displacement vector U in all slices (m) = 1.60958493E-07 - Time steps done = 1800 out of 20000 - Time steps remaining = 18200 - Estimated remaining time in seconds = 476.730133 - Estimated remaining time in hh:mm:ss = 0 h 07 m 56 s - Estimated total run time in seconds = 523.879272 - Estimated total run time in hh:mm:ss = 0 h 08 m 43 s - We have done 9.00000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 1900 - Time: 38.0738411 seconds - Elapsed time in seconds = 49.732992000000003 - Elapsed time in hh:mm:ss = 0 h 00 m 49 s - Mean elapsed time per time step in seconds = 2.61752587E-02 - Max norm displacement vector U in all slices (m) = 1.61944754E-07 - Time steps done = 1900 out of 20000 - Time steps remaining = 18100 - Estimated remaining time in seconds = 473.772186 - Estimated remaining time in hh:mm:ss = 0 h 07 m 53 s - Estimated total run time in seconds = 523.505188 - Estimated total run time in hh:mm:ss = 0 h 08 m 43 s - We have done 9.50000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - Time step # 2000 Time: 40.4738388 seconds - Elapsed time in seconds = 52.305888000000003 - Elapsed time in hh:mm:ss = 0 h 00 m 52 s - Mean elapsed time per time step in seconds = 2.61529442E-02 - Max norm displacement vector U in all slices (m) = 1.68062172E-07 + Elapsed time in seconds = 51.840968999999994 + Elapsed time in hh:mm:ss = 0 h 00 m 51 s + Mean elapsed time per time step in seconds = 2.59204842E-02 + Max norm displacement vector U in all slices (m) = 1.17532927E-07 Time steps done = 2000 out of 20000 Time steps remaining = 18000 - Estimated remaining time in seconds = 470.752991 - Estimated remaining time in hh:mm:ss = 0 h 07 m 50 s - Estimated total run time in seconds = 523.058899 - Estimated total run time in hh:mm:ss = 0 h 08 m 43 s + Estimated remaining time in seconds = 466.568726 + Estimated remaining time in hh:mm:ss = 0 h 07 m 46 s + Estimated total run time in seconds = 518.409668 + Estimated total run time in hh:mm:ss = 0 h 08 m 38 s We have done 10.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 2100 - Time: 42.8738403 seconds - Elapsed time in seconds = 55.026820999999998 - Elapsed time in hh:mm:ss = 0 h 00 m 55 s - Mean elapsed time per time step in seconds = 2.62032486E-02 - Max norm displacement vector U in all slices (m) = 1.36860791E-07 - Time steps done = 2100 out of 20000 - Time steps remaining = 17900 - Estimated remaining time in seconds = 469.038147 - Estimated remaining time in hh:mm:ss = 0 h 07 m 49 s - Estimated total run time in seconds = 524.064941 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s - We have done 10.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 2200 - Time: 45.2738419 seconds - Elapsed time in seconds = 57.743963999999998 - Elapsed time in hh:mm:ss = 0 h 00 m 57 s - Mean elapsed time per time step in seconds = 2.62472555E-02 - Max norm displacement vector U in all slices (m) = 1.56652561E-07 - Time steps done = 2200 out of 20000 - Time steps remaining = 17800 - Estimated remaining time in seconds = 467.201172 - Estimated remaining time in hh:mm:ss = 0 h 07 m 47 s - Estimated total run time in seconds = 524.945129 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s - We have done 11.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 2300 - Time: 47.6738396 seconds - Elapsed time in seconds = 60.461485000000003 - Elapsed time in hh:mm:ss = 0 h 01 m 00 s - Mean elapsed time per time step in seconds = 2.62876023E-02 - Max norm displacement vector U in all slices (m) = 1.27239119E-07 - Time steps done = 2300 out of 20000 - Time steps remaining = 17700 - Estimated remaining time in seconds = 465.290558 - Estimated remaining time in hh:mm:ss = 0 h 07 m 45 s - Estimated total run time in seconds = 525.752014 - Estimated total run time in hh:mm:ss = 0 h 08 m 45 s - We have done 11.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 2400 - Time: 50.0738411 seconds - Elapsed time in seconds = 63.119623000000004 - Elapsed time in hh:mm:ss = 0 h 01 m 03 s - Mean elapsed time per time step in seconds = 2.62998436E-02 - Max norm displacement vector U in all slices (m) = 1.42010194E-07 - Time steps done = 2400 out of 20000 - Time steps remaining = 17600 - Estimated remaining time in seconds = 462.877228 - Estimated remaining time in hh:mm:ss = 0 h 07 m 42 s - Estimated total run time in seconds = 525.996887 - Estimated total run time in hh:mm:ss = 0 h 08 m 45 s - We have done 12.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 2500 - Time: 52.4738388 seconds - Elapsed time in seconds = 65.750135000000000 - Elapsed time in hh:mm:ss = 0 h 01 m 05 s - Mean elapsed time per time step in seconds = 2.63000540E-02 - Max norm displacement vector U in all slices (m) = 1.42929821E-07 - Time steps done = 2500 out of 20000 - Time steps remaining = 17500 - Estimated remaining time in seconds = 460.250946 - Estimated remaining time in hh:mm:ss = 0 h 07 m 40 s - Estimated total run time in seconds = 526.001099 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 12.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 2600 - Time: 54.8738403 seconds - Elapsed time in seconds = 68.391841999999997 - Elapsed time in hh:mm:ss = 0 h 01 m 08 s - Mean elapsed time per time step in seconds = 2.63045542E-02 - Max norm displacement vector U in all slices (m) = 1.28692108E-07 - Time steps done = 2600 out of 20000 - Time steps remaining = 17400 - Estimated remaining time in seconds = 457.699249 - Estimated remaining time in hh:mm:ss = 0 h 07 m 37 s - Estimated total run time in seconds = 526.091064 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 13.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 2700 - Time: 57.2738419 seconds - Elapsed time in seconds = 71.070999999999998 - Elapsed time in hh:mm:ss = 0 h 01 m 11 s - Mean elapsed time per time step in seconds = 2.63225920E-02 - Max norm displacement vector U in all slices (m) = 1.46275326E-07 - Time steps done = 2700 out of 20000 - Time steps remaining = 17300 - Estimated remaining time in seconds = 455.380859 - Estimated remaining time in hh:mm:ss = 0 h 07 m 35 s - Estimated total run time in seconds = 526.451843 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 13.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 2800 - Time: 59.6738396 seconds - Elapsed time in seconds = 73.771196000000003 - Elapsed time in hh:mm:ss = 0 h 01 m 13 s - Mean elapsed time per time step in seconds = 2.63468549E-02 - Max norm displacement vector U in all slices (m) = 1.40058617E-07 - Time steps done = 2800 out of 20000 - Time steps remaining = 17200 - Estimated remaining time in seconds = 453.165924 - Estimated remaining time in hh:mm:ss = 0 h 07 m 33 s - Estimated total run time in seconds = 526.937134 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 14.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 2900 - Time: 62.0738411 seconds - Elapsed time in seconds = 76.439231000000007 - Elapsed time in hh:mm:ss = 0 h 01 m 16 s - Mean elapsed time per time step in seconds = 2.63583548E-02 - Max norm displacement vector U in all slices (m) = 1.29129120E-07 - Time steps done = 2900 out of 20000 - Time steps remaining = 17100 - Estimated remaining time in seconds = 450.727875 - Estimated remaining time in hh:mm:ss = 0 h 07 m 30 s - Estimated total run time in seconds = 527.167114 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 14.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 3000 - Time: 64.4738388 seconds - Elapsed time in seconds = 79.088650000000001 - Elapsed time in hh:mm:ss = 0 h 01 m 19 s - Mean elapsed time per time step in seconds = 2.63628829E-02 - Max norm displacement vector U in all slices (m) = 1.35410232E-07 - Time steps done = 3000 out of 20000 - Time steps remaining = 17000 - Estimated remaining time in seconds = 448.169006 - Estimated remaining time in hh:mm:ss = 0 h 07 m 28 s - Estimated total run time in seconds = 527.257690 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 15.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 3100 - Time: 66.8738403 seconds - Elapsed time in seconds = 81.694738999999998 - Elapsed time in hh:mm:ss = 0 h 01 m 21 s - Mean elapsed time per time step in seconds = 2.63531413E-02 - Max norm displacement vector U in all slices (m) = 1.32531355E-07 - Time steps done = 3100 out of 20000 - Time steps remaining = 16900 - Estimated remaining time in seconds = 445.368103 - Estimated remaining time in hh:mm:ss = 0 h 07 m 25 s - Estimated total run time in seconds = 527.062805 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 15.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 3200 - Time: 69.2738419 seconds - Elapsed time in seconds = 84.302617999999995 - Elapsed time in hh:mm:ss = 0 h 01 m 24 s - Mean elapsed time per time step in seconds = 2.63445675E-02 - Max norm displacement vector U in all slices (m) = 1.26957460E-07 - Time steps done = 3200 out of 20000 - Time steps remaining = 16800 - Estimated remaining time in seconds = 442.588745 - Estimated remaining time in hh:mm:ss = 0 h 07 m 22 s - Estimated total run time in seconds = 526.891357 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 16.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 3300 - Time: 71.6738434 seconds - Elapsed time in seconds = 86.864311000000001 - Elapsed time in hh:mm:ss = 0 h 01 m 26 s - Mean elapsed time per time step in seconds = 2.63225194E-02 - Max norm displacement vector U in all slices (m) = 1.39609540E-07 - Time steps done = 3300 out of 20000 - Time steps remaining = 16700 - Estimated remaining time in seconds = 439.586060 - Estimated remaining time in hh:mm:ss = 0 h 07 m 19 s - Estimated total run time in seconds = 526.450378 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 16.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 3400 - Time: 74.0738373 seconds - Elapsed time in seconds = 89.447578000000007 - Elapsed time in hh:mm:ss = 0 h 01 m 29 s - Mean elapsed time per time step in seconds = 2.63081118E-02 - Max norm displacement vector U in all slices (m) = 1.11019219E-07 - Time steps done = 3400 out of 20000 - Time steps remaining = 16600 - Estimated remaining time in seconds = 436.714661 - Estimated remaining time in hh:mm:ss = 0 h 07 m 16 s - Estimated total run time in seconds = 526.162231 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 17.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 3500 - Time: 76.4738388 seconds - Elapsed time in seconds = 92.077736000000002 - Elapsed time in hh:mm:ss = 0 h 01 m 32 s - Mean elapsed time per time step in seconds = 2.63079237E-02 - Max norm displacement vector U in all slices (m) = 1.23283698E-07 - Time steps done = 3500 out of 20000 - Time steps remaining = 16500 - Estimated remaining time in seconds = 434.080750 - Estimated remaining time in hh:mm:ss = 0 h 07 m 14 s - Estimated total run time in seconds = 526.158508 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 17.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 3600 - Time: 78.8738403 seconds - Elapsed time in seconds = 94.673673000000008 - Elapsed time in hh:mm:ss = 0 h 01 m 34 s - Mean elapsed time per time step in seconds = 2.62982417E-02 - Max norm displacement vector U in all slices (m) = 1.16392812E-07 - Time steps done = 3600 out of 20000 - Time steps remaining = 16400 - Estimated remaining time in seconds = 431.291168 - Estimated remaining time in hh:mm:ss = 0 h 07 m 11 s - Estimated total run time in seconds = 525.964844 - Estimated total run time in hh:mm:ss = 0 h 08 m 45 s - We have done 18.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 3700 - Time: 81.2738419 seconds - Elapsed time in seconds = 97.342692999999997 - Elapsed time in hh:mm:ss = 0 h 01 m 37 s - Mean elapsed time per time step in seconds = 2.63088364E-02 - Max norm displacement vector U in all slices (m) = 1.08953948E-07 - Time steps done = 3700 out of 20000 - Time steps remaining = 16300 - Estimated remaining time in seconds = 428.834015 - Estimated remaining time in hh:mm:ss = 0 h 07 m 08 s - Estimated total run time in seconds = 526.176697 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 18.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 3800 - Time: 83.6738434 seconds - Elapsed time in seconds = 100.12340400000001 - Elapsed time in hh:mm:ss = 0 h 01 m 40 s - Mean elapsed time per time step in seconds = 2.63482649E-02 - Max norm displacement vector U in all slices (m) = 1.21277708E-07 - Time steps done = 3800 out of 20000 - Time steps remaining = 16200 - Estimated remaining time in seconds = 426.841888 - Estimated remaining time in hh:mm:ss = 0 h 07 m 06 s - Estimated total run time in seconds = 526.965271 - Estimated total run time in hh:mm:ss = 0 h 08 m 46 s - We have done 19.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 3900 - Time: 86.0738373 seconds - Elapsed time in seconds = 102.85156100000000 - Elapsed time in hh:mm:ss = 0 h 01 m 42 s - Mean elapsed time per time step in seconds = 2.63721943E-02 - Max norm displacement vector U in all slices (m) = 1.17196528E-07 - Time steps done = 3900 out of 20000 - Time steps remaining = 16100 - Estimated remaining time in seconds = 424.592346 - Estimated remaining time in hh:mm:ss = 0 h 07 m 04 s - Estimated total run time in seconds = 527.443909 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 19.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 + The run will finish approximately on (in local time): Thu Dec 11, 2025 17:40 Time step # 4000 Time: 88.4738388 seconds - Elapsed time in seconds = 105.66052600000000 - Elapsed time in hh:mm:ss = 0 h 01 m 45 s - Mean elapsed time per time step in seconds = 2.64151320E-02 - Max norm displacement vector U in all slices (m) = 1.14987074E-07 + Elapsed time in seconds = 104.84153300000000 + Elapsed time in hh:mm:ss = 0 h 01 m 44 s + Mean elapsed time per time step in seconds = 2.62103826E-02 + Max norm displacement vector U in all slices (m) = 7.73813582E-08 Time steps done = 4000 out of 20000 Time steps remaining = 16000 - Estimated remaining time in seconds = 422.642090 - Estimated remaining time in hh:mm:ss = 0 h 07 m 02 s - Estimated total run time in seconds = 528.302612 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s + Estimated remaining time in seconds = 419.366119 + Estimated remaining time in hh:mm:ss = 0 h 06 m 59 s + Estimated total run time in seconds = 524.207642 + Estimated total run time in hh:mm:ss = 0 h 08 m 44 s We have done 20.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 4100 - Time: 90.8738403 seconds - Elapsed time in seconds = 108.38037300000001 - Elapsed time in hh:mm:ss = 0 h 01 m 48 s - Mean elapsed time per time step in seconds = 2.64342371E-02 - Max norm displacement vector U in all slices (m) = 1.14304257E-07 - Time steps done = 4100 out of 20000 - Time steps remaining = 15900 - Estimated remaining time in seconds = 420.304382 - Estimated remaining time in hh:mm:ss = 0 h 07 m 00 s - Estimated total run time in seconds = 528.684753 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s - We have done 20.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 4200 - Time: 93.2738419 seconds - Elapsed time in seconds = 111.08290300000000 - Elapsed time in hh:mm:ss = 0 h 01 m 51 s - Mean elapsed time per time step in seconds = 2.64483094E-02 - Max norm displacement vector U in all slices (m) = 1.07249647E-07 - Time steps done = 4200 out of 20000 - Time steps remaining = 15800 - Estimated remaining time in seconds = 417.883301 - Estimated remaining time in hh:mm:ss = 0 h 06 m 57 s - Estimated total run time in seconds = 528.966187 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s - We have done 21.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 4300 - Time: 95.6738434 seconds - Elapsed time in seconds = 113.65616100000000 - Elapsed time in hh:mm:ss = 0 h 01 m 53 s - Mean elapsed time per time step in seconds = 2.64316648E-02 - Max norm displacement vector U in all slices (m) = 1.10046400E-07 - Time steps done = 4300 out of 20000 - Time steps remaining = 15700 - Estimated remaining time in seconds = 414.977142 - Estimated remaining time in hh:mm:ss = 0 h 06 m 54 s - Estimated total run time in seconds = 528.633301 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s - We have done 21.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 4400 - Time: 98.0738373 seconds - Elapsed time in seconds = 116.21720700000000 - Elapsed time in hh:mm:ss = 0 h 01 m 56 s - Mean elapsed time per time step in seconds = 2.64130011E-02 - Max norm displacement vector U in all slices (m) = 1.00572663E-07 - Time steps done = 4400 out of 20000 - Time steps remaining = 15600 - Estimated remaining time in seconds = 412.042816 - Estimated remaining time in hh:mm:ss = 0 h 06 m 52 s - Estimated total run time in seconds = 528.260010 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s - We have done 22.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 4500 - Time: 100.473839 seconds - Elapsed time in seconds = 118.77363300000000 - Elapsed time in hh:mm:ss = 0 h 01 m 58 s - Mean elapsed time per time step in seconds = 2.63941400E-02 - Max norm displacement vector U in all slices (m) = 1.00766236E-07 - Time steps done = 4500 out of 20000 - Time steps remaining = 15500 - Estimated remaining time in seconds = 409.109192 - Estimated remaining time in hh:mm:ss = 0 h 06 m 49 s - Estimated total run time in seconds = 527.882812 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 22.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 4600 - Time: 102.873840 seconds - Elapsed time in seconds = 121.35417500000000 - Elapsed time in hh:mm:ss = 0 h 02 m 01 s - Mean elapsed time per time step in seconds = 2.63813417E-02 - Max norm displacement vector U in all slices (m) = 9.88919169E-08 - Time steps done = 4600 out of 20000 - Time steps remaining = 15400 - Estimated remaining time in seconds = 406.272675 - Estimated remaining time in hh:mm:ss = 0 h 06 m 46 s - Estimated total run time in seconds = 527.626831 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 23.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 4700 - Time: 105.273842 seconds - Elapsed time in seconds = 123.96099599999999 - Elapsed time in hh:mm:ss = 0 h 02 m 03 s - Mean elapsed time per time step in seconds = 2.63746809E-02 - Max norm displacement vector U in all slices (m) = 9.22231891E-08 - Time steps done = 4700 out of 20000 - Time steps remaining = 15300 - Estimated remaining time in seconds = 403.532593 - Estimated remaining time in hh:mm:ss = 0 h 06 m 43 s - Estimated total run time in seconds = 527.493591 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 23.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 4800 - Time: 107.673843 seconds - Elapsed time in seconds = 126.57426800000000 - Elapsed time in hh:mm:ss = 0 h 02 m 06 s - Mean elapsed time per time step in seconds = 2.63696387E-02 - Max norm displacement vector U in all slices (m) = 9.28551884E-08 - Time steps done = 4800 out of 20000 - Time steps remaining = 15200 - Estimated remaining time in seconds = 400.818512 - Estimated remaining time in hh:mm:ss = 0 h 06 m 40 s - Estimated total run time in seconds = 527.392761 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 24.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 4900 - Time: 110.073837 seconds - Elapsed time in seconds = 129.19489499999997 - Elapsed time in hh:mm:ss = 0 h 02 m 09 s - Mean elapsed time per time step in seconds = 2.63663046E-02 - Max norm displacement vector U in all slices (m) = 9.89977735E-08 - Time steps done = 4900 out of 20000 - Time steps remaining = 15100 - Estimated remaining time in seconds = 398.131195 - Estimated remaining time in hh:mm:ss = 0 h 06 m 38 s - Estimated total run time in seconds = 527.326111 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 24.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 5000 - Time: 112.473839 seconds - Elapsed time in seconds = 131.78351899999998 - Elapsed time in hh:mm:ss = 0 h 02 m 11 s - Mean elapsed time per time step in seconds = 2.63567045E-02 - Max norm displacement vector U in all slices (m) = 9.67572475E-08 - Time steps done = 5000 out of 20000 - Time steps remaining = 15000 - Estimated remaining time in seconds = 395.350555 - Estimated remaining time in hh:mm:ss = 0 h 06 m 35 s - Estimated total run time in seconds = 527.134094 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 25.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 5100 - Time: 114.873840 seconds - Elapsed time in seconds = 134.55115699999999 - Elapsed time in hh:mm:ss = 0 h 02 m 14 s - Mean elapsed time per time step in seconds = 2.63825804E-02 - Max norm displacement vector U in all slices (m) = 9.26841892E-08 - Time steps done = 5100 out of 20000 - Time steps remaining = 14900 - Estimated remaining time in seconds = 393.100433 - Estimated remaining time in hh:mm:ss = 0 h 06 m 33 s - Estimated total run time in seconds = 527.651611 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s - We have done 25.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 5200 - Time: 117.273842 seconds - Elapsed time in seconds = 137.28661299999999 - Elapsed time in hh:mm:ss = 0 h 02 m 17 s - Mean elapsed time per time step in seconds = 2.64012720E-02 - Max norm displacement vector U in all slices (m) = 8.65446310E-08 - Time steps done = 5200 out of 20000 - Time steps remaining = 14800 - Estimated remaining time in seconds = 390.738831 - Estimated remaining time in hh:mm:ss = 0 h 06 m 30 s - Estimated total run time in seconds = 528.025452 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s - We have done 26.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 5300 - Time: 119.673843 seconds - Elapsed time in seconds = 139.96789500000000 - Elapsed time in hh:mm:ss = 0 h 02 m 19 s - Mean elapsed time per time step in seconds = 2.64090374E-02 - Max norm displacement vector U in all slices (m) = 9.43587608E-08 - Time steps done = 5300 out of 20000 - Time steps remaining = 14700 - Estimated remaining time in seconds = 388.212830 - Estimated remaining time in hh:mm:ss = 0 h 06 m 28 s - Estimated total run time in seconds = 528.180725 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s - We have done 26.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 5400 - Time: 122.073837 seconds - Elapsed time in seconds = 142.62753300000000 - Elapsed time in hh:mm:ss = 0 h 02 m 22 s - Mean elapsed time per time step in seconds = 2.64125057E-02 - Max norm displacement vector U in all slices (m) = 7.86444190E-08 - Time steps done = 5400 out of 20000 - Time steps remaining = 14600 - Estimated remaining time in seconds = 385.622589 - Estimated remaining time in hh:mm:ss = 0 h 06 m 25 s - Estimated total run time in seconds = 528.250122 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s - We have done 27.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 5500 - Time: 124.473839 seconds - Elapsed time in seconds = 145.39348600000000 - Elapsed time in hh:mm:ss = 0 h 02 m 25 s - Mean elapsed time per time step in seconds = 2.64351796E-02 - Max norm displacement vector U in all slices (m) = 8.63990408E-08 - Time steps done = 5500 out of 20000 - Time steps remaining = 14500 - Estimated remaining time in seconds = 383.310089 - Estimated remaining time in hh:mm:ss = 0 h 06 m 23 s - Estimated total run time in seconds = 528.703613 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s - We have done 27.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 5600 - Time: 126.873840 seconds - Elapsed time in seconds = 148.08204899999998 - Elapsed time in hh:mm:ss = 0 h 02 m 28 s - Mean elapsed time per time step in seconds = 2.64432225E-02 - Max norm displacement vector U in all slices (m) = 8.47858246E-08 - Time steps done = 5600 out of 20000 - Time steps remaining = 14400 - Estimated remaining time in seconds = 380.782410 - Estimated remaining time in hh:mm:ss = 0 h 06 m 20 s - Estimated total run time in seconds = 528.864441 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s - We have done 28.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 5700 - Time: 129.273834 seconds - Elapsed time in seconds = 150.99468899999999 - Elapsed time in hh:mm:ss = 0 h 02 m 30 s - Mean elapsed time per time step in seconds = 2.64902972E-02 - Max norm displacement vector U in all slices (m) = 8.49799946E-08 - Time steps done = 5700 out of 20000 - Time steps remaining = 14300 - Estimated remaining time in seconds = 378.811249 - Estimated remaining time in hh:mm:ss = 0 h 06 m 18 s - Estimated total run time in seconds = 529.805908 - Estimated total run time in hh:mm:ss = 0 h 08 m 49 s - We have done 28.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 5800 - Time: 131.673843 seconds - Elapsed time in seconds = 153.69327999999999 - Elapsed time in hh:mm:ss = 0 h 02 m 33 s - Mean elapsed time per time step in seconds = 2.64988411E-02 - Max norm displacement vector U in all slices (m) = 9.12616684E-08 - Time steps done = 5800 out of 20000 - Time steps remaining = 14200 - Estimated remaining time in seconds = 376.283539 - Estimated remaining time in hh:mm:ss = 0 h 06 m 16 s - Estimated total run time in seconds = 529.976807 - Estimated total run time in hh:mm:ss = 0 h 08 m 49 s - We have done 29.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 5900 - Time: 134.073837 seconds - Elapsed time in seconds = 156.64947500000000 - Elapsed time in hh:mm:ss = 0 h 02 m 36 s - Mean elapsed time per time step in seconds = 2.65507586E-02 - Max norm displacement vector U in all slices (m) = 8.45910648E-08 - Time steps done = 5900 out of 20000 - Time steps remaining = 14100 - Estimated remaining time in seconds = 374.365692 - Estimated remaining time in hh:mm:ss = 0 h 06 m 14 s - Estimated total run time in seconds = 531.015198 - Estimated total run time in hh:mm:ss = 0 h 08 m 51 s - We have done 29.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 + The run will finish approximately on (in local time): Thu Dec 11, 2025 17:40 Time step # 6000 Time: 136.473846 seconds - Elapsed time in seconds = 159.90397800000000 - Elapsed time in hh:mm:ss = 0 h 02 m 39 s - Mean elapsed time per time step in seconds = 2.66506635E-02 - Max norm displacement vector U in all slices (m) = 8.61663239E-08 + Elapsed time in seconds = 158.39804900000001 + Elapsed time in hh:mm:ss = 0 h 02 m 38 s + Mean elapsed time per time step in seconds = 2.63996758E-02 + Max norm displacement vector U in all slices (m) = 6.60453097E-08 Time steps done = 6000 out of 20000 Time steps remaining = 14000 - Estimated remaining time in seconds = 373.109283 - Estimated remaining time in hh:mm:ss = 0 h 06 m 13 s - Estimated total run time in seconds = 533.013245 - Estimated total run time in hh:mm:ss = 0 h 08 m 53 s + Estimated remaining time in seconds = 369.595459 + Estimated remaining time in hh:mm:ss = 0 h 06 m 09 s + Estimated total run time in seconds = 527.993469 + Estimated total run time in hh:mm:ss = 0 h 08 m 47 s We have done 30.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 6100 - Time: 138.873840 seconds - Elapsed time in seconds = 162.65056999999999 - Elapsed time in hh:mm:ss = 0 h 02 m 42 s - Mean elapsed time per time step in seconds = 2.66640279E-02 - Max norm displacement vector U in all slices (m) = 7.49461222E-08 - Time steps done = 6100 out of 20000 - Time steps remaining = 13900 - Estimated remaining time in seconds = 370.629974 - Estimated remaining time in hh:mm:ss = 0 h 06 m 10 s - Estimated total run time in seconds = 533.280579 - Estimated total run time in hh:mm:ss = 0 h 08 m 53 s - We have done 30.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 6200 - Time: 141.273834 seconds - Elapsed time in seconds = 165.68014499999998 - Elapsed time in hh:mm:ss = 0 h 02 m 45 s - Mean elapsed time per time step in seconds = 2.67226044E-02 - Max norm displacement vector U in all slices (m) = 7.03810841E-08 - Time steps done = 6200 out of 20000 - Time steps remaining = 13800 - Estimated remaining time in seconds = 368.771942 - Estimated remaining time in hh:mm:ss = 0 h 06 m 08 s - Estimated total run time in seconds = 534.452087 - Estimated total run time in hh:mm:ss = 0 h 08 m 54 s - We have done 31.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 6300 - Time: 143.673843 seconds - Elapsed time in seconds = 168.32194699999999 - Elapsed time in hh:mm:ss = 0 h 02 m 48 s - Mean elapsed time per time step in seconds = 2.67177690E-02 - Max norm displacement vector U in all slices (m) = 7.38686694E-08 - Time steps done = 6300 out of 20000 - Time steps remaining = 13700 - Estimated remaining time in seconds = 366.033447 - Estimated remaining time in hh:mm:ss = 0 h 06 m 06 s - Estimated total run time in seconds = 534.355408 - Estimated total run time in hh:mm:ss = 0 h 08 m 54 s - We have done 31.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 6400 - Time: 146.073837 seconds - Elapsed time in seconds = 171.32869799999997 - Elapsed time in hh:mm:ss = 0 h 02 m 51 s - Mean elapsed time per time step in seconds = 2.67701093E-02 - Max norm displacement vector U in all slices (m) = 7.57845910E-08 - Time steps done = 6400 out of 20000 - Time steps remaining = 13600 - Estimated remaining time in seconds = 364.073486 - Estimated remaining time in hh:mm:ss = 0 h 06 m 04 s - Estimated total run time in seconds = 535.402161 - Estimated total run time in hh:mm:ss = 0 h 08 m 55 s - We have done 32.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 6500 - Time: 148.473846 seconds - Elapsed time in seconds = 177.39318000000000 - Elapsed time in hh:mm:ss = 0 h 02 m 57 s - Mean elapsed time per time step in seconds = 2.72912588E-02 - Max norm displacement vector U in all slices (m) = 6.68743212E-08 - Time steps done = 6500 out of 20000 - Time steps remaining = 13500 - Estimated remaining time in seconds = 368.431976 - Estimated remaining time in hh:mm:ss = 0 h 06 m 08 s - Estimated total run time in seconds = 545.825195 - Estimated total run time in hh:mm:ss = 0 h 09 m 05 s - We have done 32.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 6600 - Time: 150.873840 seconds - Elapsed time in seconds = 180.04605599999999 - Elapsed time in hh:mm:ss = 0 h 03 m 00 s - Mean elapsed time per time step in seconds = 2.72797048E-02 - Max norm displacement vector U in all slices (m) = 7.43370734E-08 - Time steps done = 6600 out of 20000 - Time steps remaining = 13400 - Estimated remaining time in seconds = 365.548065 - Estimated remaining time in hh:mm:ss = 0 h 06 m 05 s - Estimated total run time in seconds = 545.594116 - Estimated total run time in hh:mm:ss = 0 h 09 m 05 s - We have done 33.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 6700 - Time: 153.273834 seconds - Elapsed time in seconds = 182.64920999999998 - Elapsed time in hh:mm:ss = 0 h 03 m 02 s - Mean elapsed time per time step in seconds = 2.72610765E-02 - Max norm displacement vector U in all slices (m) = 7.45557713E-08 - Time steps done = 6700 out of 20000 - Time steps remaining = 13300 - Estimated remaining time in seconds = 362.572327 - Estimated remaining time in hh:mm:ss = 0 h 06 m 02 s - Estimated total run time in seconds = 545.221497 - Estimated total run time in hh:mm:ss = 0 h 09 m 05 s - We have done 33.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 6800 - Time: 155.673843 seconds - Elapsed time in seconds = 185.68203699999998 - Elapsed time in hh:mm:ss = 0 h 03 m 05 s - Mean elapsed time per time step in seconds = 2.73061823E-02 - Max norm displacement vector U in all slices (m) = 7.46712701E-08 - Time steps done = 6800 out of 20000 - Time steps remaining = 13200 - Estimated remaining time in seconds = 360.441589 - Estimated remaining time in hh:mm:ss = 0 h 06 m 00 s - Estimated total run time in seconds = 546.123657 - Estimated total run time in hh:mm:ss = 0 h 09 m 06 s - We have done 34.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 6900 - Time: 158.073837 seconds - Elapsed time in seconds = 188.63511799999998 - Elapsed time in hh:mm:ss = 0 h 03 m 08 s - Mean elapsed time per time step in seconds = 2.73384228E-02 - Max norm displacement vector U in all slices (m) = 9.00843276E-08 - Time steps done = 6900 out of 20000 - Time steps remaining = 13100 - Estimated remaining time in seconds = 358.133331 - Estimated remaining time in hh:mm:ss = 0 h 05 m 58 s - Estimated total run time in seconds = 546.768433 - Estimated total run time in hh:mm:ss = 0 h 09 m 06 s - We have done 34.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 7000 - Time: 160.473846 seconds - Elapsed time in seconds = 191.45971200000000 - Elapsed time in hh:mm:ss = 0 h 03 m 11 s - Mean elapsed time per time step in seconds = 2.73513868E-02 - Max norm displacement vector U in all slices (m) = 7.75662770E-08 - Time steps done = 7000 out of 20000 - Time steps remaining = 13000 - Estimated remaining time in seconds = 355.568024 - Estimated remaining time in hh:mm:ss = 0 h 05 m 55 s - Estimated total run time in seconds = 547.027771 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 35.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 7100 - Time: 162.873840 seconds - Elapsed time in seconds = 194.24330999999998 - Elapsed time in hh:mm:ss = 0 h 03 m 14 s - Mean elapsed time per time step in seconds = 2.73582134E-02 - Max norm displacement vector U in all slices (m) = 7.15875430E-08 - Time steps done = 7100 out of 20000 - Time steps remaining = 12900 - Estimated remaining time in seconds = 352.920929 - Estimated remaining time in hh:mm:ss = 0 h 05 m 52 s - Estimated total run time in seconds = 547.164246 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 35.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 7200 - Time: 165.273834 seconds - Elapsed time in seconds = 196.99020399999998 - Elapsed time in hh:mm:ss = 0 h 03 m 16 s - Mean elapsed time per time step in seconds = 2.73597501E-02 - Max norm displacement vector U in all slices (m) = 7.00009082E-08 - Time steps done = 7200 out of 20000 - Time steps remaining = 12800 - Estimated remaining time in seconds = 350.204803 - Estimated remaining time in hh:mm:ss = 0 h 05 m 50 s - Estimated total run time in seconds = 547.195007 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 36.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 7300 - Time: 167.673843 seconds - Elapsed time in seconds = 199.58492400000000 - Elapsed time in hh:mm:ss = 0 h 03 m 19 s - Mean elapsed time per time step in seconds = 2.73404010E-02 - Max norm displacement vector U in all slices (m) = 7.01545204E-08 - Time steps done = 7300 out of 20000 - Time steps remaining = 12700 - Estimated remaining time in seconds = 347.223083 - Estimated remaining time in hh:mm:ss = 0 h 05 m 47 s - Estimated total run time in seconds = 546.807983 - Estimated total run time in hh:mm:ss = 0 h 09 m 06 s - We have done 36.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 7400 - Time: 170.073837 seconds - Elapsed time in seconds = 202.24702099999999 - Elapsed time in hh:mm:ss = 0 h 03 m 22 s - Mean elapsed time per time step in seconds = 2.73306780E-02 - Max norm displacement vector U in all slices (m) = 7.84331817E-08 - Time steps done = 7400 out of 20000 - Time steps remaining = 12600 - Estimated remaining time in seconds = 344.366547 - Estimated remaining time in hh:mm:ss = 0 h 05 m 44 s - Estimated total run time in seconds = 546.613586 - Estimated total run time in hh:mm:ss = 0 h 09 m 06 s - We have done 37.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 7500 - Time: 172.473846 seconds - Elapsed time in seconds = 205.66860100000000 - Elapsed time in hh:mm:ss = 0 h 03 m 25 s - Mean elapsed time per time step in seconds = 2.74224803E-02 - Max norm displacement vector U in all slices (m) = 6.33967900E-08 - Time steps done = 7500 out of 20000 - Time steps remaining = 12500 - Estimated remaining time in seconds = 342.781006 - Estimated remaining time in hh:mm:ss = 0 h 05 m 42 s - Estimated total run time in seconds = 548.449585 - Estimated total run time in hh:mm:ss = 0 h 09 m 08 s - We have done 37.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 7600 - Time: 174.873840 seconds - Elapsed time in seconds = 208.51784499999999 - Elapsed time in hh:mm:ss = 0 h 03 m 28 s - Mean elapsed time per time step in seconds = 2.74365582E-02 - Max norm displacement vector U in all slices (m) = 8.68537171E-08 - Time steps done = 7600 out of 20000 - Time steps remaining = 12400 - Estimated remaining time in seconds = 340.213318 - Estimated remaining time in hh:mm:ss = 0 h 05 m 40 s - Estimated total run time in seconds = 548.731201 - Estimated total run time in hh:mm:ss = 0 h 09 m 08 s - We have done 38.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 7700 - Time: 177.273834 seconds - Elapsed time in seconds = 211.70011599999998 - Elapsed time in hh:mm:ss = 0 h 03 m 31 s - Mean elapsed time per time step in seconds = 2.74935216E-02 - Max norm displacement vector U in all slices (m) = 7.56801626E-08 - Time steps done = 7700 out of 20000 - Time steps remaining = 12300 - Estimated remaining time in seconds = 338.170319 - Estimated remaining time in hh:mm:ss = 0 h 05 m 38 s - Estimated total run time in seconds = 549.870422 - Estimated total run time in hh:mm:ss = 0 h 09 m 09 s - We have done 38.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 7800 - Time: 179.673843 seconds - Elapsed time in seconds = 214.45996199999999 - Elapsed time in hh:mm:ss = 0 h 03 m 34 s - Mean elapsed time per time step in seconds = 2.74948664E-02 - Max norm displacement vector U in all slices (m) = 7.48459144E-08 - Time steps done = 7800 out of 20000 - Time steps remaining = 12200 - Estimated remaining time in seconds = 335.437378 - Estimated remaining time in hh:mm:ss = 0 h 05 m 35 s - Estimated total run time in seconds = 549.897339 - Estimated total run time in hh:mm:ss = 0 h 09 m 09 s - We have done 39.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 7900 - Time: 182.073837 seconds - Elapsed time in seconds = 217.08769199999998 - Elapsed time in hh:mm:ss = 0 h 03 m 37 s - Mean elapsed time per time step in seconds = 2.74794549E-02 - Max norm displacement vector U in all slices (m) = 7.24110265E-08 - Time steps done = 7900 out of 20000 - Time steps remaining = 12100 - Estimated remaining time in seconds = 332.501404 - Estimated remaining time in hh:mm:ss = 0 h 05 m 32 s - Estimated total run time in seconds = 549.589111 - Estimated total run time in hh:mm:ss = 0 h 09 m 09 s - We have done 39.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 + The run will finish approximately on (in local time): Thu Dec 11, 2025 17:40 Time step # 8000 Time: 184.473846 seconds - Elapsed time in seconds = 219.68140000000000 - Elapsed time in hh:mm:ss = 0 h 03 m 39 s - Mean elapsed time per time step in seconds = 2.74601746E-02 - Max norm displacement vector U in all slices (m) = 6.79489176E-08 + Elapsed time in seconds = 212.66145200000000 + Elapsed time in hh:mm:ss = 0 h 03 m 32 s + Mean elapsed time per time step in seconds = 2.65826806E-02 + Max norm displacement vector U in all slices (m) = 5.87891442E-08 Time steps done = 8000 out of 20000 Time steps remaining = 12000 - Estimated remaining time in seconds = 329.522095 - Estimated remaining time in hh:mm:ss = 0 h 05 m 29 s - Estimated total run time in seconds = 549.203491 - Estimated total run time in hh:mm:ss = 0 h 09 m 09 s + Estimated remaining time in seconds = 318.992188 + Estimated remaining time in hh:mm:ss = 0 h 05 m 18 s + Estimated total run time in seconds = 531.653625 + Estimated total run time in hh:mm:ss = 0 h 08 m 51 s We have done 40.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 8100 - Time: 186.873840 seconds - Elapsed time in seconds = 222.26727399999999 - Elapsed time in hh:mm:ss = 0 h 03 m 42 s - Mean elapsed time per time step in seconds = 2.74404045E-02 - Max norm displacement vector U in all slices (m) = 8.42990957E-08 - Time steps done = 8100 out of 20000 - Time steps remaining = 11900 - Estimated remaining time in seconds = 326.540802 - Estimated remaining time in hh:mm:ss = 0 h 05 m 26 s - Estimated total run time in seconds = 548.808105 - Estimated total run time in hh:mm:ss = 0 h 09 m 08 s - We have done 40.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 8200 - Time: 189.273834 seconds - Elapsed time in seconds = 224.84231000000000 - Elapsed time in hh:mm:ss = 0 h 03 m 44 s - Mean elapsed time per time step in seconds = 2.74197944E-02 - Max norm displacement vector U in all slices (m) = 6.99594622E-08 - Time steps done = 8200 out of 20000 - Time steps remaining = 11800 - Estimated remaining time in seconds = 323.553558 - Estimated remaining time in hh:mm:ss = 0 h 05 m 23 s - Estimated total run time in seconds = 548.395874 - Estimated total run time in hh:mm:ss = 0 h 09 m 08 s - We have done 41.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 8300 - Time: 191.673843 seconds - Elapsed time in seconds = 227.50228799999999 - Elapsed time in hh:mm:ss = 0 h 03 m 47 s - Mean elapsed time per time step in seconds = 2.74099149E-02 - Max norm displacement vector U in all slices (m) = 6.98167923E-08 - Time steps done = 8300 out of 20000 - Time steps remaining = 11700 - Estimated remaining time in seconds = 320.695984 - Estimated remaining time in hh:mm:ss = 0 h 05 m 20 s - Estimated total run time in seconds = 548.198303 - Estimated total run time in hh:mm:ss = 0 h 09 m 08 s - We have done 41.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 8400 - Time: 194.073837 seconds - Elapsed time in seconds = 230.18449199999998 - Elapsed time in hh:mm:ss = 0 h 03 m 50 s - Mean elapsed time per time step in seconds = 2.74029151E-02 - Max norm displacement vector U in all slices (m) = 6.46564544E-08 - Time steps done = 8400 out of 20000 - Time steps remaining = 11600 - Estimated remaining time in seconds = 317.873810 - Estimated remaining time in hh:mm:ss = 0 h 05 m 17 s - Estimated total run time in seconds = 548.058289 - Estimated total run time in hh:mm:ss = 0 h 09 m 08 s - We have done 42.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 8500 - Time: 196.473846 seconds - Elapsed time in seconds = 232.80275899999998 - Elapsed time in hh:mm:ss = 0 h 03 m 52 s - Mean elapsed time per time step in seconds = 2.73885597E-02 - Max norm displacement vector U in all slices (m) = 6.03692953E-08 - Time steps done = 8500 out of 20000 - Time steps remaining = 11500 - Estimated remaining time in seconds = 314.968445 - Estimated remaining time in hh:mm:ss = 0 h 05 m 14 s - Estimated total run time in seconds = 547.771179 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 42.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 8600 - Time: 198.873840 seconds - Elapsed time in seconds = 235.44444399999998 - Elapsed time in hh:mm:ss = 0 h 03 m 55 s - Mean elapsed time per time step in seconds = 2.73772608E-02 - Max norm displacement vector U in all slices (m) = 6.12955517E-08 - Time steps done = 8600 out of 20000 - Time steps remaining = 11400 - Estimated remaining time in seconds = 312.100769 - Estimated remaining time in hh:mm:ss = 0 h 05 m 12 s - Estimated total run time in seconds = 547.545227 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 43.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 8700 - Time: 201.273834 seconds - Elapsed time in seconds = 238.11892399999999 - Elapsed time in hh:mm:ss = 0 h 03 m 58 s - Mean elapsed time per time step in seconds = 2.73699909E-02 - Max norm displacement vector U in all slices (m) = 6.67298323E-08 - Time steps done = 8700 out of 20000 - Time steps remaining = 11300 - Estimated remaining time in seconds = 309.280914 - Estimated remaining time in hh:mm:ss = 0 h 05 m 09 s - Estimated total run time in seconds = 547.399841 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 43.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 8800 - Time: 203.673843 seconds - Elapsed time in seconds = 240.76210799999998 - Elapsed time in hh:mm:ss = 0 h 04 m 00 s - Mean elapsed time per time step in seconds = 2.73593310E-02 - Max norm displacement vector U in all slices (m) = 6.18460376E-08 - Time steps done = 8800 out of 20000 - Time steps remaining = 11200 - Estimated remaining time in seconds = 306.424500 - Estimated remaining time in hh:mm:ss = 0 h 05 m 06 s - Estimated total run time in seconds = 547.186584 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 44.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 8900 - Time: 206.073837 seconds - Elapsed time in seconds = 243.52194499999999 - Elapsed time in hh:mm:ss = 0 h 04 m 03 s - Mean elapsed time per time step in seconds = 2.73620170E-02 - Max norm displacement vector U in all slices (m) = 6.18856930E-08 - Time steps done = 8900 out of 20000 - Time steps remaining = 11100 - Estimated remaining time in seconds = 303.718384 - Estimated remaining time in hh:mm:ss = 0 h 05 m 03 s - Estimated total run time in seconds = 547.240295 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 44.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 9000 - Time: 208.473846 seconds - Elapsed time in seconds = 246.20474199999998 - Elapsed time in hh:mm:ss = 0 h 04 m 06 s - Mean elapsed time per time step in seconds = 2.73560826E-02 - Max norm displacement vector U in all slices (m) = 6.30641424E-08 - Time steps done = 9000 out of 20000 - Time steps remaining = 11000 - Estimated remaining time in seconds = 300.916901 - Estimated remaining time in hh:mm:ss = 0 h 05 m 00 s - Estimated total run time in seconds = 547.121643 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 45.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 9100 - Time: 210.873840 seconds - Elapsed time in seconds = 248.83987700000000 - Elapsed time in hh:mm:ss = 0 h 04 m 08 s - Mean elapsed time per time step in seconds = 2.73450408E-02 - Max norm displacement vector U in all slices (m) = 5.97835736E-08 - Time steps done = 9100 out of 20000 - Time steps remaining = 10900 - Estimated remaining time in seconds = 298.060944 - Estimated remaining time in hh:mm:ss = 0 h 04 m 58 s - Estimated total run time in seconds = 546.900818 - Estimated total run time in hh:mm:ss = 0 h 09 m 06 s - We have done 45.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 9200 - Time: 213.273834 seconds - Elapsed time in seconds = 251.99519199999997 - Elapsed time in hh:mm:ss = 0 h 04 m 11 s - Mean elapsed time per time step in seconds = 2.73907818E-02 - Max norm displacement vector U in all slices (m) = 6.20636484E-08 - Time steps done = 9200 out of 20000 - Time steps remaining = 10800 - Estimated remaining time in seconds = 295.820435 - Estimated remaining time in hh:mm:ss = 0 h 04 m 55 s - Estimated total run time in seconds = 547.815613 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 46.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 9300 - Time: 215.673843 seconds - Elapsed time in seconds = 254.80498499999999 - Elapsed time in hh:mm:ss = 0 h 04 m 14 s - Mean elapsed time per time step in seconds = 2.73983851E-02 - Max norm displacement vector U in all slices (m) = 6.53709051E-08 - Time steps done = 9300 out of 20000 - Time steps remaining = 10700 - Estimated remaining time in seconds = 293.162720 - Estimated remaining time in hh:mm:ss = 0 h 04 m 53 s - Estimated total run time in seconds = 547.967712 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 46.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 9400 - Time: 218.073837 seconds - Elapsed time in seconds = 257.44590500000004 - Elapsed time in hh:mm:ss = 0 h 04 m 17 s - Mean elapsed time per time step in seconds = 2.73878630E-02 - Max norm displacement vector U in all slices (m) = 5.59960220E-08 - Time steps done = 9400 out of 20000 - Time steps remaining = 10600 - Estimated remaining time in seconds = 290.311340 - Estimated remaining time in hh:mm:ss = 0 h 04 m 50 s - Estimated total run time in seconds = 547.757263 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 47.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 9500 - Time: 220.473846 seconds - Elapsed time in seconds = 260.15360400000003 - Elapsed time in hh:mm:ss = 0 h 04 m 20 s - Mean elapsed time per time step in seconds = 2.73845904E-02 - Max norm displacement vector U in all slices (m) = 5.11274401E-08 - Time steps done = 9500 out of 20000 - Time steps remaining = 10500 - Estimated remaining time in seconds = 287.538208 - Estimated remaining time in hh:mm:ss = 0 h 04 m 47 s - Estimated total run time in seconds = 547.691772 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 47.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 9600 - Time: 222.873840 seconds - Elapsed time in seconds = 262.88091100000003 - Elapsed time in hh:mm:ss = 0 h 04 m 22 s - Mean elapsed time per time step in seconds = 2.73834281E-02 - Max norm displacement vector U in all slices (m) = 4.73916906E-08 - Time steps done = 9600 out of 20000 - Time steps remaining = 10400 - Estimated remaining time in seconds = 284.787659 - Estimated remaining time in hh:mm:ss = 0 h 04 m 44 s - Estimated total run time in seconds = 547.668579 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 48.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 9700 - Time: 225.273834 seconds - Elapsed time in seconds = 265.62957399999999 - Elapsed time in hh:mm:ss = 0 h 04 m 25 s - Mean elapsed time per time step in seconds = 2.73844916E-02 - Max norm displacement vector U in all slices (m) = 5.00122717E-08 - Time steps done = 9700 out of 20000 - Time steps remaining = 10300 - Estimated remaining time in seconds = 282.060272 - Estimated remaining time in hh:mm:ss = 0 h 04 m 42 s - Estimated total run time in seconds = 547.689819 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 48.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 9800 - Time: 227.673843 seconds - Elapsed time in seconds = 268.25570400000004 - Elapsed time in hh:mm:ss = 0 h 04 m 28 s - Mean elapsed time per time step in seconds = 2.73730308E-02 - Max norm displacement vector U in all slices (m) = 4.59338629E-08 - Time steps done = 9800 out of 20000 - Time steps remaining = 10200 - Estimated remaining time in seconds = 279.204926 - Estimated remaining time in hh:mm:ss = 0 h 04 m 39 s - Estimated total run time in seconds = 547.460632 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 49.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 9900 - Time: 230.073837 seconds - Elapsed time in seconds = 270.95789300000001 - Elapsed time in hh:mm:ss = 0 h 04 m 30 s - Mean elapsed time per time step in seconds = 2.73694843E-02 - Max norm displacement vector U in all slices (m) = 5.42051062E-08 - Time steps done = 9900 out of 20000 - Time steps remaining = 10100 - Estimated remaining time in seconds = 276.431793 - Estimated remaining time in hh:mm:ss = 0 h 04 m 36 s - Estimated total run time in seconds = 547.389709 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s - We have done 49.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 + The run will finish approximately on (in local time): Thu Dec 11, 2025 17:39 Time step # 10000 Time: 232.473846 seconds - Elapsed time in seconds = 273.52098000000001 - Elapsed time in hh:mm:ss = 0 h 04 m 33 s - Mean elapsed time per time step in seconds = 2.73520984E-02 - Max norm displacement vector U in all slices (m) = 5.08644362E-08 + Elapsed time in seconds = 268.27622099999996 + Elapsed time in hh:mm:ss = 0 h 04 m 28 s + Mean elapsed time per time step in seconds = 2.68276222E-02 + Max norm displacement vector U in all slices (m) = 5.10105771E-08 Time steps done = 10000 out of 20000 Time steps remaining = 10000 - Estimated remaining time in seconds = 273.520966 - Estimated remaining time in hh:mm:ss = 0 h 04 m 33 s - Estimated total run time in seconds = 547.041931 - Estimated total run time in hh:mm:ss = 0 h 09 m 07 s + Estimated remaining time in seconds = 268.276215 + Estimated remaining time in hh:mm:ss = 0 h 04 m 28 s + Estimated total run time in seconds = 536.552429 + Estimated total run time in hh:mm:ss = 0 h 08 m 56 s We have done 50.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 10100 - Time: 234.873840 seconds - Elapsed time in seconds = 276.10884000000004 - Elapsed time in hh:mm:ss = 0 h 04 m 36 s - Mean elapsed time per time step in seconds = 2.73375083E-02 - Max norm displacement vector U in all slices (m) = 4.66764014E-08 - Time steps done = 10100 out of 20000 - Time steps remaining = 9900 - Estimated remaining time in seconds = 270.641327 - Estimated remaining time in hh:mm:ss = 0 h 04 m 30 s - Estimated total run time in seconds = 546.750183 - Estimated total run time in hh:mm:ss = 0 h 09 m 06 s - We have done 50.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 10200 - Time: 237.273834 seconds - Elapsed time in seconds = 278.75107000000003 - Elapsed time in hh:mm:ss = 0 h 04 m 38 s - Mean elapsed time per time step in seconds = 2.73285359E-02 - Max norm displacement vector U in all slices (m) = 5.47672521E-08 - Time steps done = 10200 out of 20000 - Time steps remaining = 9800 - Estimated remaining time in seconds = 267.819641 - Estimated remaining time in hh:mm:ss = 0 h 04 m 27 s - Estimated total run time in seconds = 546.570740 - Estimated total run time in hh:mm:ss = 0 h 09 m 06 s - We have done 51.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 10300 - Time: 239.673843 seconds - Elapsed time in seconds = 281.41869900000000 - Elapsed time in hh:mm:ss = 0 h 04 m 41 s - Mean elapsed time per time step in seconds = 2.73222029E-02 - Max norm displacement vector U in all slices (m) = 5.29813988E-08 - Time steps done = 10300 out of 20000 - Time steps remaining = 9700 - Estimated remaining time in seconds = 265.025391 - Estimated remaining time in hh:mm:ss = 0 h 04 m 25 s - Estimated total run time in seconds = 546.444092 - Estimated total run time in hh:mm:ss = 0 h 09 m 06 s - We have done 51.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 10400 - Time: 242.073837 seconds - Elapsed time in seconds = 284.02142500000002 - Elapsed time in hh:mm:ss = 0 h 04 m 44 s - Mean elapsed time per time step in seconds = 2.73097530E-02 - Max norm displacement vector U in all slices (m) = 5.15250136E-08 - Time steps done = 10400 out of 20000 - Time steps remaining = 9600 - Estimated remaining time in seconds = 262.173615 - Estimated remaining time in hh:mm:ss = 0 h 04 m 22 s - Estimated total run time in seconds = 546.195068 - Estimated total run time in hh:mm:ss = 0 h 09 m 06 s - We have done 52.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 10500 - Time: 244.473846 seconds - Elapsed time in seconds = 286.60582800000003 - Elapsed time in hh:mm:ss = 0 h 04 m 46 s - Mean elapsed time per time step in seconds = 2.72957925E-02 - Max norm displacement vector U in all slices (m) = 5.27749471E-08 - Time steps done = 10500 out of 20000 - Time steps remaining = 9500 - Estimated remaining time in seconds = 259.310028 - Estimated remaining time in hh:mm:ss = 0 h 04 m 19 s - Estimated total run time in seconds = 545.915833 - Estimated total run time in hh:mm:ss = 0 h 09 m 05 s - We have done 52.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 10600 - Time: 246.873840 seconds - Elapsed time in seconds = 289.19580800000000 - Elapsed time in hh:mm:ss = 0 h 04 m 49 s - Mean elapsed time per time step in seconds = 2.72826236E-02 - Max norm displacement vector U in all slices (m) = 5.52523964E-08 - Time steps done = 10600 out of 20000 - Time steps remaining = 9400 - Estimated remaining time in seconds = 256.456665 - Estimated remaining time in hh:mm:ss = 0 h 04 m 16 s - Estimated total run time in seconds = 545.652466 - Estimated total run time in hh:mm:ss = 0 h 09 m 05 s - We have done 53.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 10700 - Time: 249.273834 seconds - Elapsed time in seconds = 291.76929699999999 - Elapsed time in hh:mm:ss = 0 h 04 m 51 s - Mean elapsed time per time step in seconds = 2.72681583E-02 - Max norm displacement vector U in all slices (m) = 4.93477046E-08 - Time steps done = 10700 out of 20000 - Time steps remaining = 9300 - Estimated remaining time in seconds = 253.593872 - Estimated remaining time in hh:mm:ss = 0 h 04 m 13 s - Estimated total run time in seconds = 545.363159 - Estimated total run time in hh:mm:ss = 0 h 09 m 05 s - We have done 53.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 10800 - Time: 251.673843 seconds - Elapsed time in seconds = 294.33335199999999 - Elapsed time in hh:mm:ss = 0 h 04 m 54 s - Mean elapsed time per time step in seconds = 2.72530876E-02 - Max norm displacement vector U in all slices (m) = 5.24669659E-08 - Time steps done = 10800 out of 20000 - Time steps remaining = 9200 - Estimated remaining time in seconds = 250.728409 - Estimated remaining time in hh:mm:ss = 0 h 04 m 10 s - Estimated total run time in seconds = 545.061768 - Estimated total run time in hh:mm:ss = 0 h 09 m 05 s - We have done 54.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 10900 - Time: 254.073837 seconds - Elapsed time in seconds = 296.89218600000004 - Elapsed time in hh:mm:ss = 0 h 04 m 56 s - Mean elapsed time per time step in seconds = 2.72378158E-02 - Max norm displacement vector U in all slices (m) = 4.89804783E-08 - Time steps done = 10900 out of 20000 - Time steps remaining = 9100 - Estimated remaining time in seconds = 247.864120 - Estimated remaining time in hh:mm:ss = 0 h 04 m 07 s - Estimated total run time in seconds = 544.756287 - Estimated total run time in hh:mm:ss = 0 h 09 m 04 s - We have done 54.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 11000 - Time: 256.473846 seconds - Elapsed time in seconds = 299.50258700000001 - Elapsed time in hh:mm:ss = 0 h 04 m 59 s - Mean elapsed time per time step in seconds = 2.72275079E-02 - Max norm displacement vector U in all slices (m) = 4.55233575E-08 - Time steps done = 11000 out of 20000 - Time steps remaining = 9000 - Estimated remaining time in seconds = 245.047577 - Estimated remaining time in hh:mm:ss = 0 h 04 m 05 s - Estimated total run time in seconds = 544.550171 - Estimated total run time in hh:mm:ss = 0 h 09 m 04 s - We have done 55.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 11100 - Time: 258.873840 seconds - Elapsed time in seconds = 302.08304400000003 - Elapsed time in hh:mm:ss = 0 h 05 m 02 s - Mean elapsed time per time step in seconds = 2.72146892E-02 - Max norm displacement vector U in all slices (m) = 4.50022988E-08 - Time steps done = 11100 out of 20000 - Time steps remaining = 8900 - Estimated remaining time in seconds = 242.210724 - Estimated remaining time in hh:mm:ss = 0 h 04 m 02 s - Estimated total run time in seconds = 544.293762 - Estimated total run time in hh:mm:ss = 0 h 09 m 04 s - We have done 55.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 11200 - Time: 261.273834 seconds - Elapsed time in seconds = 304.67409500000002 - Elapsed time in hh:mm:ss = 0 h 05 m 04 s - Mean elapsed time per time step in seconds = 2.72030439E-02 - Max norm displacement vector U in all slices (m) = 4.76360817E-08 - Time steps done = 11200 out of 20000 - Time steps remaining = 8800 - Estimated remaining time in seconds = 239.386795 - Estimated remaining time in hh:mm:ss = 0 h 03 m 59 s - Estimated total run time in seconds = 544.060913 - Estimated total run time in hh:mm:ss = 0 h 09 m 04 s - We have done 56.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 11300 - Time: 263.673828 seconds - Elapsed time in seconds = 307.27649800000000 - Elapsed time in hh:mm:ss = 0 h 05 m 07 s - Mean elapsed time per time step in seconds = 2.71926112E-02 - Max norm displacement vector U in all slices (m) = 4.52375701E-08 - Time steps done = 11300 out of 20000 - Time steps remaining = 8700 - Estimated remaining time in seconds = 236.575714 - Estimated remaining time in hh:mm:ss = 0 h 03 m 56 s - Estimated total run time in seconds = 543.852234 - Estimated total run time in hh:mm:ss = 0 h 09 m 03 s - We have done 56.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 11400 - Time: 266.073853 seconds - Elapsed time in seconds = 309.86945500000002 - Elapsed time in hh:mm:ss = 0 h 05 m 09 s - Mean elapsed time per time step in seconds = 2.71815304E-02 - Max norm displacement vector U in all slices (m) = 4.77332414E-08 - Time steps done = 11400 out of 20000 - Time steps remaining = 8600 - Estimated remaining time in seconds = 233.761169 - Estimated remaining time in hh:mm:ss = 0 h 03 m 53 s - Estimated total run time in seconds = 543.630615 - Estimated total run time in hh:mm:ss = 0 h 09 m 03 s - We have done 57.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 11500 - Time: 268.473846 seconds - Elapsed time in seconds = 312.53038600000002 - Elapsed time in hh:mm:ss = 0 h 05 m 12 s - Mean elapsed time per time step in seconds = 2.71765552E-02 - Max norm displacement vector U in all slices (m) = 5.23573433E-08 - Time steps done = 11500 out of 20000 - Time steps remaining = 8500 - Estimated remaining time in seconds = 231.000717 - Estimated remaining time in hh:mm:ss = 0 h 03 m 51 s - Estimated total run time in seconds = 543.531128 - Estimated total run time in hh:mm:ss = 0 h 09 m 03 s - We have done 57.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 11600 - Time: 270.873840 seconds - Elapsed time in seconds = 315.14568200000002 - Elapsed time in hh:mm:ss = 0 h 05 m 15 s - Mean elapsed time per time step in seconds = 2.71677319E-02 - Max norm displacement vector U in all slices (m) = 5.27345101E-08 - Time steps done = 11600 out of 20000 - Time steps remaining = 8400 - Estimated remaining time in seconds = 228.208939 - Estimated remaining time in hh:mm:ss = 0 h 03 m 48 s - Estimated total run time in seconds = 543.354614 - Estimated total run time in hh:mm:ss = 0 h 09 m 03 s - We have done 58.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 11700 - Time: 273.273834 seconds - Elapsed time in seconds = 317.75981500000000 - Elapsed time in hh:mm:ss = 0 h 05 m 17 s - Mean elapsed time per time step in seconds = 2.71589588E-02 - Max norm displacement vector U in all slices (m) = 4.97433241E-08 - Time steps done = 11700 out of 20000 - Time steps remaining = 8300 - Estimated remaining time in seconds = 225.419357 - Estimated remaining time in hh:mm:ss = 0 h 03 m 45 s - Estimated total run time in seconds = 543.179199 - Estimated total run time in hh:mm:ss = 0 h 09 m 03 s - We have done 58.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 11800 - Time: 275.673828 seconds - Elapsed time in seconds = 320.41066599999999 - Elapsed time in hh:mm:ss = 0 h 05 m 20 s - Mean elapsed time per time step in seconds = 2.71534454E-02 - Max norm displacement vector U in all slices (m) = 5.12809777E-08 - Time steps done = 11800 out of 20000 - Time steps remaining = 8200 - Estimated remaining time in seconds = 222.658264 - Estimated remaining time in hh:mm:ss = 0 h 03 m 42 s - Estimated total run time in seconds = 543.068909 - Estimated total run time in hh:mm:ss = 0 h 09 m 03 s - We have done 59.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 11900 - Time: 278.073853 seconds - Elapsed time in seconds = 323.09824100000003 - Elapsed time in hh:mm:ss = 0 h 05 m 23 s - Mean elapsed time per time step in seconds = 2.71511134E-02 - Max norm displacement vector U in all slices (m) = 5.02608941E-08 - Time steps done = 11900 out of 20000 - Time steps remaining = 8100 - Estimated remaining time in seconds = 219.924011 - Estimated remaining time in hh:mm:ss = 0 h 03 m 39 s - Estimated total run time in seconds = 543.022278 - Estimated total run time in hh:mm:ss = 0 h 09 m 03 s - We have done 59.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 + The run will finish approximately on (in local time): Thu Dec 11, 2025 17:39 Time step # 12000 Time: 280.473846 seconds - Elapsed time in seconds = 325.72348099999999 - Elapsed time in hh:mm:ss = 0 h 05 m 25 s - Mean elapsed time per time step in seconds = 2.71436237E-02 - Max norm displacement vector U in all slices (m) = 5.87072577E-08 + Elapsed time in seconds = 322.53157999999996 + Elapsed time in hh:mm:ss = 0 h 05 m 22 s + Mean elapsed time per time step in seconds = 2.68776324E-02 + Max norm displacement vector U in all slices (m) = 4.22958131E-08 Time steps done = 12000 out of 20000 Time steps remaining = 8000 - Estimated remaining time in seconds = 217.148987 - Estimated remaining time in hh:mm:ss = 0 h 03 m 37 s - Estimated total run time in seconds = 542.872498 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s + Estimated remaining time in seconds = 215.021057 + Estimated remaining time in hh:mm:ss = 0 h 03 m 35 s + Estimated total run time in seconds = 537.552612 + Estimated total run time in hh:mm:ss = 0 h 08 m 57 s We have done 60.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 12100 - Time: 282.873840 seconds - Elapsed time in seconds = 328.38115700000003 - Elapsed time in hh:mm:ss = 0 h 05 m 28 s - Mean elapsed time per time step in seconds = 2.71389391E-02 - Max norm displacement vector U in all slices (m) = 5.41939649E-08 - Time steps done = 12100 out of 20000 - Time steps remaining = 7900 - Estimated remaining time in seconds = 214.397614 - Estimated remaining time in hh:mm:ss = 0 h 03 m 34 s - Estimated total run time in seconds = 542.778748 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 60.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 12200 - Time: 285.273834 seconds - Elapsed time in seconds = 331.05364700000001 - Elapsed time in hh:mm:ss = 0 h 05 m 31 s - Mean elapsed time per time step in seconds = 2.71355454E-02 - Max norm displacement vector U in all slices (m) = 5.34637792E-08 - Time steps done = 12200 out of 20000 - Time steps remaining = 7800 - Estimated remaining time in seconds = 211.657257 - Estimated remaining time in hh:mm:ss = 0 h 03 m 31 s - Estimated total run time in seconds = 542.710876 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 61.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 12300 - Time: 287.673828 seconds - Elapsed time in seconds = 333.68910400000004 - Elapsed time in hh:mm:ss = 0 h 05 m 33 s - Mean elapsed time per time step in seconds = 2.71291956E-02 - Max norm displacement vector U in all slices (m) = 5.97345746E-08 - Time steps done = 12300 out of 20000 - Time steps remaining = 7700 - Estimated remaining time in seconds = 208.894806 - Estimated remaining time in hh:mm:ss = 0 h 03 m 28 s - Estimated total run time in seconds = 542.583923 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 61.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 12400 - Time: 290.073853 seconds - Elapsed time in seconds = 336.26007500000003 - Elapsed time in hh:mm:ss = 0 h 05 m 36 s - Mean elapsed time per time step in seconds = 2.71177478E-02 - Max norm displacement vector U in all slices (m) = 5.54939099E-08 - Time steps done = 12400 out of 20000 - Time steps remaining = 7600 - Estimated remaining time in seconds = 206.094879 - Estimated remaining time in hh:mm:ss = 0 h 03 m 26 s - Estimated total run time in seconds = 542.354980 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 62.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 12500 - Time: 292.473846 seconds - Elapsed time in seconds = 338.83139199999999 - Elapsed time in hh:mm:ss = 0 h 05 m 38 s - Mean elapsed time per time step in seconds = 2.71065105E-02 - Max norm displacement vector U in all slices (m) = 4.11759906E-08 - Time steps done = 12500 out of 20000 - Time steps remaining = 7500 - Estimated remaining time in seconds = 203.298828 - Estimated remaining time in hh:mm:ss = 0 h 03 m 23 s - Estimated total run time in seconds = 542.130249 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 62.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 12600 - Time: 294.873840 seconds - Elapsed time in seconds = 341.43749800000001 - Elapsed time in hh:mm:ss = 0 h 05 m 41 s - Mean elapsed time per time step in seconds = 2.70982143E-02 - Max norm displacement vector U in all slices (m) = 6.18616411E-08 - Time steps done = 12600 out of 20000 - Time steps remaining = 7400 - Estimated remaining time in seconds = 200.526779 - Estimated remaining time in hh:mm:ss = 0 h 03 m 20 s - Estimated total run time in seconds = 541.964294 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 63.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 12700 - Time: 297.273834 seconds - Elapsed time in seconds = 344.01155199999999 - Elapsed time in hh:mm:ss = 0 h 05 m 44 s - Mean elapsed time per time step in seconds = 2.70875245E-02 - Max norm displacement vector U in all slices (m) = 5.36620952E-08 - Time steps done = 12700 out of 20000 - Time steps remaining = 7300 - Estimated remaining time in seconds = 197.738922 - Estimated remaining time in hh:mm:ss = 0 h 03 m 17 s - Estimated total run time in seconds = 541.750488 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 63.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 12800 - Time: 299.673828 seconds - Elapsed time in seconds = 346.56853200000000 - Elapsed time in hh:mm:ss = 0 h 05 m 46 s - Mean elapsed time per time step in seconds = 2.70756669E-02 - Max norm displacement vector U in all slices (m) = 3.52175960E-08 - Time steps done = 12800 out of 20000 - Time steps remaining = 7200 - Estimated remaining time in seconds = 194.944794 - Estimated remaining time in hh:mm:ss = 0 h 03 m 14 s - Estimated total run time in seconds = 541.513306 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 64.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 12900 - Time: 302.073853 seconds - Elapsed time in seconds = 349.13030900000001 - Elapsed time in hh:mm:ss = 0 h 05 m 49 s - Mean elapsed time per time step in seconds = 2.70643644E-02 - Max norm displacement vector U in all slices (m) = 3.75381255E-08 - Time steps done = 12900 out of 20000 - Time steps remaining = 7100 - Estimated remaining time in seconds = 192.156998 - Estimated remaining time in hh:mm:ss = 0 h 03 m 12 s - Estimated total run time in seconds = 541.287292 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 64.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 13000 - Time: 304.473846 seconds - Elapsed time in seconds = 351.79902600000003 - Elapsed time in hh:mm:ss = 0 h 05 m 51 s - Mean elapsed time per time step in seconds = 2.70614643E-02 - Max norm displacement vector U in all slices (m) = 4.64169112E-08 - Time steps done = 13000 out of 20000 - Time steps remaining = 7000 - Estimated remaining time in seconds = 189.430252 - Estimated remaining time in hh:mm:ss = 0 h 03 m 09 s - Estimated total run time in seconds = 541.229248 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 65.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 13100 - Time: 306.873840 seconds - Elapsed time in seconds = 354.42940100000004 - Elapsed time in hh:mm:ss = 0 h 05 m 54 s - Mean elapsed time per time step in seconds = 2.70556789E-02 - Max norm displacement vector U in all slices (m) = 3.62128745E-08 - Time steps done = 13100 out of 20000 - Time steps remaining = 6900 - Estimated remaining time in seconds = 186.684189 - Estimated remaining time in hh:mm:ss = 0 h 03 m 06 s - Estimated total run time in seconds = 541.113586 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 65.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 13200 - Time: 309.273834 seconds - Elapsed time in seconds = 357.04283800000002 - Elapsed time in hh:mm:ss = 0 h 05 m 57 s - Mean elapsed time per time step in seconds = 2.70486996E-02 - Max norm displacement vector U in all slices (m) = 3.23757021E-08 - Time steps done = 13200 out of 20000 - Time steps remaining = 6800 - Estimated remaining time in seconds = 183.931152 - Estimated remaining time in hh:mm:ss = 0 h 03 m 03 s - Estimated total run time in seconds = 540.973999 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 66.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 13300 - Time: 311.673828 seconds - Elapsed time in seconds = 359.69082200000003 - Elapsed time in hh:mm:ss = 0 h 05 m 59 s - Mean elapsed time per time step in seconds = 2.70444229E-02 - Max norm displacement vector U in all slices (m) = 3.13135793E-08 - Time steps done = 13300 out of 20000 - Time steps remaining = 6700 - Estimated remaining time in seconds = 181.197632 - Estimated remaining time in hh:mm:ss = 0 h 03 m 01 s - Estimated total run time in seconds = 540.888428 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 66.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 13400 - Time: 314.073853 seconds - Elapsed time in seconds = 362.31789700000002 - Elapsed time in hh:mm:ss = 0 h 06 m 02 s - Mean elapsed time per time step in seconds = 2.70386487E-02 - Max norm displacement vector U in all slices (m) = 3.31142687E-08 - Time steps done = 13400 out of 20000 - Time steps remaining = 6600 - Estimated remaining time in seconds = 178.455078 - Estimated remaining time in hh:mm:ss = 0 h 02 m 58 s - Estimated total run time in seconds = 540.773010 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 67.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 13500 - Time: 316.473846 seconds - Elapsed time in seconds = 364.90277700000001 - Elapsed time in hh:mm:ss = 0 h 06 m 04 s - Mean elapsed time per time step in seconds = 2.70298347E-02 - Max norm displacement vector U in all slices (m) = 3.13359578E-08 - Time steps done = 13500 out of 20000 - Time steps remaining = 6500 - Estimated remaining time in seconds = 175.693924 - Estimated remaining time in hh:mm:ss = 0 h 02 m 55 s - Estimated total run time in seconds = 540.596680 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 67.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 13600 - Time: 318.873840 seconds - Elapsed time in seconds = 367.46386600000000 - Elapsed time in hh:mm:ss = 0 h 06 m 07 s - Mean elapsed time per time step in seconds = 2.70194020E-02 - Max norm displacement vector U in all slices (m) = 3.61254244E-08 - Time steps done = 13600 out of 20000 - Time steps remaining = 6400 - Estimated remaining time in seconds = 172.924179 - Estimated remaining time in hh:mm:ss = 0 h 02 m 52 s - Estimated total run time in seconds = 540.388062 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 68.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 13700 - Time: 321.273834 seconds - Elapsed time in seconds = 370.07649400000003 - Elapsed time in hh:mm:ss = 0 h 06 m 10 s - Mean elapsed time per time step in seconds = 2.70128828E-02 - Max norm displacement vector U in all slices (m) = 3.07552526E-08 - Time steps done = 13700 out of 20000 - Time steps remaining = 6300 - Estimated remaining time in seconds = 170.181168 - Estimated remaining time in hh:mm:ss = 0 h 02 m 50 s - Estimated total run time in seconds = 540.257629 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 68.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 13800 - Time: 323.673828 seconds - Elapsed time in seconds = 372.67769600000003 - Elapsed time in hh:mm:ss = 0 h 06 m 12 s - Mean elapsed time per time step in seconds = 2.70056296E-02 - Max norm displacement vector U in all slices (m) = 3.61573669E-08 - Time steps done = 13800 out of 20000 - Time steps remaining = 6200 - Estimated remaining time in seconds = 167.434906 - Estimated remaining time in hh:mm:ss = 0 h 02 m 47 s - Estimated total run time in seconds = 540.112610 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 69.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 13900 - Time: 326.073853 seconds - Elapsed time in seconds = 375.25271600000002 - Elapsed time in hh:mm:ss = 0 h 06 m 15 s - Mean elapsed time per time step in seconds = 2.69965976E-02 - Max norm displacement vector U in all slices (m) = 3.26418217E-08 - Time steps done = 13900 out of 20000 - Time steps remaining = 6100 - Estimated remaining time in seconds = 164.679245 - Estimated remaining time in hh:mm:ss = 0 h 02 m 44 s - Estimated total run time in seconds = 539.931946 - Estimated total run time in hh:mm:ss = 0 h 08 m 59 s - We have done 69.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 + The run will finish approximately on (in local time): Thu Dec 11, 2025 17:40 Time step # 14000 Time: 328.473846 seconds - Elapsed time in seconds = 377.82089100000002 + Elapsed time in seconds = 377.68934099999996 Elapsed time in hh:mm:ss = 0 h 06 m 17 s - Mean elapsed time per time step in seconds = 2.69872062E-02 - Max norm displacement vector U in all slices (m) = 3.00759204E-08 + Mean elapsed time per time step in seconds = 2.69778091E-02 + Max norm displacement vector U in all slices (m) = 2.94813702E-08 Time steps done = 14000 out of 20000 Time steps remaining = 6000 - Estimated remaining time in seconds = 161.923233 + Estimated remaining time in seconds = 161.866867 Estimated remaining time in hh:mm:ss = 0 h 02 m 41 s - Estimated total run time in seconds = 539.744141 + Estimated total run time in seconds = 539.556213 Estimated total run time in hh:mm:ss = 0 h 08 m 59 s We have done 70.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 14100 - Time: 330.873840 seconds - Elapsed time in seconds = 380.41541799999999 - Elapsed time in hh:mm:ss = 0 h 06 m 20 s - Mean elapsed time per time step in seconds = 2.69798171E-02 - Max norm displacement vector U in all slices (m) = 3.89640959E-08 - Time steps done = 14100 out of 20000 - Time steps remaining = 5900 - Estimated remaining time in seconds = 159.180923 - Estimated remaining time in hh:mm:ss = 0 h 02 m 39 s - Estimated total run time in seconds = 539.596313 - Estimated total run time in hh:mm:ss = 0 h 08 m 59 s - We have done 70.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 14200 - Time: 333.273834 seconds - Elapsed time in seconds = 382.98734999999999 - Elapsed time in hh:mm:ss = 0 h 06 m 22 s - Mean elapsed time per time step in seconds = 2.69709397E-02 - Max norm displacement vector U in all slices (m) = 3.29720145E-08 - Time steps done = 14200 out of 20000 - Time steps remaining = 5800 - Estimated remaining time in seconds = 156.431458 - Estimated remaining time in hh:mm:ss = 0 h 02 m 36 s - Estimated total run time in seconds = 539.418823 - Estimated total run time in hh:mm:ss = 0 h 08 m 59 s - We have done 71.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 14300 - Time: 335.673828 seconds - Elapsed time in seconds = 385.54144000000002 - Elapsed time in hh:mm:ss = 0 h 06 m 25 s - Mean elapsed time per time step in seconds = 2.69609392E-02 - Max norm displacement vector U in all slices (m) = 2.84914137E-08 - Time steps done = 14300 out of 20000 - Time steps remaining = 5700 - Estimated remaining time in seconds = 153.677353 - Estimated remaining time in hh:mm:ss = 0 h 02 m 33 s - Estimated total run time in seconds = 539.218811 - Estimated total run time in hh:mm:ss = 0 h 08 m 59 s - We have done 71.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 14400 - Time: 338.073853 seconds - Elapsed time in seconds = 388.10481900000002 - Elapsed time in hh:mm:ss = 0 h 06 m 28 s - Mean elapsed time per time step in seconds = 2.69517228E-02 - Max norm displacement vector U in all slices (m) = 3.15934408E-08 - Time steps done = 14400 out of 20000 - Time steps remaining = 5600 - Estimated remaining time in seconds = 150.929657 - Estimated remaining time in hh:mm:ss = 0 h 02 m 30 s - Estimated total run time in seconds = 539.034485 - Estimated total run time in hh:mm:ss = 0 h 08 m 59 s - We have done 72.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 14500 - Time: 340.473846 seconds - Elapsed time in seconds = 390.70386600000000 - Elapsed time in hh:mm:ss = 0 h 06 m 30 s - Mean elapsed time per time step in seconds = 2.69450936E-02 - Max norm displacement vector U in all slices (m) = 2.96927460E-08 - Time steps done = 14500 out of 20000 - Time steps remaining = 5500 - Estimated remaining time in seconds = 148.198013 - Estimated remaining time in hh:mm:ss = 0 h 02 m 28 s - Estimated total run time in seconds = 538.901855 - Estimated total run time in hh:mm:ss = 0 h 08 m 58 s - We have done 72.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 14600 - Time: 342.873840 seconds - Elapsed time in seconds = 393.32055100000002 - Elapsed time in hh:mm:ss = 0 h 06 m 33 s - Mean elapsed time per time step in seconds = 2.69397646E-02 - Max norm displacement vector U in all slices (m) = 2.96494633E-08 - Time steps done = 14600 out of 20000 - Time steps remaining = 5400 - Estimated remaining time in seconds = 145.474731 - Estimated remaining time in hh:mm:ss = 0 h 02 m 25 s - Estimated total run time in seconds = 538.795288 - Estimated total run time in hh:mm:ss = 0 h 08 m 58 s - We have done 73.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 14700 - Time: 345.273834 seconds - Elapsed time in seconds = 396.01928900000001 - Elapsed time in hh:mm:ss = 0 h 06 m 36 s - Mean elapsed time per time step in seconds = 2.69400869E-02 - Max norm displacement vector U in all slices (m) = 2.87483051E-08 - Time steps done = 14700 out of 20000 - Time steps remaining = 5300 - Estimated remaining time in seconds = 142.782471 - Estimated remaining time in hh:mm:ss = 0 h 02 m 22 s - Estimated total run time in seconds = 538.801758 - Estimated total run time in hh:mm:ss = 0 h 08 m 58 s - We have done 73.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 14800 - Time: 347.673828 seconds - Elapsed time in seconds = 398.63912800000003 - Elapsed time in hh:mm:ss = 0 h 06 m 38 s - Mean elapsed time per time step in seconds = 2.69350763E-02 - Max norm displacement vector U in all slices (m) = 3.04213508E-08 - Time steps done = 14800 out of 20000 - Time steps remaining = 5200 - Estimated remaining time in seconds = 140.062393 - Estimated remaining time in hh:mm:ss = 0 h 02 m 20 s - Estimated total run time in seconds = 538.701538 - Estimated total run time in hh:mm:ss = 0 h 08 m 58 s - We have done 74.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 14900 - Time: 350.073853 seconds - Elapsed time in seconds = 401.24342799999999 - Elapsed time in hh:mm:ss = 0 h 06 m 41 s - Mean elapsed time per time step in seconds = 2.69290898E-02 - Max norm displacement vector U in all slices (m) = 2.61874114E-08 - Time steps done = 14900 out of 20000 - Time steps remaining = 5100 - Estimated remaining time in seconds = 137.338348 - Estimated remaining time in hh:mm:ss = 0 h 02 m 17 s - Estimated total run time in seconds = 538.581787 - Estimated total run time in hh:mm:ss = 0 h 08 m 58 s - We have done 74.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 15000 - Time: 352.473846 seconds - Elapsed time in seconds = 403.79758400000003 - Elapsed time in hh:mm:ss = 0 h 06 m 43 s - Mean elapsed time per time step in seconds = 2.69198380E-02 - Max norm displacement vector U in all slices (m) = 3.13669339E-08 - Time steps done = 15000 out of 20000 - Time steps remaining = 5000 - Estimated remaining time in seconds = 134.599197 - Estimated remaining time in hh:mm:ss = 0 h 02 m 14 s - Estimated total run time in seconds = 538.396790 - Estimated total run time in hh:mm:ss = 0 h 08 m 58 s - We have done 75.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 15100 - Time: 354.873840 seconds - Elapsed time in seconds = 406.52354400000002 - Elapsed time in hh:mm:ss = 0 h 06 m 46 s - Mean elapsed time per time step in seconds = 2.69220881E-02 - Max norm displacement vector U in all slices (m) = 3.36172832E-08 - Time steps done = 15100 out of 20000 - Time steps remaining = 4900 - Estimated remaining time in seconds = 131.918243 - Estimated remaining time in hh:mm:ss = 0 h 02 m 11 s - Estimated total run time in seconds = 538.441772 - Estimated total run time in hh:mm:ss = 0 h 08 m 58 s - We have done 75.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 15200 - Time: 357.273834 seconds - Elapsed time in seconds = 409.12604500000003 - Elapsed time in hh:mm:ss = 0 h 06 m 49 s - Mean elapsed time per time step in seconds = 2.69161873E-02 - Max norm displacement vector U in all slices (m) = 2.84581656E-08 - Time steps done = 15200 out of 20000 - Time steps remaining = 4800 - Estimated remaining time in seconds = 129.197693 - Estimated remaining time in hh:mm:ss = 0 h 02 m 09 s - Estimated total run time in seconds = 538.323730 - Estimated total run time in hh:mm:ss = 0 h 08 m 58 s - We have done 76.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 15300 - Time: 359.673828 seconds - Elapsed time in seconds = 412.21329000000003 - Elapsed time in hh:mm:ss = 0 h 06 m 52 s - Mean elapsed time per time step in seconds = 2.69420445E-02 - Max norm displacement vector U in all slices (m) = 3.15615267E-08 - Time steps done = 15300 out of 20000 - Time steps remaining = 4700 - Estimated remaining time in seconds = 126.627609 - Estimated remaining time in hh:mm:ss = 0 h 02 m 06 s - Estimated total run time in seconds = 538.840881 - Estimated total run time in hh:mm:ss = 0 h 08 m 58 s - We have done 76.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 15400 - Time: 362.073853 seconds - Elapsed time in seconds = 415.26763600000004 - Elapsed time in hh:mm:ss = 0 h 06 m 55 s - Mean elapsed time per time step in seconds = 2.69654300E-02 - Max norm displacement vector U in all slices (m) = 2.59540389E-08 - Time steps done = 15400 out of 20000 - Time steps remaining = 4600 - Estimated remaining time in seconds = 124.040985 - Estimated remaining time in hh:mm:ss = 0 h 02 m 04 s - Estimated total run time in seconds = 539.308594 - Estimated total run time in hh:mm:ss = 0 h 08 m 59 s - We have done 77.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 15500 - Time: 364.473846 seconds - Elapsed time in seconds = 418.41167799999999 - Elapsed time in hh:mm:ss = 0 h 06 m 58 s - Mean elapsed time per time step in seconds = 2.69943010E-02 - Max norm displacement vector U in all slices (m) = 2.66572240E-08 - Time steps done = 15500 out of 20000 - Time steps remaining = 4500 - Estimated remaining time in seconds = 121.474358 - Estimated remaining time in hh:mm:ss = 0 h 02 m 01 s - Estimated total run time in seconds = 539.886047 - Estimated total run time in hh:mm:ss = 0 h 08 m 59 s - We have done 77.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 15600 - Time: 366.873840 seconds - Elapsed time in seconds = 421.56941499999999 - Elapsed time in hh:mm:ss = 0 h 07 m 01 s - Mean elapsed time per time step in seconds = 2.70236805E-02 - Max norm displacement vector U in all slices (m) = 2.65485962E-08 - Time steps done = 15600 out of 20000 - Time steps remaining = 4400 - Estimated remaining time in seconds = 118.904198 - Estimated remaining time in hh:mm:ss = 0 h 01 m 58 s - Estimated total run time in seconds = 540.473633 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 78.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 15700 - Time: 369.273834 seconds - Elapsed time in seconds = 424.69747599999999 - Elapsed time in hh:mm:ss = 0 h 07 m 04 s - Mean elapsed time per time step in seconds = 2.70507950E-02 - Max norm displacement vector U in all slices (m) = 2.97201552E-08 - Time steps done = 15700 out of 20000 - Time steps remaining = 4300 - Estimated remaining time in seconds = 116.318420 - Estimated remaining time in hh:mm:ss = 0 h 01 m 56 s - Estimated total run time in seconds = 541.015869 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 78.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 15800 - Time: 371.673828 seconds - Elapsed time in seconds = 427.82107000000002 - Elapsed time in hh:mm:ss = 0 h 07 m 07 s - Mean elapsed time per time step in seconds = 2.70772837E-02 - Max norm displacement vector U in all slices (m) = 2.66243632E-08 - Time steps done = 15800 out of 20000 - Time steps remaining = 4200 - Estimated remaining time in seconds = 113.724586 - Estimated remaining time in hh:mm:ss = 0 h 01 m 53 s - Estimated total run time in seconds = 541.545654 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 79.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 15900 - Time: 374.073853 seconds - Elapsed time in seconds = 430.97054300000002 - Elapsed time in hh:mm:ss = 0 h 07 m 10 s - Mean elapsed time per time step in seconds = 2.71050651E-02 - Max norm displacement vector U in all slices (m) = 3.03547871E-08 - Time steps done = 15900 out of 20000 - Time steps remaining = 4100 - Estimated remaining time in seconds = 111.130768 - Estimated remaining time in hh:mm:ss = 0 h 01 m 51 s - Estimated total run time in seconds = 542.101318 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 79.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 + The run will finish approximately on (in local time): Thu Dec 11, 2025 17:40 Time step # 16000 Time: 376.473846 seconds - Elapsed time in seconds = 433.97250800000000 - Elapsed time in hh:mm:ss = 0 h 07 m 13 s - Mean elapsed time per time step in seconds = 2.71232817E-02 - Max norm displacement vector U in all slices (m) = 3.34320731E-08 + Elapsed time in seconds = 430.28495299999997 + Elapsed time in hh:mm:ss = 0 h 07 m 10 s + Mean elapsed time per time step in seconds = 2.68928092E-02 + Max norm displacement vector U in all slices (m) = 2.33942536E-08 Time steps done = 16000 out of 20000 Time steps remaining = 4000 - Estimated remaining time in seconds = 108.493126 - Estimated remaining time in hh:mm:ss = 0 h 01 m 48 s - Estimated total run time in seconds = 542.465637 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s + Estimated remaining time in seconds = 107.571236 + Estimated remaining time in hh:mm:ss = 0 h 01 m 47 s + Estimated total run time in seconds = 537.856201 + Estimated total run time in hh:mm:ss = 0 h 08 m 57 s We have done 80.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 16100 - Time: 378.873840 seconds - Elapsed time in seconds = 436.62116400000002 - Elapsed time in hh:mm:ss = 0 h 07 m 16 s - Mean elapsed time per time step in seconds = 2.71193273E-02 - Max norm displacement vector U in all slices (m) = 2.55754760E-08 - Time steps done = 16100 out of 20000 - Time steps remaining = 3900 - Estimated remaining time in seconds = 105.765373 - Estimated remaining time in hh:mm:ss = 0 h 01 m 45 s - Estimated total run time in seconds = 542.386536 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 80.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 16200 - Time: 381.273834 seconds - Elapsed time in seconds = 439.30132600000002 - Elapsed time in hh:mm:ss = 0 h 07 m 19 s - Mean elapsed time per time step in seconds = 2.71173660E-02 - Max norm displacement vector U in all slices (m) = 2.61955080E-08 - Time steps done = 16200 out of 20000 - Time steps remaining = 3800 - Estimated remaining time in seconds = 103.045990 - Estimated remaining time in hh:mm:ss = 0 h 01 m 43 s - Estimated total run time in seconds = 542.347290 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 81.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 16300 - Time: 383.673828 seconds - Elapsed time in seconds = 441.91073499999999 - Elapsed time in hh:mm:ss = 0 h 07 m 21 s - Mean elapsed time per time step in seconds = 2.71110889E-02 - Max norm displacement vector U in all slices (m) = 2.33950015E-08 - Time steps done = 16300 out of 20000 - Time steps remaining = 3700 - Estimated remaining time in seconds = 100.311028 - Estimated remaining time in hh:mm:ss = 0 h 01 m 40 s - Estimated total run time in seconds = 542.221741 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 81.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 16400 - Time: 386.073853 seconds - Elapsed time in seconds = 444.49993400000000 - Elapsed time in hh:mm:ss = 0 h 07 m 24 s - Mean elapsed time per time step in seconds = 2.71036550E-02 - Max norm displacement vector U in all slices (m) = 2.50843275E-08 - Time steps done = 16400 out of 20000 - Time steps remaining = 3600 - Estimated remaining time in seconds = 97.5731583 - Estimated remaining time in hh:mm:ss = 0 h 01 m 37 s - Estimated total run time in seconds = 542.073120 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 82.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 16500 - Time: 388.473846 seconds - Elapsed time in seconds = 447.16737400000000 - Elapsed time in hh:mm:ss = 0 h 07 m 27 s - Mean elapsed time per time step in seconds = 2.71010529E-02 - Max norm displacement vector U in all slices (m) = 2.46765506E-08 - Time steps done = 16500 out of 20000 - Time steps remaining = 3500 - Estimated remaining time in seconds = 94.8536835 - Estimated remaining time in hh:mm:ss = 0 h 01 m 34 s - Estimated total run time in seconds = 542.021057 - Estimated total run time in hh:mm:ss = 0 h 09 m 02 s - We have done 82.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 16600 - Time: 390.873840 seconds - Elapsed time in seconds = 449.72947200000004 - Elapsed time in hh:mm:ss = 0 h 07 m 29 s - Mean elapsed time per time step in seconds = 2.70921364E-02 - Max norm displacement vector U in all slices (m) = 2.57204817E-08 - Time steps done = 16600 out of 20000 - Time steps remaining = 3400 - Estimated remaining time in seconds = 92.1132660 - Estimated remaining time in hh:mm:ss = 0 h 01 m 32 s - Estimated total run time in seconds = 541.842712 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 83.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 16700 - Time: 393.273834 seconds - Elapsed time in seconds = 452.38518600000003 - Elapsed time in hh:mm:ss = 0 h 07 m 32 s - Mean elapsed time per time step in seconds = 2.70889327E-02 - Max norm displacement vector U in all slices (m) = 2.70272178E-08 - Time steps done = 16700 out of 20000 - Time steps remaining = 3300 - Estimated remaining time in seconds = 89.3934784 - Estimated remaining time in hh:mm:ss = 0 h 01 m 29 s - Estimated total run time in seconds = 541.778687 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 83.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 16800 - Time: 395.673828 seconds - Elapsed time in seconds = 454.99718799999999 - Elapsed time in hh:mm:ss = 0 h 07 m 34 s - Mean elapsed time per time step in seconds = 2.70831659E-02 - Max norm displacement vector U in all slices (m) = 2.33902764E-08 - Time steps done = 16800 out of 20000 - Time steps remaining = 3200 - Estimated remaining time in seconds = 86.6661301 - Estimated remaining time in hh:mm:ss = 0 h 01 m 26 s - Estimated total run time in seconds = 541.663330 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 84.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 16900 - Time: 398.073853 seconds - Elapsed time in seconds = 457.56731100000002 - Elapsed time in hh:mm:ss = 0 h 07 m 37 s - Mean elapsed time per time step in seconds = 2.70749889E-02 - Max norm displacement vector U in all slices (m) = 2.27289831E-08 - Time steps done = 16900 out of 20000 - Time steps remaining = 3100 - Estimated remaining time in seconds = 83.9324646 - Estimated remaining time in hh:mm:ss = 0 h 01 m 23 s - Estimated total run time in seconds = 541.499756 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 84.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 17000 - Time: 400.473846 seconds - Elapsed time in seconds = 460.13312500000001 - Elapsed time in hh:mm:ss = 0 h 07 m 40 s - Mean elapsed time per time step in seconds = 2.70666536E-02 - Max norm displacement vector U in all slices (m) = 2.18358842E-08 - Time steps done = 17000 out of 20000 - Time steps remaining = 3000 - Estimated remaining time in seconds = 81.1999664 - Estimated remaining time in hh:mm:ss = 0 h 01 m 21 s - Estimated total run time in seconds = 541.333069 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 85.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 17100 - Time: 402.873840 seconds - Elapsed time in seconds = 462.77950000000004 - Elapsed time in hh:mm:ss = 0 h 07 m 42 s - Mean elapsed time per time step in seconds = 2.70631295E-02 - Max norm displacement vector U in all slices (m) = 2.53032173E-08 - Time steps done = 17100 out of 20000 - Time steps remaining = 2900 - Estimated remaining time in seconds = 78.4830704 - Estimated remaining time in hh:mm:ss = 0 h 01 m 18 s - Estimated total run time in seconds = 541.262573 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 85.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 17200 - Time: 405.273834 seconds - Elapsed time in seconds = 465.46142600000002 - Elapsed time in hh:mm:ss = 0 h 07 m 45 s - Mean elapsed time per time step in seconds = 2.70617101E-02 - Max norm displacement vector U in all slices (m) = 2.38640236E-08 - Time steps done = 17200 out of 20000 - Time steps remaining = 2800 - Estimated remaining time in seconds = 75.7727890 - Estimated remaining time in hh:mm:ss = 0 h 01 m 15 s - Estimated total run time in seconds = 541.234192 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 86.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 17300 - Time: 407.673828 seconds - Elapsed time in seconds = 468.10352000000000 - Elapsed time in hh:mm:ss = 0 h 07 m 48 s - Mean elapsed time per time step in seconds = 2.70580072E-02 - Max norm displacement vector U in all slices (m) = 2.44556855E-08 - Time steps done = 17300 out of 20000 - Time steps remaining = 2700 - Estimated remaining time in seconds = 73.0566177 - Estimated remaining time in hh:mm:ss = 0 h 01 m 13 s - Estimated total run time in seconds = 541.160156 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 86.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 17400 - Time: 410.073853 seconds - Elapsed time in seconds = 470.70477000000000 - Elapsed time in hh:mm:ss = 0 h 07 m 50 s - Mean elapsed time per time step in seconds = 2.70519983E-02 - Max norm displacement vector U in all slices (m) = 2.09278284E-08 - Time steps done = 17400 out of 20000 - Time steps remaining = 2600 - Estimated remaining time in seconds = 70.3351974 - Estimated remaining time in hh:mm:ss = 0 h 01 m 10 s - Estimated total run time in seconds = 541.039978 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 87.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 17500 - Time: 412.473846 seconds - Elapsed time in seconds = 473.32998500000002 - Elapsed time in hh:mm:ss = 0 h 07 m 53 s - Mean elapsed time per time step in seconds = 2.70474274E-02 - Max norm displacement vector U in all slices (m) = 2.25190639E-08 - Time steps done = 17500 out of 20000 - Time steps remaining = 2500 - Estimated remaining time in seconds = 67.6185684 - Estimated remaining time in hh:mm:ss = 0 h 01 m 07 s - Estimated total run time in seconds = 540.948547 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 87.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 17600 - Time: 414.873840 seconds - Elapsed time in seconds = 476.06284600000004 - Elapsed time in hh:mm:ss = 0 h 07 m 56 s - Mean elapsed time per time step in seconds = 2.70490255E-02 - Max norm displacement vector U in all slices (m) = 2.45233629E-08 - Time steps done = 17600 out of 20000 - Time steps remaining = 2400 - Estimated remaining time in seconds = 64.9176636 - Estimated remaining time in hh:mm:ss = 0 h 01 m 04 s - Estimated total run time in seconds = 540.980530 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 88.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 17700 - Time: 417.273834 seconds - Elapsed time in seconds = 478.76903300000004 - Elapsed time in hh:mm:ss = 0 h 07 m 58 s - Mean elapsed time per time step in seconds = 2.70490982E-02 - Max norm displacement vector U in all slices (m) = 2.31411939E-08 - Time steps done = 17700 out of 20000 - Time steps remaining = 2300 - Estimated remaining time in seconds = 62.2129250 - Estimated remaining time in hh:mm:ss = 0 h 01 m 02 s - Estimated total run time in seconds = 540.981934 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 88.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 17800 - Time: 419.673828 seconds - Elapsed time in seconds = 481.50042400000001 - Elapsed time in hh:mm:ss = 0 h 08 m 01 s - Mean elapsed time per time step in seconds = 2.70505864E-02 - Max norm displacement vector U in all slices (m) = 2.23403411E-08 - Time steps done = 17800 out of 20000 - Time steps remaining = 2200 - Estimated remaining time in seconds = 59.5112877 - Estimated remaining time in hh:mm:ss = 0 h 00 m 59 s - Estimated total run time in seconds = 541.011719 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 89.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 17900 - Time: 422.073853 seconds - Elapsed time in seconds = 484.21370400000001 - Elapsed time in hh:mm:ss = 0 h 08 m 04 s - Mean elapsed time per time step in seconds = 2.70510446E-02 - Max norm displacement vector U in all slices (m) = 2.34445778E-08 - Time steps done = 17900 out of 20000 - Time steps remaining = 2100 - Estimated remaining time in seconds = 56.8071938 - Estimated remaining time in hh:mm:ss = 0 h 00 m 56 s - Estimated total run time in seconds = 541.020874 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 89.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 + The run will finish approximately on (in local time): Thu Dec 11, 2025 17:40 Time step # 18000 Time: 424.473846 seconds - Elapsed time in seconds = 486.91819800000002 - Elapsed time in hh:mm:ss = 0 h 08 m 06 s - Mean elapsed time per time step in seconds = 2.70510111E-02 - Max norm displacement vector U in all slices (m) = 2.16834373E-08 + Elapsed time in seconds = 482.79591699999997 + Elapsed time in hh:mm:ss = 0 h 08 m 02 s + Mean elapsed time per time step in seconds = 2.68219952E-02 + Max norm displacement vector U in all slices (m) = 2.16013625E-08 Time steps done = 18000 out of 20000 Time steps remaining = 2000 - Estimated remaining time in seconds = 54.1020203 - Estimated remaining time in hh:mm:ss = 0 h 00 m 54 s - Estimated total run time in seconds = 541.020203 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s + Estimated remaining time in seconds = 53.6439896 + Estimated remaining time in hh:mm:ss = 0 h 00 m 53 s + Estimated total run time in seconds = 536.439880 + Estimated total run time in hh:mm:ss = 0 h 08 m 56 s We have done 90.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 18100 - Time: 426.873840 seconds - Elapsed time in seconds = 489.60432600000001 - Elapsed time in hh:mm:ss = 0 h 08 m 09 s - Mean elapsed time per time step in seconds = 2.70499624E-02 - Max norm displacement vector U in all slices (m) = 2.21443894E-08 - Time steps done = 18100 out of 20000 - Time steps remaining = 1900 - Estimated remaining time in seconds = 51.3949280 - Estimated remaining time in hh:mm:ss = 0 h 00 m 51 s - Estimated total run time in seconds = 540.999268 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 90.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 18200 - Time: 429.273834 seconds - Elapsed time in seconds = 492.26849900000002 - Elapsed time in hh:mm:ss = 0 h 08 m 12 s - Mean elapsed time per time step in seconds = 2.70477198E-02 - Max norm displacement vector U in all slices (m) = 1.84854603E-08 - Time steps done = 18200 out of 20000 - Time steps remaining = 1800 - Estimated remaining time in seconds = 48.6858940 - Estimated remaining time in hh:mm:ss = 0 h 00 m 48 s - Estimated total run time in seconds = 540.954407 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 91.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 18300 - Time: 431.673828 seconds - Elapsed time in seconds = 494.97440800000004 - Elapsed time in hh:mm:ss = 0 h 08 m 14 s - Mean elapsed time per time step in seconds = 2.70477813E-02 - Max norm displacement vector U in all slices (m) = 2.36000020E-08 - Time steps done = 18300 out of 20000 - Time steps remaining = 1700 - Estimated remaining time in seconds = 45.9812279 - Estimated remaining time in hh:mm:ss = 0 h 00 m 45 s - Estimated total run time in seconds = 540.955627 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 91.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 18400 - Time: 434.073853 seconds - Elapsed time in seconds = 497.93458300000003 - Elapsed time in hh:mm:ss = 0 h 08 m 17 s - Mean elapsed time per time step in seconds = 2.70616617E-02 - Max norm displacement vector U in all slices (m) = 2.19607657E-08 - Time steps done = 18400 out of 20000 - Time steps remaining = 1600 - Estimated remaining time in seconds = 43.2986603 - Estimated remaining time in hh:mm:ss = 0 h 00 m 43 s - Estimated total run time in seconds = 541.233215 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 92.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 18500 - Time: 436.473846 seconds - Elapsed time in seconds = 500.64461299999999 - Elapsed time in hh:mm:ss = 0 h 08 m 20 s - Mean elapsed time per time step in seconds = 2.70618703E-02 - Max norm displacement vector U in all slices (m) = 2.05626165E-08 - Time steps done = 18500 out of 20000 - Time steps remaining = 1500 - Estimated remaining time in seconds = 40.5928078 - Estimated remaining time in hh:mm:ss = 0 h 00 m 40 s - Estimated total run time in seconds = 541.237427 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 92.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 18600 - Time: 438.873840 seconds - Elapsed time in seconds = 503.30545499999999 - Elapsed time in hh:mm:ss = 0 h 08 m 23 s - Mean elapsed time per time step in seconds = 2.70594340E-02 - Max norm displacement vector U in all slices (m) = 2.19852900E-08 - Time steps done = 18600 out of 20000 - Time steps remaining = 1400 - Estimated remaining time in seconds = 37.8832054 - Estimated remaining time in hh:mm:ss = 0 h 00 m 37 s - Estimated total run time in seconds = 541.188660 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 93.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 18700 - Time: 441.273834 seconds - Elapsed time in seconds = 505.93291199999999 - Elapsed time in hh:mm:ss = 0 h 08 m 25 s - Mean elapsed time per time step in seconds = 2.70552356E-02 - Max norm displacement vector U in all slices (m) = 2.19531842E-08 - Time steps done = 18700 out of 20000 - Time steps remaining = 1300 - Estimated remaining time in seconds = 35.1718063 - Estimated remaining time in hh:mm:ss = 0 h 00 m 35 s - Estimated total run time in seconds = 541.104736 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 93.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 18800 - Time: 443.673828 seconds - Elapsed time in seconds = 508.49981200000002 - Elapsed time in hh:mm:ss = 0 h 08 m 28 s - Mean elapsed time per time step in seconds = 2.70478632E-02 - Max norm displacement vector U in all slices (m) = 2.17558220E-08 - Time steps done = 18800 out of 20000 - Time steps remaining = 1200 - Estimated remaining time in seconds = 32.4574356 - Estimated remaining time in hh:mm:ss = 0 h 00 m 32 s - Estimated total run time in seconds = 540.957275 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 94.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 - - Time step # 18900 - Time: 446.073853 seconds - Elapsed time in seconds = 511.06388700000002 - Elapsed time in hh:mm:ss = 0 h 08 m 31 s - Mean elapsed time per time step in seconds = 2.70404164E-02 - Max norm displacement vector U in all slices (m) = 1.99443662E-08 - Time steps done = 18900 out of 20000 - Time steps remaining = 1100 - Estimated remaining time in seconds = 29.7444592 - Estimated remaining time in hh:mm:ss = 0 h 00 m 29 s - Estimated total run time in seconds = 540.808350 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 94.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 19000 - Time: 448.473846 seconds - Elapsed time in seconds = 514.08963400000005 - Elapsed time in hh:mm:ss = 0 h 08 m 34 s - Mean elapsed time per time step in seconds = 2.70573497E-02 - Max norm displacement vector U in all slices (m) = 1.88018348E-08 - Time steps done = 19000 out of 20000 - Time steps remaining = 1000 - Estimated remaining time in seconds = 27.0573483 - Estimated remaining time in hh:mm:ss = 0 h 00 m 27 s - Estimated total run time in seconds = 541.146973 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 95.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 19100 - Time: 450.873840 seconds - Elapsed time in seconds = 516.72886500000004 - Elapsed time in hh:mm:ss = 0 h 08 m 36 s - Mean elapsed time per time step in seconds = 2.70538665E-02 - Max norm displacement vector U in all slices (m) = 2.21140883E-08 - Time steps done = 19100 out of 20000 - Time steps remaining = 900 - Estimated remaining time in seconds = 24.3484802 - Estimated remaining time in hh:mm:ss = 0 h 00 m 24 s - Estimated total run time in seconds = 541.077332 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 95.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 19200 - Time: 453.273834 seconds - Elapsed time in seconds = 519.42451100000005 - Elapsed time in hh:mm:ss = 0 h 08 m 39 s - Mean elapsed time per time step in seconds = 2.70533599E-02 - Max norm displacement vector U in all slices (m) = 2.10260591E-08 - Time steps done = 19200 out of 20000 - Time steps remaining = 800 - Estimated remaining time in seconds = 21.6426888 - Estimated remaining time in hh:mm:ss = 0 h 00 m 21 s - Estimated total run time in seconds = 541.067200 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 96.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 19300 - Time: 455.673828 seconds - Elapsed time in seconds = 522.12331800000004 - Elapsed time in hh:mm:ss = 0 h 08 m 42 s - Mean elapsed time per time step in seconds = 2.70530209E-02 - Max norm displacement vector U in all slices (m) = 1.89538465E-08 - Time steps done = 19300 out of 20000 - Time steps remaining = 700 - Estimated remaining time in seconds = 18.9371147 - Estimated remaining time in hh:mm:ss = 0 h 00 m 18 s - Estimated total run time in seconds = 541.060425 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 96.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 19400 - Time: 458.073853 seconds - Elapsed time in seconds = 524.76547900000003 - Elapsed time in hh:mm:ss = 0 h 08 m 44 s - Mean elapsed time per time step in seconds = 2.70497669E-02 - Max norm displacement vector U in all slices (m) = 2.35283775E-08 - Time steps done = 19400 out of 20000 - Time steps remaining = 600 - Estimated remaining time in seconds = 16.2298603 - Estimated remaining time in hh:mm:ss = 0 h 00 m 16 s - Estimated total run time in seconds = 540.995361 - Estimated total run time in hh:mm:ss = 0 h 09 m 00 s - We have done 97.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 19500 - Time: 460.473846 seconds - Elapsed time in seconds = 527.53362400000003 - Elapsed time in hh:mm:ss = 0 h 08 m 47 s - Mean elapsed time per time step in seconds = 2.70530060E-02 - Max norm displacement vector U in all slices (m) = 2.23386518E-08 - Time steps done = 19500 out of 20000 - Time steps remaining = 500 - Estimated remaining time in seconds = 13.5265036 - Estimated remaining time in hh:mm:ss = 0 h 00 m 13 s - Estimated total run time in seconds = 541.060120 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 97.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 19600 - Time: 462.873840 seconds - Elapsed time in seconds = 530.28581700000007 - Elapsed time in hh:mm:ss = 0 h 08 m 50 s - Mean elapsed time per time step in seconds = 2.70553995E-02 - Max norm displacement vector U in all slices (m) = 1.86674143E-08 - Time steps done = 19600 out of 20000 - Time steps remaining = 400 - Estimated remaining time in seconds = 10.8221598 - Estimated remaining time in hh:mm:ss = 0 h 00 m 10 s - Estimated total run time in seconds = 541.107971 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 98.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 19700 - Time: 465.273834 seconds - Elapsed time in seconds = 533.13734999999997 - Elapsed time in hh:mm:ss = 0 h 08 m 53 s - Mean elapsed time per time step in seconds = 2.70628091E-02 - Max norm displacement vector U in all slices (m) = 1.78772463E-08 - Time steps done = 19700 out of 20000 - Time steps remaining = 300 - Estimated remaining time in seconds = 8.11884308 - Estimated remaining time in hh:mm:ss = 0 h 00 m 08 s - Estimated total run time in seconds = 541.256165 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 98.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 19800 - Time: 467.673828 seconds - Elapsed time in seconds = 535.80189900000005 - Elapsed time in hh:mm:ss = 0 h 08 m 55 s - Mean elapsed time per time step in seconds = 2.70607024E-02 - Max norm displacement vector U in all slices (m) = 1.91776337E-08 - Time steps done = 19800 out of 20000 - Time steps remaining = 200 - Estimated remaining time in seconds = 5.41214037 - Estimated remaining time in hh:mm:ss = 0 h 00 m 05 s - Estimated total run time in seconds = 541.214050 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 99.0000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 - - Time step # 19900 - Time: 470.073853 seconds - Elapsed time in seconds = 538.42438900000002 - Elapsed time in hh:mm:ss = 0 h 08 m 58 s - Mean elapsed time per time step in seconds = 2.70565022E-02 - Max norm displacement vector U in all slices (m) = 1.78796569E-08 - Time steps done = 19900 out of 20000 - Time steps remaining = 100 - Estimated remaining time in seconds = 2.70565009 - Estimated remaining time in hh:mm:ss = 0 h 00 m 02 s - Estimated total run time in seconds = 541.130066 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s - We have done 99.5000000 % of that - The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 + The run will finish approximately on (in local time): Thu Dec 11, 2025 17:40 Time step # 20000 Time: 472.473846 seconds - Elapsed time in seconds = 541.01203599999997 - Elapsed time in hh:mm:ss = 0 h 09 m 01 s - Mean elapsed time per time step in seconds = 2.70506013E-02 - Max norm displacement vector U in all slices (m) = 1.80097768E-08 + Elapsed time in seconds = 534.57497300000000 + Elapsed time in hh:mm:ss = 0 h 08 m 54 s + Mean elapsed time per time step in seconds = 2.67287493E-02 + Max norm displacement vector U in all slices (m) = 1.64794738E-08 Time steps done = 20000 out of 20000 Time steps remaining = 0 Estimated remaining time in seconds = 0.00000000 Estimated remaining time in hh:mm:ss = 0 h 00 m 00 s - Estimated total run time in seconds = 541.012024 - Estimated total run time in hh:mm:ss = 0 h 09 m 01 s + Estimated total run time in seconds = 534.574951 + Estimated total run time in hh:mm:ss = 0 h 08 m 54 s We have done 100.000000 % of that Writing the seismograms Total number of time steps written: 20000 - Writing the seismograms in parallel took 4.04959992E-02 seconds + Writing the seismograms in parallel took 4.12050001E-02 seconds Time loop finished. Timing info: - Total elapsed time in seconds = 541.08082600000000 - Total elapsed time in hh:mm:ss = 0 h 09 m 01 s + Total elapsed time in seconds = 534.64794199999994 + Total elapsed time in hh:mm:ss = 0 h 08 m 54 s finalizing simulation diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/README.md b/EXAMPLES/real_world/Myanmar_Mw7.7/README.md index b3ac1a370..41da9eabe 100644 --- a/EXAMPLES/real_world/Myanmar_Mw7.7/README.md +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/README.md @@ -48,24 +48,24 @@ For this region, a nice model seems to be [FWEA23](https://ds.iris.edu/ds/produc We will first setup the topography surface and tomographic model for meshing our region. In this example folder, we provide a bash script `setup_model.sh` to setup these model files. - + Just run the setup script with the default target region: ``` > ./setup_model.sh ``` - + This might take a while to complete and download the rather large EMC model file. Note that we added additional interfaces at 100km and 6km depth to facilitate the meshing with doubling layers. - + Furthermore, USGS provides a global [Vs30 model and data](https://earthquake.usgs.gov/data/vs30/) set. The script will download and extract a corresponding Vs30-interface for our region. - - + + 2. **Wave simulation**: After you have completed the mesh setup, you can run the in-house mesher `xmeshfem3D` and `xgenerate_databases` to create the spectral-element mesh of our region. The seismic wave propagation solver `xspecfem3D` then creates the needed movie data files for our visualization. - + To run the simulation, just type: ``` > ./run_this_example.sh @@ -89,17 +89,17 @@ For this region, a nice model seems to be [FWEA23](https://ds.iris.edu/ds/produc NTSTEP_BETWEEN_FRAMES = 100 HDUR_MOVIE = 0.0 ``` - + To visualize the corresponding output data (`OUTPUT_FILES/moviedata***`), we can create movie snapshot files as `OUTPUT_FILES/AVS_*.inp` files: ``` > ./xcreate_movie_files.sh ``` - + Similar for the shakemap, we can plot the peak-ground velocity (PGV) values by ``` > ./xcreate_shakemap.sh 2 ``` - + You can use for example [Paraview](https://www.paraview.org) to look at the created `OUTPUT_FILEs/AVS_movie*.inp` files. diff --git a/src/decompose_mesh/read_mesh_files.F90 b/src/decompose_mesh/read_mesh_files.F90 index 706ecf290..cff7e7ea5 100644 --- a/src/decompose_mesh/read_mesh_files.F90 +++ b/src/decompose_mesh/read_mesh_files.F90 @@ -440,7 +440,7 @@ subroutine read_mesh_files() if (ier /= 0) stop 'Error rewinding nummaterial_velocity_file' ! reads in undefined material properties - print *, ' undefined materials: ',count_def_mat,' (interfaces/tomography models/..)' + print *, ' undefined materials: ',count_undef_mat,' (interfaces/tomography models/..)' do imat = 1,count_undef_mat ! undefined materials: have to be listed in decreasing order of material_id (start with -1, -2, etc...) ! format: diff --git a/src/generate_databases/model_scattering.f90 b/src/generate_databases/model_scattering.F90 similarity index 63% rename from src/generate_databases/model_scattering.f90 rename to src/generate_databases/model_scattering.F90 index 15cf561c5..a5501cddc 100644 --- a/src/generate_databases/model_scattering.f90 +++ b/src/generate_databases/model_scattering.F90 @@ -43,18 +43,17 @@ module model_scattering_par integer :: num_target_materials = 0 logical :: USE_ALL_MATERIALS = .false. - ! white noise (otherwise von Karman noise distribution) - logical :: USE_WHITE_NOISE = .false. - ! von Karman distribution - ! perturbation array (regular x/y/z grid) + ! perturbation array (regular x/y/z grid) for each process real(kind=CUSTOM_REAL), dimension(:,:,:),allocatable :: perturbation_grid integer :: pert_Nx,pert_Ny,pert_Nz ! normalized fft cube mesh extends in range [0,1] double precision, parameter :: grid_length = 1.d0 ! range [0,1] - ! for mesh interpolations + ! flag to use small grid cell sizes + logical, parameter :: USE_SMALLER_FFT_GRID_CELLS = .false. + ! grid origin location, grid spacing double precision :: grid_origin_x,grid_origin_y,grid_origin_z double precision :: grid_dim_x,grid_dim_y,grid_dim_z @@ -64,14 +63,15 @@ module model_scattering_par double precision :: grid_normalization_factor ! normalization factor double precision :: grid_lambda_min ! normalized estimated minimum wavelength + ! local (partial) grid dimensions for each process + double precision :: grid_xmin_proc,grid_ymin_proc,grid_zmin_proc + double precision :: grid_xmax_proc,grid_ymax_proc,grid_zmax_proc + ! fft size integer :: grid_N ! note: not working yet, mesh point positions are determined on the fly and not yet known at the onset ! of velocity determination get_model() routine - todo for future use: shrink fft grid size per process - ! indexing of partial grid to cover single process slice - !integer :: part_grid_imin,part_grid_imax,part_grid_jmin,part_grid_jmax,part_grid_kmin,part_grid_kmax - !integer :: part_grid_size_i,part_grid_size_j,part_grid_size_k ! special functions ! log2 interface @@ -313,6 +313,14 @@ subroutine setup_grid() enddo endif + ! store local grid dimensions + grid_xmin_proc = x_min + grid_xmax_proc = x_max + grid_ymin_proc = y_min + grid_ymax_proc = y_max + grid_zmin_proc = z_min + grid_zmax_proc = z_max + ! determine min/max on all processes x_min_all = HUGEVAL y_min_all = HUGEVAL @@ -356,9 +364,9 @@ subroutine setup_grid() ! user info if (myrank == 0) then - write(IMAIN,*) ' mesh dimensions : ',dim_x,'/',dim_y,'/',dim_z - write(IMAIN,*) ' mesh origins : ',x_min_all,'/',y_min_all,'/',z_min_all - write(IMAIN,*) ' mesh maximum extend : ',dim_max + write(IMAIN,*) ' domain dimensions : ',dim_x,'/',dim_y,'/',dim_z + write(IMAIN,*) ' domain origins : ',x_min_all,'/',y_min_all,'/',z_min_all + write(IMAIN,*) ' domain maximum extend : ',dim_max write(IMAIN,*) call flush_IMAIN() endif @@ -410,19 +418,26 @@ subroutine setup_grid() elemsize_min_norm = real(elemsize_min / grid_normalization_factor, kind=CUSTOM_REAL) ! minimum grid cell size for FFT grid - grid_cell_size = elemsize_min_norm - ! or - ! average GLL point distance for grid estimate - !grid_cell_size = elemsize_min_norm / (NGLLX-1) + if (USE_SMALLER_FFT_GRID_CELLS) then + ! using smaller cell sizes (makes FFTs much more expensive) + ! at least half of the element size + grid_cell_size = 0.5d0 * elemsize_min_norm + ! or + ! average GLL point distance for grid estimate + !grid_cell_size = elemsize_min_norm / (NGLLX-1) + else + ! cell size ~ minimum element size + grid_cell_size = elemsize_min_norm + endif ! estimated minimum wavelength (assuming 5 grid points per wavelength), normalized grid_lambda_min = elemsize_min_norm / (NGLLX-1) * 5 ! user output if (myrank == 0) then - write(IMAIN,*) ' mesh minimum element size : ',elemsize_min,'(m)' + write(IMAIN,*) ' domain minimum element size : ',elemsize_min,'(m)' write(IMAIN,*) ' estimated minimum wavelength : ',sngl(grid_lambda_min * grid_normalization_factor),'(m)' - write(IMAIN,*) ' grid normalization factor : ',sngl(grid_normalization_factor) + write(IMAIN,*) ' normalization factor : ',sngl(grid_normalization_factor) write(IMAIN,*) call flush_IMAIN() endif @@ -496,8 +511,8 @@ end function psd_vonKarman_3D subroutine generate_perturbations() - use constants, only: PI - use shared_parameters, only: SAVE_MESH_FILES + use constants, only: PI,TINYVAL,itag + use shared_parameters, only: SAVE_MESH_FILES,NPROC use model_scattering_par @@ -511,6 +526,7 @@ subroutine generate_perturbations() integer :: N,npower_of_2,index_k_lambda integer :: i,j,k,ik,ier double precision :: mb_size + double precision :: grid_dx_in_m ! complex array in double precision (must match with fft.f90 precision) integer, parameter :: CUSTOM_CMPLX = 8 @@ -528,6 +544,23 @@ subroutine generate_perturbations() ! external function real,external :: psd_vonKarman_3D + ! white noise (otherwise von Karman noise distribution) + logical :: USE_WHITE_NOISE + real(kind=CUSTOM_REAL),external :: get_random_perturbation_value + + ! for mesh interpolations + ! global perturbation array (for rank 0 only) + real(kind=CUSTOM_REAL), dimension(:,:,:),allocatable :: perturbation_grid_global + integer :: pert_Nx_global,pert_Ny_global,pert_Nz_global + + ! local grids + integer :: pert_imin, pert_imax, pert_jmin, pert_jmax, pert_kmin, pert_kmax + ! local gathers + integer :: iproc,imin,imax,jmin,jmax,kmin,kmax,Nx,Ny,Nz + integer, dimension(9) :: pert_index_minmax + integer, dimension(9,0:NPROC-1) :: pert_index_minmax_all + real(kind=CUSTOM_REAL),dimension(:,:,:),allocatable :: tmp_slice + ! timing double precision, external :: wtime double precision :: time_start,tCPU @@ -536,7 +569,7 @@ subroutine generate_perturbations() if (num_target_materials == 0) return ! white noise - ! in case correlation length is smaller than GLL point distance, we use white noise + ! in case correlation length is smaller than GLL point distance, we could use white noise ! ! correlation length ! such that k * a ~ 1 (for correlation factor == 1) @@ -548,81 +581,22 @@ subroutine generate_perturbations() ! 5 / (2.d0 * PI) * SCATTERING_CORRELATION < 1 ! and ! SCATTERING_CORRELATION < 1 / 5 * 2 * PI ~ 1.25 - ! let's use white noise for factors < 1 - if (SCATTERING_CORRELATION < 1.0d0) then + ! + ! for now, let's use white noise for factors == 0 + if (SCATTERING_CORRELATION < TINYVAL) then ! set flag USE_WHITE_NOISE = .true. - - ! user output - if (myrank == 0) then - write(IMAIN,*) ' perturbation distribution : ','white noise (correlation factor < 1.0)' - write(IMAIN,*) ' perturbation correlation factor : ',sngl(SCATTERING_CORRELATION) - write(IMAIN,*) ' perturbation maximum amplitude : ',sngl(SCATTERING_STRENGTH) - write(IMAIN,*) - call flush_IMAIN() - endif - - ! no need for FFTs, just random number generation - ! - ! initializes random number generator - ! seed with fixed value to make successive runs repeatable - call random_seed(size=num_seed) - allocate(myseed(num_seed)) - myseed(1:num_seed) = 12345 - call random_seed(put=myseed) - - ! visualization output (for debugging) - if (SAVE_MESH_FILES .and. myrank == 0) then - ! file output of perturbation grid - ! - ! note: this perturbation grid is not actually used and allocated for white noise perturbations. - ! the file output here is meant for debugging and visualization. - - ! determines grid dimensions - ! next power of 2 for FFT - npower_of_2 = int(log2(grid_length / grid_cell_size)) + 1 - N = 2**npower_of_2 - ! limits minimum/maximum number of points for FFT - !if (N < 1024) N = 1024 ! number of minimum points along x-direction (power of 2 for fft) 2**(10) - !if (N < 512) N = 512 ! number of minimum points along x-direction (power of 2 for fft) 2**(9) - if (N < 256) N = 256 ! number of minimum points along x-direction (power of 2 for fft) 2**(8) - !if (N > 8192) N = 8192 ! number of maximum points along x-direction (power of 2 for fft) 2**(13) - !if (N > 4096) N = 4096 ! number of maximum points along x-direction (power of 2 for fft) 2**(12) - if (N > 2048) N = 2048 ! number of minimum points along x-direction (power of 2 for fft) 2**(11) - ! power of 2 - npower_of_2 = ceiling(log2(real(N))) - ! for mesh interpolations (uses double precision values) - grid_dx = grid_length / (N-1) ! grid space increment, dx == dy == dz - ! for perturbation grid dimension - pert_Nx = int(grid_dim_x / grid_normalization_factor / grid_dx) + 1 - pert_Ny = int(grid_dim_y / grid_normalization_factor / grid_dx) + 1 - pert_Nz = int(grid_dim_z / grid_normalization_factor / grid_dx) + 1 - ! make sure perturbation grid is not bigger than wavenumber distribution array - if (pert_Nx > N) pert_Nx = N - if (pert_Ny > N) pert_Ny = N - if (pert_Nz > N) pert_Nz = N - - ! user output - if (myrank == 0) then - write(IMAIN,*) ' grid spacing : dx = ',sngl(grid_dx * grid_normalization_factor),'(m)' - write(IMAIN,*) ' perturbations: grid Nx/Ny/Nz = ',pert_Nx,'/',pert_Ny,'/',pert_Nz - write(IMAIN,*) - call flush_IMAIN() - endif - - ! output VTU file for visual inspection - call plot_grid_data() - endif - - ! all done - return + else + USE_WHITE_NOISE = .false. endif - ! from here on, we generate noise with von Karman distribution - ! user output if (myrank == 0) then - write(IMAIN,*) ' perturbation distribution : ','von Karman' + if (USE_WHITE_NOISE) then + write(IMAIN,*) ' perturbation distribution : ','white noise (correlation factor == 0.0)' + else + write(IMAIN,*) ' perturbation distribution : ','von Karman' + endif write(IMAIN,*) ' perturbation correlation factor : ',sngl(SCATTERING_CORRELATION) write(IMAIN,*) ' perturbation maximum amplitude : ',sngl(SCATTERING_STRENGTH) write(IMAIN,*) @@ -634,9 +608,12 @@ subroutine generate_perturbations() ! user output if (myrank == 0) then - write(IMAIN,*) ' FFT grid size (normalized) : ',sngl(grid_length) - write(IMAIN,*) ' FFT grid cell size (normalized) : ',sngl(grid_cell_size) - call flush_IMAIN() + ! FFT + if (.not. USE_WHITE_NOISE) then + write(IMAIN,*) ' FFT grid size (normalized) : ',sngl(grid_length) + write(IMAIN,*) ' FFT grid cell size (normalized) : ',sngl(grid_cell_size) + call flush_IMAIN() + endif endif ! next power of 2 for FFT @@ -665,23 +642,95 @@ subroutine generate_perturbations() grid_dx = grid_length / (N-1) ! grid space increment, dx == dy == dz grid_N = N + ! grid space in m + grid_dx_in_m = grid_dx * grid_normalization_factor + ! user output if (myrank == 0) then - write(IMAIN,*) ' FFT using number of grid points : N = ',N - write(IMAIN,*) ' FFT using power of 2 : npower_of_2 = ',npower_of_2 - ! memory required - mb_size = dble(N) * dble(N) * dble(N) * dble(CUSTOM_REAL) / 1024.d0 / 1024.d0 - write(IMAIN,*) ' FFT using memory size : ',sngl(mb_size),'MB' - write(IMAIN,*) ' grid spacing : dx = ',sngl(grid_dx * grid_normalization_factor),'(m)' + ! FFT + if (.not. USE_WHITE_NOISE) then + write(IMAIN,*) ' FFT using number of grid points : N = ',N + write(IMAIN,*) ' FFT using power of 2 : npower_of_2 = ',npower_of_2 + ! memory required + mb_size = dble(N) * dble(N) * dble(N) * dble(CUSTOM_REAL) / 1024.d0 / 1024.d0 + write(IMAIN,*) ' FFT using memory size : ',sngl(mb_size),'MB' + endif + write(IMAIN,*) ' grid spacing : dx = ',sngl(grid_dx_in_m),'(m)' write(IMAIN,*) call flush_IMAIN() endif - ! for perturbation grid dimension - pert_Nx = int(grid_dim_x / grid_normalization_factor / grid_dx) + 1 - pert_Ny = int(grid_dim_y / grid_normalization_factor / grid_dx) + 1 - pert_Nz = int(grid_dim_z / grid_normalization_factor / grid_dx) + 1 + ! for global perturbation grid dimension (needed on rank 0) + pert_Nx_global = ceiling(grid_dim_x / grid_dx_in_m) + 1 + pert_Ny_global = ceiling(grid_dim_y / grid_dx_in_m) + 1 + pert_Nz_global = ceiling(grid_dim_z / grid_dx_in_m) + 1 + ! make sure perturbation grid is not bigger than wavenumber distribution array + if (pert_Nx_global > N) pert_Nx_global = N + if (pert_Ny_global > N) pert_Ny_global = N + if (pert_Nz_global > N) pert_Nz_global = N + ! ensure minimum size for valid grid if domain is very small (1x1x1) + if (pert_Nx_global < 1) pert_Nx_global = 1 + if (pert_Ny_global < 1) pert_Ny_global = 1 + if (pert_Nz_global < 1) pert_Nz_global = 1 + + ! for local (partial) perturbation grids on each process + pert_imin = int((grid_xmin_proc - grid_origin_x) / grid_dx_in_m) + 1 + pert_imax = int((grid_xmax_proc - grid_origin_x) / grid_dx_in_m) + 1 + pert_jmin = int((grid_ymin_proc - grid_origin_y) / grid_dx_in_m) + 1 + pert_jmax = int((grid_ymax_proc - grid_origin_y) / grid_dx_in_m) + 1 + pert_kmin = int((grid_zmin_proc - grid_origin_z) / grid_dx_in_m) + 1 + pert_kmax = int((grid_zmax_proc - grid_origin_z) / grid_dx_in_m) + 1 + + ! add margin elements to extend local grids (such that they overlap on shared nodes to avoid interpolation artefacts) + pert_imin = pert_imin - 1 + pert_jmin = pert_jmin - 1 + pert_kmin = pert_kmin - 1 + + pert_imax = pert_imax + 1 + pert_jmax = pert_jmax + 1 + pert_kmax = pert_kmax + 1 + + ! handle egde cases + if (pert_imin < 1) pert_imin = 1 + if (pert_jmin < 1) pert_jmin = 1 + if (pert_kmin < 1) pert_kmin = 1 + + if (pert_imax < 1) pert_imax = 1 + if (pert_jmax < 1) pert_jmax = 1 + if (pert_kmax < 1) pert_kmax = 1 + + if (pert_imin > N) pert_imin = N + if (pert_jmin > N) pert_jmin = N + if (pert_kmin > N) pert_kmin = N + + if (pert_imax > N) pert_imax = N + if (pert_jmax > N) pert_jmax = N + if (pert_kmax > N) pert_kmax = N + + ! stay within global mesh extend + if (pert_imax > pert_Nx_global) pert_imax = pert_Nx_global + if (pert_jmax > pert_Ny_global) pert_jmax = pert_Ny_global + if (pert_kmax > pert_Nz_global) pert_kmax = pert_Nz_global + + ! update local perturbation grid xmin/xmax/.. positions + grid_xmin_proc = grid_origin_x + (pert_imin-1) * grid_dx_in_m + grid_xmax_proc = grid_origin_x + (pert_imax-1) * grid_dx_in_m + grid_ymin_proc = grid_origin_y + (pert_jmin-1) * grid_dx_in_m + grid_ymax_proc = grid_origin_y + (pert_jmax-1) * grid_dx_in_m + grid_zmin_proc = grid_origin_z + (pert_kmin-1) * grid_dx_in_m + grid_zmax_proc = grid_origin_z + (pert_kmax-1) * grid_dx_in_m + + ! total number of grid element for this slice + pert_Nx = pert_imax - pert_imin + 1 + pert_Ny = pert_jmax - pert_jmin + 1 + pert_Nz = pert_kmax - pert_kmin + 1 + + ! in case where a process might not own any target material regions + if (pert_Nx < 1) pert_Nx = 0 + if (pert_Ny < 1) pert_Ny = 0 + if (pert_Nz < 1) pert_Nz = 0 + if (pert_Nx > N) pert_Nx = N if (pert_Ny > N) pert_Ny = N if (pert_Nz > N) pert_Nz = N @@ -707,11 +756,14 @@ subroutine generate_perturbations() ! user output if (myrank == 0) then - write(IMAIN,*) ' wavenumbers: k min/max = ',k_min,'/',k_max - write(IMAIN,*) ' dk increment = ',dk - write(IMAIN,*) ' k lambda_min = ',k_lambda - write(IMAIN,*) ' index k lambda_min = ',index_k_lambda - write(IMAIN,*) + ! FFT + if (.not. USE_WHITE_NOISE) then + write(IMAIN,*) ' wavenumbers: k min/max = ',k_min,'/',k_max + write(IMAIN,*) ' dk increment = ',dk + write(IMAIN,*) ' k lambda_min = ',k_lambda + write(IMAIN,*) ' index k lambda_min = ',index_k_lambda + write(IMAIN,*) + endif write(IMAIN,*) ' correlation length : ',a_corr write(IMAIN,*) ' (in meters): ',sngl(a_corr * grid_normalization_factor),'(m)' write(IMAIN,*) @@ -723,47 +775,6 @@ subroutine generate_perturbations() ! only main process creates pertubation grid, then distributes it to all others ! to have the same perturbation grid for all processes. - ! 3D arrays - !allocate(freqs(N), wavenumbers_kx(N,N,N), wavenumbers_ky(N,N,N), wavenumbers_kz(N,N,N),stat=ier) - allocate(freqs(N),stat=ier) - if (ier /= 0) stop 'Error allocating wavenumbers arrays' - - ! fft indexing - freqs(:) = 0.0 - do i = 1,N - ! numpy-like - !if (i <= N/2+1) then - ! ! indices: 0,1,..,N/2 - ! ik = i - 1 - !else - ! ! indices: -N/2-1,-N/2-2,..,-1 - ! ik = - (N - (i - 1)) - !endif - - ! here positive values only; will take conjugates later for second half of array (when calling to apply symmetries) - if (i <= N/2+1) then - ! indices: 0,1,..,N/2 - ik = i - 1 - else - ! indices: N/2-1,N/2-2,..,1 - ik = N - (i - 1) - endif - freqs(i) = real(ik,kind=CUSTOM_REAL) ! for d = 1.0/N: freqs = ik / (d*N) = ik / ((1.0 / N) * N) = ik / ( 1.0 ) = ik - enddo - ! debug - !print *,'debug: freqs ',freqs(:); print * - ! same as: - !freqs = (/0.0,(real(i,kind=CUSTOM_REAL),i=1,N/2)/) - !freqs = (/freqs(1:N/2+1),(real(i,kind=CUSTOM_REAL),i=N/2-1,1,-1)/) - !print *,'debug: new freqs ',freqs(:); print * - ! debug - !print *,'maximum wavenumber = ',maxval(freqs(:)) * dk ! maximum wavenumber - - ! sets up helper array for FFTs - do i = 1,npower_of_2 - mpow(i) = 2**(npower_of_2-i) - enddo - ! initializes random number generator ! seed with fixed value to make successive runs repeatable call random_seed(size=num_seed) @@ -775,94 +786,151 @@ subroutine generate_perturbations() !call random_number(rand_phase) !print *,'debug: rank ',myrank,'random number 1: ',rand_phase - ! wavenumber distribution (for FFTs) - allocate(kxyz_dist(N,N,N),stat=ier) - if (ier /= 0) stop 'Error allocating kxyz_dist array' - kxyz_dist(:,:,:) = cmplx(0.0,0.0) - - ! applies amplitudes, which follow defined power spectral density (psd), to random phases - do k = 1,N - do j = 1,N - do i = 1,N - ! wavenumbers - kx = freqs(i) * dk ! (2.0 * np.pi * freqs[icol]) / L - ky = freqs(j) * dk ! (2.0 * np.pi * freqs[irow]) / L - kz = freqs(k) * dk ! (2.0 * np.pi * freqs[iz]) / L - - ! amplitudes w/ von Karman distribution - psd = psd_vonKarman_3D(a_corr,kx,ky,kz) - - ! random phase - call random_number(rand_phase) - ! range [0,2pi] - rand_phase = real(rand_phase * 2.d0 * PI,kind=CUSTOM_REAL) - k_random = cmplx( cos(rand_phase), sin(rand_phase) ) - - ! stores wavenumber distribution - kxyz_dist(i,j,k) = k_random * sqrt(psd) - enddo + ! FFT + if (.not. USE_WHITE_NOISE) then + ! 3D arrays + !allocate(freqs(N), wavenumbers_kx(N,N,N), wavenumbers_ky(N,N,N), wavenumbers_kz(N,N,N),stat=ier) + allocate(freqs(N),stat=ier) + if (ier /= 0) stop 'Error allocating wavenumbers arrays' + + ! fft indexing + freqs(:) = 0.0 + do i = 1,N + ! numpy-like + !if (i <= N/2+1) then + ! ! indices: 0,1,..,N/2 + ! ik = i - 1 + !else + ! ! indices: -N/2-1,-N/2-2,..,-1 + ! ik = - (N - (i - 1)) + !endif + + ! here positive values only; will take conjugates later for second half of array (when calling to apply symmetries) + if (i <= N/2+1) then + ! indices: 0,1,..,N/2 + ik = i - 1 + else + ! indices: N/2-1,N/2-2,..,1 + ik = N - (i - 1) + endif + freqs(i) = real(ik,kind=CUSTOM_REAL) ! for d = 1.0/N: freqs = ik / (d*N) = ik / ((1.0 / N) * N) = ik / ( 1.0 ) = ik + enddo + ! debug + !print *,'debug: freqs ',freqs(:); print * + ! same as: + !freqs = (/0.0,(real(i,kind=CUSTOM_REAL),i=1,N/2)/) + !freqs = (/freqs(1:N/2+1),(real(i,kind=CUSTOM_REAL),i=N/2-1,1,-1)/) + !print *,'debug: new freqs ',freqs(:); print * + ! debug + !print *,'maximum wavenumber = ',maxval(freqs(:)) * dk ! maximum wavenumber + + ! sets up helper array for FFTs + do i = 1,npower_of_2 + mpow(i) = 2**(npower_of_2-i) enddo - enddo - ! user output - write(IMAIN,*) ' starting 3D FFTs' - call flush_IMAIN() + ! wavenumber distribution (for FFTs) + allocate(kxyz_dist(N,N,N),stat=ier) + if (ier /= 0) stop 'Error allocating kxyz_dist array' + kxyz_dist(:,:,:) = cmplx(0.0,0.0) + + ! applies amplitudes, which follow defined power spectral density (psd), to random phases + do k = 1,N + do j = 1,N + do i = 1,N + ! wavenumbers + kx = freqs(i) * dk ! (2.0 * np.pi * freqs[icol]) / L + ky = freqs(j) * dk ! (2.0 * np.pi * freqs[irow]) / L + kz = freqs(k) * dk ! (2.0 * np.pi * freqs[iz]) / L + + ! amplitudes w/ von Karman distribution + psd = psd_vonKarman_3D(a_corr,kx,ky,kz) + + ! random phase + call random_number(rand_phase) + ! range [0,2pi] + rand_phase = real(rand_phase * 2.d0 * PI,kind=CUSTOM_REAL) + k_random = cmplx( cos(rand_phase), sin(rand_phase) ) + + ! stores wavenumber distribution + kxyz_dist(i,j,k) = k_random * sqrt(psd) + enddo + enddo + enddo + ! free memory + deallocate(freqs) - ! define symmetry conditions for 3D FFT - call fft_apply_3D_symmetry(kxyz_dist,N) - - ! FFT arrays - ! example: 1D fft - !allocate(k_line(N),x_FFT(N),stat=ier) - !if (ier /= 0) stop 'Error allocating x_FFT array' - !k_line(:) = cmplx(0.0,0.0) - !x_FFT(:) = 0.0_CUSTOM_REAL - ! inverse Fourier transform - ! w/ 1D FFTs - !do k = 1,N - ! do j = 1,N - ! ! takes 1D line - ! k_line(:) = kxyz_dist(:,j,k) - ! ! pad negative k - ! do ii = 2, N/2 - ! ! fills from N,N-1,..,N/2+2 - ! k_line(N+2-ii) = conjg(k_line(ii)) - ! enddo - ! ! 1D inverse FFT - ! call FFTinv(npower_of_2, k_line(:), 1.0_CUSTOM_REAL, dk, x_FFT(:), mpow) ! inverse FFT, outputs real array x_FFT - ! - ! !call rspec(k_line(:),N/2) ! restructuring - ! !call FFT(npower_of_2, k_line(:), -1.0_CUSTOM_REAL, dk, mpow) ! inverse FFT, outputs complex array k_line - ! !x_FFT(1:N) = real(k_line(1:N)) ! takes the real part - ! - ! ! stores perturbations array - ! perturbation_grid(:,j,k) = x_FFT(:) - ! enddo - !enddo + ! user output + write(IMAIN,*) ' starting 3D FFTs' + call flush_IMAIN() - ! 3D FFT - call FFT_3D(N, npower_of_2, kxyz_dist, -1.0_CUSTOM_REAL, dk, mpow) ! inverse 3D FFT (zign == -1) + ! define symmetry conditions for 3D FFT + call fft_apply_3D_symmetry(kxyz_dist,N) + + ! FFT arrays + ! example: 1D fft + !allocate(k_line(N),x_FFT(N),stat=ier) + !if (ier /= 0) stop 'Error allocating x_FFT array' + !k_line(:) = cmplx(0.0,0.0) + !x_FFT(:) = 0.0_CUSTOM_REAL + ! inverse Fourier transform + ! w/ 1D FFTs + !do k = 1,N + ! do j = 1,N + ! ! takes 1D line + ! k_line(:) = kxyz_dist(:,j,k) + ! ! pad negative k + ! do ii = 2, N/2 + ! ! fills from N,N-1,..,N/2+2 + ! k_line(N+2-ii) = conjg(k_line(ii)) + ! enddo + ! ! 1D inverse FFT + ! call FFTinv(npower_of_2, k_line(:), 1.0_CUSTOM_REAL, dk, x_FFT(:), mpow) ! inverse FFT, outputs real array x_FFT + ! + ! !call rspec(k_line(:),N/2) ! restructuring + ! !call FFT(npower_of_2, k_line(:), -1.0_CUSTOM_REAL, dk, mpow) ! inverse FFT, outputs complex array k_line + ! !x_FFT(1:N) = real(k_line(1:N)) ! takes the real part + ! + ! ! stores perturbations array + ! perturbation_grid(:,j,k) = x_FFT(:) + ! enddo + !enddo + + ! 3D FFT +#ifdef USE_FFTW + call FFT_3D_FFTW(N, kxyz_dist, -1.0_CUSTOM_REAL) +#else + call FFT_3D(N, npower_of_2, kxyz_dist, -1.0_CUSTOM_REAL, dk, mpow) ! inverse 3D FFT (zign == -1) +#endif + endif + ! perturbations ! user output write(IMAIN,*) - write(IMAIN,*) ' perturbations: grid Nx/Ny/Nz = ',pert_Nx,'/',pert_Ny,'/',pert_Nz + write(IMAIN,*) ' perturbations: global grid Nx/Ny/Nz = ',pert_Nx_global,'/',pert_Ny_global,'/',pert_Nz_global ! memory required - mb_size = dble(pert_Nx) * dble(pert_Ny) * dble(pert_Nz) * dble(CUSTOM_REAL) / 1024.d0 / 1024.d0 + mb_size = dble(pert_Nx_global) * dble(pert_Ny_global) * dble(pert_Nz_global) * dble(CUSTOM_REAL) / 1024.d0 / 1024.d0 write(IMAIN,*) ' memory size = ',sngl(mb_size),'MB' write(IMAIN,*) call flush_IMAIN() ! perturbation grid array (for model perturbations) - allocate(perturbation_grid(pert_Nx,pert_Ny,pert_Nz),stat=ier) - if (ier /= 0) stop 'Error allocating perturbation_grid array' - perturbation_grid(:,:,:) = 0.0_CUSTOM_REAL + allocate(perturbation_grid_global(pert_Nx_global,pert_Ny_global,pert_Nz_global),stat=ier) + if (ier /= 0) stop 'Error allocating global perturbation_grid array' + perturbation_grid_global(:,:,:) = 0.0_CUSTOM_REAL ! stores real part - do k = 1,pert_Nz - do j = 1,pert_Ny - do i = 1,pert_Nx - ! stores perturbations array - perturbation_grid(i,j,k) = real(kxyz_dist(i,j,k),kind=CUSTOM_REAL) + do k = 1,pert_Nz_global + do j = 1,pert_Ny_global + do i = 1,pert_Nx_global + ! stores perturbations array values (in range [-1,1]) + if (USE_WHITE_NOISE) then + ! white noise + perturbation_grid_global(i,j,k) = get_random_perturbation_value() + else + ! from FFTs (real part) + perturbation_grid_global(i,j,k) = real(kxyz_dist(i,j,k),kind=CUSTOM_REAL) + endif enddo enddo enddo @@ -882,47 +950,119 @@ subroutine generate_perturbations() ! mesh domain to cover with the grid perturbations. Still, we want the applied perturbations to have ! a zero mean and scaled such that the maximum perturbation becomes the scattering strength defined by the user. ! - call get_grid_average_max(perturbation_grid,pert_Nx,pert_Ny,pert_Nz,val_avg,val_max) + call get_grid_average_max(perturbation_grid_global,pert_Nx_global,pert_Ny_global,pert_Nz_global,val_avg,val_max) ! makes sure it has a zero average - perturbation_grid(:,:,:) = perturbation_grid(:,:,:) - val_avg + perturbation_grid_global(:,:,:) = perturbation_grid_global(:,:,:) - val_avg ! normalizes to range [-1,1] if (val_max > 0.0_CUSTOM_REAL) then - perturbation_grid(:,:,:) = perturbation_grid(:,:,:) / val_max + perturbation_grid_global(:,:,:) = perturbation_grid_global(:,:,:) / val_max endif ! scales with maximum strength - perturbation_grid(:,:,:) = real(perturbation_grid(:,:,:) * SCATTERING_STRENGTH,kind=CUSTOM_REAL) + perturbation_grid_global(:,:,:) = perturbation_grid_global(:,:,:) * real(SCATTERING_STRENGTH,kind=CUSTOM_REAL) ! debug !print *,'scattering perturbation: min/max = ',minval(perturbation_grid),'/',maxval(perturbation_grid) !print *,' average = ',sum(perturbation_grid)/(N*N*N) !print *,'debug: loop done' - ! free memory - deallocate(freqs) - deallocate(kxyz_dist) + ! FFT + if (.not. USE_WHITE_NOISE) then + ! free memory + deallocate(kxyz_dist) + endif endif + ! synchronize all processes call synchronize_all() - ! allocates grid on secondary processes - if (myrank /= 0) then - ! perturbation grid array - allocate(perturbation_grid(pert_Nx,pert_Ny,pert_Nz),stat=ier) - if (ier /= 0) stop 'Error allocating perturbation_grid array' - perturbation_grid(:,:,:) = 0.0_CUSTOM_REAL - endif + ! distribute perturbation grid to all processes + ! allocates local perturbation grid on each process + allocate(perturbation_grid(pert_Nx,pert_Ny,pert_Nz),stat=ier) + if (ier /= 0) stop 'Error allocating perturbation_grid array' + perturbation_grid(:,:,:) = 0.0_CUSTOM_REAL + + ! get dimensions from all processes + pert_index_minmax(1) = pert_imin + pert_index_minmax(2) = pert_imax + pert_index_minmax(3) = pert_jmin + pert_index_minmax(4) = pert_jmax + pert_index_minmax(5) = pert_kmin + pert_index_minmax(6) = pert_kmax + pert_index_minmax(7) = pert_Nx + pert_index_minmax(8) = pert_Ny + pert_index_minmax(9) = pert_Nz + + ! gather all index bounds (on main process only) + pert_index_minmax_all(:,:) = 0 + call gather_all_i(pert_index_minmax,9,pert_index_minmax_all,9,NPROC) ! main process distributes grid to all other arrays - call bcast_all_cr(perturbation_grid,pert_Nx * pert_Ny * pert_Nz) + if (myrank == 0) then + ! main process + ! setup own grid first + if (pert_Nx > 0 .and. pert_Ny > 0 .and. pert_Nz > 0) then + ! slice array portion + perturbation_grid(1:pert_Nx,1:pert_Ny,1:pert_Nz) = perturbation_grid_global(pert_imin:pert_imax, & + pert_jmin:pert_jmax, & + pert_kmin:pert_kmax) + endif + + ! send partial grids to all other processes + do iproc = 1,NPROC-1 + ! grid dimension of process + imin = pert_index_minmax_all(1,iproc) + imax = pert_index_minmax_all(2,iproc) + jmin = pert_index_minmax_all(3,iproc) + jmax = pert_index_minmax_all(4,iproc) + kmin = pert_index_minmax_all(5,iproc) + kmax = pert_index_minmax_all(6,iproc) + Nx = pert_index_minmax_all(7,iproc) + Ny = pert_index_minmax_all(8,iproc) + Nz = pert_index_minmax_all(9,iproc) + ! send slice + if (Nx > 0 .and. Ny > 0 .and. Nz > 0) then + ! temporary slice for sending + allocate(tmp_slice(Nx,Ny,Nz),stat=ier) + if (ier /= 0) stop 'Error allocating temporary slice array' + ! setup slice + tmp_slice(:,:,:) = perturbation_grid_global(imin:imax,jmin:jmax,kmin:kmax) + ! or explicit + !tmp_slice(:,:,:) = 0.0_CUSTOM_REAL + !do k = 1,Nz + ! do j = 1,Ny + ! do i = 1,Nx + ! tmp_slice(i,j,k) = perturbation_grid_global(imin+i-1,jmin+j-1,kmin+k-1) + ! enddo + ! enddo + !enddo + + ! send to process iproc + call sendv_cr(tmp_slice,Nx*Ny*Nz,iproc,itag) + + ! free memory + deallocate(tmp_slice) + endif + enddo + + ! deallocate global grid on rank 0 after distribution + deallocate(perturbation_grid_global) + else + ! secondary process + ! receive slice from rank 0 + if (pert_Nx > 0 .and. pert_Ny > 0 .and. pert_Nz > 0) then + call recvv_cr(perturbation_grid,pert_Nx*pert_Ny*pert_Nz,0,itag) + endif + endif ! user output if (myrank == 0) then write(IMAIN,*) - write(IMAIN,*) ' perturbations: min/max = ',minval(perturbation_grid),'/',maxval(perturbation_grid) - write(IMAIN,*) ' average = ',sum(perturbation_grid)/ real(pert_Nx * pert_Ny * pert_Nz,kind=CUSTOM_REAL) + write(IMAIN,*) ' perturbations (slice 0): min/max = ',minval(perturbation_grid),'/',maxval(perturbation_grid) + write(IMAIN,*) ' average = ', & + sum(perturbation_grid) / real(pert_Nx * pert_Ny * pert_Nz,kind=CUSTOM_REAL) write(IMAIN,*) ! timing tCPU = wtime() - time_start @@ -932,7 +1072,7 @@ subroutine generate_perturbations() endif ! visualization output - if (SAVE_MESH_FILES .and. myrank == 0) then + if (SAVE_MESH_FILES) then ! output VTU file for visual inspection call plot_grid_data() endif @@ -961,6 +1101,9 @@ subroutine get_grid_average_max(array,Nx,Ny,Nz,val_avg,val_max) val_avg = 0.0_CUSTOM_REAL val_max = 0.0_CUSTOM_REAL + ! checks if anything to do + if (Nx == 0 .or. Ny == 0 .or. Nz == 0) return + ! in custom real !val_avg = sum(perturbation_grid) / real(pert_Nx * pert_Ny * pert_Nz, kind=CUSTOM_REAL) !val_max = maxval(abs(perturbation_grid)) @@ -996,7 +1139,6 @@ end subroutine get_grid_average_max function get_random_perturbation_value() result(pert_val) use constants, only: CUSTOM_REAL - use shared_parameters, only: SCATTERING_STRENGTH implicit none real(kind=CUSTOM_REAL) :: pert_val @@ -1008,9 +1150,6 @@ function get_random_perturbation_value() result(pert_val) ! white noise between [-1,1] pert_val = 2.0_CUSTOM_REAL * rand_val - 1.0_CUSTOM_REAL - ! scale to target strength - pert_val = pert_val * real(SCATTERING_STRENGTH,kind=CUSTOM_REAL) - end function get_random_perturbation_value ! @@ -1020,9 +1159,10 @@ end function get_random_perturbation_value subroutine plot_grid_data() use constants, only: myrank,IMAIN,CUSTOM_REAL,MAX_STRING_LEN + use shared_parameters, only: LOCAL_PATH - use model_scattering_par, only: grid_origin_x,grid_origin_y,grid_origin_z, & - grid_dx,grid_normalization_factor,USE_WHITE_NOISE + use model_scattering_par, only: grid_xmin_proc,grid_ymin_proc,grid_zmin_proc, & + grid_dx,grid_normalization_factor use model_scattering_par, only: & array => perturbation_grid, & @@ -1040,13 +1180,19 @@ subroutine plot_grid_data() real(kind=CUSTOM_REAL),dimension(:,:),allocatable :: total_dat_xyz real(kind=CUSTOM_REAL) :: cell_size integer,dimension(:,:),allocatable :: total_dat_con + ! file output character(len=MAX_STRING_LEN) :: mesh_file,var_name + character(len=MAX_STRING_LEN) :: prname - ! for white noise - real(kind=CUSTOM_REAL),external :: get_random_perturbation_value + ! user output + if (myrank == 0) then + write(IMAIN,*) ' saving perturbation grid...' + call flush_IMAIN() + endif - ! file output - character(len=MAX_STRING_LEN) :: name + ! each process plots out its own perturbation grid + ! checks if anything to do + if (Nx == 0 .or. Ny == 0 .or. Nz == 0) return ! regular grid np = Nx * Ny * Nz ! total number of points @@ -1079,17 +1225,12 @@ subroutine plot_grid_data() if (np /= ixyz) stop 'Invalid grid point' ! array value - if (USE_WHITE_NOISE) then - ! random perturbation value - total_dat(np) = get_random_perturbation_value() - else - total_dat(np) = array(i,j,k) - endif + total_dat(np) = array(i,j,k) ! grid point position [-L/2,L/2] - total_dat_xyz(1,np) = real(grid_origin_x + (i-1) * cell_size,kind=CUSTOM_REAL) - total_dat_xyz(2,np) = real(grid_origin_y + (j-1) * cell_size,kind=CUSTOM_REAL) - total_dat_xyz(3,np) = real(grid_origin_z + (k-1) * cell_size,kind=CUSTOM_REAL) + total_dat_xyz(1,np) = real(grid_xmin_proc + (i-1) * cell_size,kind=CUSTOM_REAL) + total_dat_xyz(2,np) = real(grid_ymin_proc + (j-1) * cell_size,kind=CUSTOM_REAL) + total_dat_xyz(3,np) = real(grid_zmin_proc + (k-1) * cell_size,kind=CUSTOM_REAL) enddo enddo enddo @@ -1128,8 +1269,9 @@ subroutine plot_grid_data() enddo ! VTU binary format - name = 'perturbation_grid' - mesh_file = 'OUTPUT_FILES/' // trim(name) // '.vtu' + ! stores arrays in databases folder + call create_name_database(prname,myrank,LOCAL_PATH) + mesh_file = trim(prname) // 'perturbation_grid.vtu' var_name = 'val' call write_VTU_movie_data_binary(ne,np,total_dat_xyz,total_dat_con,total_dat,mesh_file,var_name) @@ -1179,29 +1321,24 @@ subroutine model_scattering_add_perturbations(imaterial_id,xmesh,ymesh,zmesh, & double precision :: gamma_interp_x,gamma_interp_y,gamma_interp_z double precision :: val1,val2,val3,val4,val5,val6,val7,val8 - ! for white noise - real(kind=CUSTOM_REAL),external :: get_random_perturbation_value - ! checks if anything to do if (num_target_materials == 0) return - ! check if we apply perturbation (to target materials only; target id 0 means to apply to all materials) + ! checks if we apply perturbation (to target materials only; target id 0 means to apply to all materials) if (.not. (any(target_material_ids(:) == imaterial_id) .or. USE_ALL_MATERIALS)) return - ! white noise - if (USE_WHITE_NOISE) then - ! get random perturbation - pert_val = get_random_perturbation_value() - ! apply perturbation to model parameters - call apply_perturbation(pert_val) - ! all done - return - endif + ! number of grid points (in x,y,z direction) + Nx = pert_Nx + Ny = pert_Ny + Nz = pert_Nz + + ! checks if anything to do in this slice + if (Nx == 0 .or. Ny == 0 .or. Nz == 0) return ! determine spacing and cell for linear interpolation - offset_x = (xmesh - grid_origin_x) / grid_normalization_factor ! position offset in mesh (normalized) - offset_y = (ymesh - grid_origin_y) / grid_normalization_factor - offset_z = (zmesh - grid_origin_z) / grid_normalization_factor + offset_x = (xmesh - grid_xmin_proc) / grid_normalization_factor ! position offset in local mesh (normalized) + offset_y = (ymesh - grid_ymin_proc) / grid_normalization_factor + offset_z = (zmesh - grid_zmin_proc) / grid_normalization_factor spac_x = offset_x / grid_dx spac_y = offset_y / grid_dx @@ -1220,11 +1357,6 @@ subroutine model_scattering_add_perturbations(imaterial_id,xmesh,ymesh,zmesh, & iy = iy + 1 iz = iz + 1 - ! number of grid points (in x,y,z direction) - Nx = pert_Nx - Ny = pert_Ny - Nz = pert_Nz - ! suppress edge effects for points outside of the model SPOSTARE DOPO if (ix < 1) then ix = 1 @@ -1255,11 +1387,14 @@ subroutine model_scattering_add_perturbations(imaterial_id,xmesh,ymesh,zmesh, & ! checks if (ix < 0 .or. iy < 0 .or. iz < 0) then - print *,'Error: scattering position has invalid index: ' + print *,'Error: scattering position has invalid index in local perturbation grid:' print *,' rank : ',myrank print *,' corner index: ',ix,iy,iz print *,' location : ',sngl(xmesh),sngl(ymesh),sngl(zmesh) print *,' origin : x/y/z = ',sngl(grid_origin_x),'/',sngl(grid_origin_y),'/',sngl(grid_origin_z) + print *,' pertubation grid: min x/y/z = ',sngl(grid_xmin_proc),'/',sngl(grid_ymin_proc),'/',sngl(grid_zmin_proc) + print *,' max x/y/z = ',sngl(grid_xmax_proc),'/',sngl(grid_ymax_proc),'/',sngl(grid_zmax_proc) + print *,' Nx/Ny/Nz = ',Nx,'/',Ny,'/',Nz call exit_MPI(myrank,'Error corner index in model_scattering routine') endif @@ -1289,6 +1424,12 @@ subroutine model_scattering_add_perturbations(imaterial_id,xmesh,ymesh,zmesh, & !if (myrank == 0) & ! print *,'debug: loc ',sngl(xmesh),sngl(ymesh),sngl(zmesh),'ixyz',ix,iy,iz, & ! 'perturbation ',pert_val,'corners',val1,val2,val3,val4,val5,val6,val7,val8 + !debug shared node location + !if (abs(xmesh-295257) < 1.d1 .and. abs(ymesh-(-152295.d0)) < 1.d1 .and. abs(zmesh-(-1346.64)) < 1.d1) then + ! print *,'debug: rank ',myrank,'x/y/z',xmesh,ymesh,zmesh,'ix/iy/iz',ix,iy,iz,'pert',pert_val, & + ! 'spac',spac_x,spac_y,spac_z,'gamma',gamma_interp_x,gamma_interp_y,gamma_interp_z, & + ! 'val',val1,val2,val3,val4,val5,val6,val7,val8 + !endif ! apply perturbation to model parameters call apply_perturbation(pert_val) @@ -1337,3 +1478,82 @@ subroutine apply_perturbation(pert_val) end subroutine apply_perturbation end subroutine model_scattering_add_perturbations + +! +!------------------------------------------------------------------------------------------------- +! + +#ifdef USE_FFTW + + subroutine FFT_3D_FFTW(N, array, zign) + +! uses FFTW version 3 library +! +! for compilation, modify Makefile: +! ``` +! FLAGS_CHECK = -DUSE_FFTW -O3 .. +! .. +! MPILIBS = -lfftw3 -L/opt/homebrew/lib .. +! .. +! ``` + + use, intrinsic :: iso_c_binding + use constants, only: CUSTOM_REAL + + implicit none + + include 'fftw3.f03' + + integer, parameter :: CUSTOM_CMPLX = 8 + + integer, intent(in) :: N + complex(kind=CUSTOM_CMPLX), dimension(N,N,N), intent(inout) :: array + real(kind=CUSTOM_REAL), intent(in) :: zign ! +1 for forward, -1 for inverse + + ! local parameters + integer :: ier + complex(kind=CUSTOM_CMPLX), dimension(:,:,:), allocatable :: array_in + ! FFTW plan + type(C_PTR) :: plan + integer(C_INT) :: fftw_direction + + ! user info + print *,'***' + print *,'using FFTW library calls' + print *,'***' + + ! Determine direction + if (zign > 0.0_CUSTOM_REAL) then + fftw_direction = FFTW_FORWARD ! Forward FFT + else + fftw_direction = FFTW_BACKWARD ! Inverse FFT + endif + + ! Copy to avoid aliasing warning + allocate(array_in(N,N,N),stat=ier) + if (ier /= 0) stop 'Error allocating array_in' + array_in(:,:,:) = array(:,:,:) + + ! Create plan for 3D complex-to-complex FFT + ! FFTW_ESTIMATE: quick planning, reasonable performance + ! Alternative: FFTW_MEASURE for better performance (takes longer to plan) + plan = fftw_plan_dft_3d(N, N, N, array_in, array, fftw_direction, FFTW_ESTIMATE) + + ! Execute the FFT + call fftw_execute_dft(plan, array_in, array) + + ! Cleanup + call fftw_destroy_plan(plan) + + ! free temporary array + deallocate(array_in) + + ! Note: FFTW inverse transform is unnormalized + ! Divide by N^3 for inverse transform if needed + if (zign < 0.0_CUSTOM_REAL) then + array = array / real(N*N*N, kind=CUSTOM_CMPLX) + endif + + end subroutine FFT_3D_FFTW + +#endif diff --git a/src/generate_databases/save_arrays_solver.F90 b/src/generate_databases/save_arrays_solver.F90 index c37e04708..99bb3f4ca 100644 --- a/src/generate_databases/save_arrays_solver.F90 +++ b/src/generate_databases/save_arrays_solver.F90 @@ -1034,6 +1034,13 @@ subroutine save_arrays_solver_injection_boundary() ! coupling points on boundary num_coupling_points = num_abs_boundary_faces * NGLLSQUARE + ! user output + if (myrank == 0) then + write(IMAIN,*) ' number of coupling faces (slice 0) = ',num_abs_boundary_faces + write(IMAIN,*) ' number of coupling points (slice 0) = ',num_coupling_points + call flush_IMAIN() + endif + ! get local coupling points allocate(coupling_points(6,num_coupling_points),stat=ier) if (ier /= 0) stop 'Error allocating coupling points array' @@ -1087,7 +1094,7 @@ subroutine save_arrays_solver_injection_boundary() ! main process saves all coupling points if (myrank == 0) then ! user output - write(IMAIN,*) ' total number of coupling points = ',num_coupling_points_total + write(IMAIN,*) ' total number of coupling points = ',num_coupling_points_total call flush_IMAIN() ! opens file @@ -1161,6 +1168,16 @@ subroutine save_arrays_solver_injection_boundary() ! stores boundary information into DATABASES_MPI/ directory ! with a corresponding file (absorb_ds) for each process + ! coupling points on boundary + num_coupling_points = num_abs_boundary_faces * NGLLSQUARE + + ! user output + if (myrank == 0) then + write(IMAIN,*) ' number of coupling faces (slice 0) = ',num_abs_boundary_faces + write(IMAIN,*) ' number of coupling points (slice 0) = ',num_coupling_points + call flush_IMAIN() + endif + ! stores boundary files filename = prname(1:len_trim(prname))//'absorb_dsm' open(IOUT,file=filename(1:len_trim(filename)),status='unknown',form='unformatted',iostat=ier) @@ -1181,31 +1198,48 @@ subroutine save_arrays_solver_injection_boundary() ! write an ascii file for instaseis input filename = prname(1:len_trim(prname))//'normal.txt' open(IOUT,file=filename(1:len_trim(filename)),status='unknown',iostat=ier) - write(IOUT, *) ' number of points :', num_abs_boundary_faces*NGLLSQUARE - + write(IOUT, *) ' number of points :', num_coupling_points do iface = 1,num_abs_boundary_faces ispec = abs_boundary_ispec(iface) if (ispec_is_elastic(ispec)) then do igll = 1,NGLLSQUARE - ! gets local indices for GLL point i = abs_boundary_ijk(1,igll,iface) j = abs_boundary_ijk(2,igll,iface) k = abs_boundary_ijk(3,igll,iface) - iglob = ibool(i,j,k,ispec) - + ! normal nx = abs_boundary_normal(1,igll,iface) ny = abs_boundary_normal(2,igll,iface) nz = abs_boundary_normal(3,igll,iface) - + ! file output write(IOUT,'(6f25.10)') xstore_unique(iglob), ystore_unique(iglob), zstore_unique(iglob), nx, ny, nz - enddo endif enddo close(IOUT) + ! for user output + ! get coupling points from each process + if (NPROC > 1) then + nb_points_per_proc(:) = 0 + call gather_all_singlei(num_coupling_points,nb_points_per_proc,NPROC) + endif + + ! total number of points + if (NPROC > 1) then + num_coupling_points_total = sum(nb_points_per_proc(:)) + else + num_coupling_points_total = num_coupling_points + endif + + ! main process saves all coupling points + if (myrank == 0) then + ! user output + write(IMAIN,*) ' total number of coupling points = ',num_coupling_points_total + call flush_IMAIN() + endif + end select end subroutine save_arrays_solver_injection_boundary diff --git a/src/shared/param_reader.c b/src/shared/param_reader.c index 776a605ec..03650f9fc 100644 --- a/src/shared/param_reader.c +++ b/src/shared/param_reader.c @@ -68,6 +68,15 @@ #include #include +// strcasecmp is non-standard C function +// for windows +#ifdef _WIN32 +#include +#define strcasecmp _stricmp +#else // assuming POSIX or BSD compliant system +#include +#endif + #ifndef LINE_MAX #define LINE_MAX 255 #endif @@ -114,7 +123,7 @@ FC_FUNC_(param_open,PARAM_OPEN)(char * filename, int * length, int * ierr) fncopy[blank - fncopy] = '\0'; } if ((fid = fopen(fncopy, "r")) == NULL) { - // DK DK purposely suppressed this for NUMBER_OF_SIMULTANEOUS_RUNS printf("Can't open '%s'\n", fncopy); +// purposely suppressed this printf("Can't open '%s'\n", fncopy); *ierr = 1; return; } @@ -213,7 +222,8 @@ FC_FUNC_(param_read,PARAM_READ)(char * string_read, int * string_read_len, char keyword = strndup(line+parameter[1].rm_so, parameter[1].rm_eo-parameter[1].rm_so); // If the keyword is not the one we're looking for, check the next line. - if (strcmp(keyword, namecopy2) != 0) { + // (case-insensitive comparison) + if (strcasecmp(keyword, namecopy2) != 0) { free(keyword); continue; } diff --git a/src/specfem3D/couple_with_injection.f90 b/src/specfem3D/couple_with_injection.f90 index 9b87e9f1e..741c21f76 100644 --- a/src/specfem3D/couple_with_injection.f90 +++ b/src/specfem3D/couple_with_injection.f90 @@ -243,6 +243,7 @@ subroutine couple_with_injection_prepare_boundary() double precision, external :: wtime integer :: ier + integer,dimension(:), allocatable :: npt_local_per_proc !! for FK point for intialization injected wavefield real(kind=CUSTOM_REAL) :: Xmin_box, Xmax_box, Ymin_box, Ymax_box, Zmin_box, Zmax_box @@ -341,14 +342,40 @@ subroutine couple_with_injection_prepare_boundary() ! counts total number of (local) GLL points on absorbing boundary call count_num_boundary_points(num_abs_boundary_faces,abs_boundary_ispec,npt) - !! compute the bottom midle point of the domain + ! get coupling points from each process + allocate(npt_local_per_proc(0:NPROC-1),stat=ier) + if (ier /= 0) stop 'Error allocating npt_local_per_proc array' + npt_local_per_proc(:) = 0 - !! VM VM dealocate in case of severals runs occurs in inverse_problem program + call gather_all_all_singlei(npt,npt_local_per_proc,NPROC) + + ! assumed total number of boundary points + npoints_total = sum(npt_local_per_proc(:)) + + ! user output + if (myrank == 0) then + write(IMAIN,*) ' total number of coupling points : ',npoints_total + write(IMAIN,*) ' maximum number of local coupling points : ',maxval(npt_local_per_proc) + write(IMAIN,*) + call flush_IMAIN() + endif + deallocate(npt_local_per_proc) + + ! safety check + if (npoints_total == 0) then + print *,'Error: no coupling boundary points defined for this simulation!' + print *,' Please check if mesh has absorbing boundaries setup properly to use COUPLE_WITH_INJECTION_TECHNIQUE' + call exit_MPI(myrank,'No coupling boundary points found') + endif + + !! compute the bottom middle point of the domain + + ! deallocate in case of severals runs occurs in inverse_problem program if (allocated(ipt_table)) deallocate(ipt_table) if (allocated(Veloc_FK)) deallocate(Veloc_FK) if (allocated(Tract_FK)) deallocate(Tract_FK) - !! allocate memory for FK solution + ! allocate memory for FK solution if (npt > 0) then allocate(ipt_table(NGLLSQUARE,num_abs_boundary_faces), stat=ier) if (ier /= 0) call exit_MPI_without_rank('error allocating array 2202') @@ -380,6 +407,7 @@ subroutine couple_with_injection_prepare_boundary() write(IMAIN,*) ' frequency step for F-K = ', DF_FK,"(Hz)" write(IMAIN,*) write(IMAIN,*) ' total number of points on boundary = ',npt + write(IMAIN,*) call flush_IMAIN() endif @@ -403,7 +431,7 @@ subroutine couple_with_injection_prepare_boundary() print *,'Error: FK resampling rate ',NP_RESAMP,' is invalid for frequency sampling rate ',freq_sampling_fk print *,' and the chosen simulation DT = ',deltat print * - print *,' you could use a higher frequency sampling rate>',1./(deltat) + print *,' you could use a higher frequency sampling rate >',1./(deltat) print *,' (or increase the time stepping size DT if possible)' endif stop 'Invalid FK setting' @@ -415,7 +443,7 @@ subroutine couple_with_injection_prepare_boundary() print *,'Error: FK resampling rate ',NP_RESAMP,' is too high for frequency sampling rate ',freq_sampling_fk print *,' and the chosen simulation DT = ',deltat print * - print *,' you could use a higher frequency sampling rate>',1./(10000*deltat) + print *,' you could use a higher frequency sampling rate >',1./(10000*deltat) print *,' (or increase the time stepping size DT if possible)' endif stop 'Invalid FK setting' @@ -437,6 +465,9 @@ subroutine couple_with_injection_prepare_boundary() ray_p, phi_FK, xx0, yy0, zz0, Tg, & tt0, alpha_FK, beta_FK, rho_FK, h_FK, & NF_FOR_STORING, NPOW_FOR_FFT, NP_RESAMP, DF_FK) + else + ! dummy + allocate(Veloc_FK(1,1,1),Tract_FK(1,1,1)) endif call synchronize_all() @@ -694,11 +725,13 @@ subroutine FK3D(kpsv, nlayer, NSTEP, npt, & write(8888,*) "# FK Velocity - data point" write(8888,*) "# point id : ",ipt write(8888,*) "# point location: x/y/z = ",x_loc,y_loc,z_loc + write(8888,*) "# point param : xi1/xim/bdlambdamu = ",xi1(ipt),xim(ipt),bdlambdamu(ipt) write(8888,*) "# line format : #time #Vx #Vy #Vz" write(8889,*) "# FK Traction - data point" write(8889,*) "# point id : ",ipt write(8889,*) "# point location: x/y/z = ",x_loc,y_loc,z_loc + write(8889,*) "# point param : xi1/xim/bdlambdamu = ",xi1(ipt),xim(ipt),bdlambdamu(ipt) write(8889,*) "# line format : #time #Tx #Ty #Tz" ! data @@ -764,10 +797,10 @@ end subroutine FK3D ! ! FK elastic + acoustic - subroutine FK(vp,vs,rho, H, nlayer, & - Tg, ray_p, phi, x0, y0, z0, & - t0, dt, npts,npt, & - kpsv, NF_FOR_STORING, NPOW_FOR_FFT, NP_RESAMP, DF_FK) + subroutine FK(vp, vs, rho, H, nlayer, & + Tg, ray_p, phi, x0, y0, z0, & + t0, dt, npts, npt, & + kpsv, NF_FOR_STORING, NPOW_FOR_FFT, NP_RESAMP, DF_FK) use constants, only: myrank,CUSTOM_REAL,IMAIN,PI,TINYVAL,NGLLSQUARE @@ -939,11 +972,14 @@ subroutine FK(vp,vs,rho, H, nlayer, & mpow(i) = 2**(npow-i) enddo + ! check if top layers are in fluid material + ! note: indexing assumes that last layer (nlayer) being the bottom, lower halfspace, + ! and the first layer (1) being at the top surface have_fluid_layer = .false. do j = nlayer,1,-1 if (vs(j) < THRESHOLD_VS) then - ilayer_ac = j + ilayer_ac = j ! bottom layer of acoustic layer(s) have_fluid_layer = .true. exit endif @@ -973,14 +1009,26 @@ subroutine FK(vp,vs,rho, H, nlayer, & ! compute temporary variables do i = 1,nlayer + ! P + ! see (A5): E_23 = -i nu_p / k = -i omega sqrt(1/alpha^2 - p^2) / k + ! factor eta_alpha = -i sqrt(1/alpha^2 - p^2) eta_alpha(i) = -cmplx(0,1) * sqrt( 1.0 / vp(i)**2 - ray_p**2 ) + + ! SV + ! see (A5): E_11 = -i nu_s / k = -i omega sqrt(1/beta^2 - p^2) / k + ! factor eta_beta = -i sqrt(1/beta^2 - p^2) + if (vs(i) < THRESHOLD_VS) then + eta_beta(i) = 0. + else + eta_beta(i) = -cmplx(0,1) * sqrt( 1.0 / vs(i)**2 - ray_p**2 ) + endif + + ! auxiliary variables gamma0(i) = 2.0 * vs(i)**2 * ray_p**2 if (vs(i) < THRESHOLD_VS) then gamma1(i) = 0. - eta_beta(i) = 0. else gamma1(i) = 1.0 - 1.0/gamma0(i) - eta_beta(i) = -cmplx(0,1) * sqrt( 1.0 / vs(i)**2 - ray_p**2 ) endif enddo @@ -991,7 +1039,8 @@ subroutine FK(vp,vs,rho, H, nlayer, & endif ! amplitude in half space - if (kpsv == 1) then ! P-SV + if (kpsv == 1) then + ! P-SV C_3 = amplitude_fk * cmplx(0,1.) * ray_p * vp(nlayer) ! amp. of incoming P in the bot. layer eta_p = sqrt(1.0/vp(nlayer)**2 - ray_p**2) ! vertical slowness for lower layer if (myrank == 0) write(IMAIN,*) ' Incoming P : C_3, ray_p, eta = ', C_3, ray_p, eta_p @@ -1004,9 +1053,14 @@ subroutine FK(vp,vs,rho, H, nlayer, & if (myrank == 0 ) write(IMAIN,*) ' Incoming S : C_1, ray_p, eta = ', C_1, ray_p, eta_s endif - !E matrix - ! initializes matrix + ! pre-computed factor for half-space (layer with index nlayer) two_mul = 2.0 * rho(nlayer) * vs(nlayer) * vs(nlayer) + + ! note: vertical incident (p=0) is not handled in Tong et al. explanations. + if (abs(ray_p) < 1.e-15) stop 'Invalid ray parameter p (cannot be zero) in FK() routine' + + ! E matrix + ! initializes matrix E_mat(:,:) = (1.0,0.0) ! Tong et al. (2014), appendix (A10) E_0: @@ -1029,12 +1083,17 @@ subroutine FK(vp,vs,rho, H, nlayer, & om = 2.0 * PI * fvec(ii) ! apply propagation matrix in elastic layers - N_mat = E_mat + N_mat(:,:) = E_mat(:,:) + + ! note: indexing assumes that last layer (nlayer) being the bottom, lower halfspace, + ! and the first layer (1) being at the top surface ilayer = 1 if (have_fluid_layer) ilayer = ilayer_ac + 1 + do i = nlayer-1,ilayer,-1 call fk_propagator_psv(om,eta_alpha(i),eta_beta(i),rho(i), & - vs(i),H(i),ray_p,gamma1(i),Pmat) + vs(i),H(i),ray_p,gamma1(i),Pmat) + ! resulting matrix N_mat = matmul(Pmat,N_mat) * gamma0(i) enddo @@ -1043,14 +1102,16 @@ subroutine FK(vp,vs,rho, H, nlayer, & Qmat_I(:,:) = 0.0_CUSTOM_CMPLX Qmat_I(1,1) = cmplx(1.0,0.0,kind=CUSTOM_CMPLX) Qmat_I(2,2) = cmplx(1.0,0.0,kind=CUSTOM_CMPLX) + ! note: assumes that ilayer_ac is the bottom layer of acoustic layers do j = ilayer_ac,1,-1 - call fk_propagator_ac(om,eta_alpha(j),rho(j),H(j),ray_p,Qmat(:,:)) + call fk_propagator_ac(om,eta_alpha(j),rho(j),H(j),ray_p,Qmat) + ! resulting matrix Qmat_I = matmul(Qmat,Qmat_I) enddo Qmat = Qmat_I endif - !determine coefs in half space + ! determine coefs in half space if (.not. have_fluid_layer) then ! inverse matrix a = N_mat(3,2); b = N_mat(3,4); c = N_mat(4,2); d = N_mat(4,4) @@ -1137,6 +1198,7 @@ subroutine FK(vp,vs,rho, H, nlayer, & ! find which layer this point is in if (ispec_is_elastic(ispec)) then + ! elastic element if (zz(ipt) <= 0.0) then ! in lower half space G_mat(:,:) = (0.0,0.0) @@ -1155,15 +1217,22 @@ subroutine FK(vp,vs,rho, H, nlayer, & N_mat = matmul(E_mat,G_mat) else ! in layers + ! determines layer in which the point lies + ! note: indexing assumes that last layer (nlayer) being the bottom, lower halfspace, + ! and the first layer (1) being at the top surface ilayer = nlayer do j = nlayer-1 , 1 , -1 if (zz(ipt) <= sum(H(j:nlayer-1))) then ilayer = j; exit endif enddo + if (have_fluid_layer .and. ilayer <= ilayer_ac) then - print *,'points cannot in acoustic domain' - print *,zz(ipt) + Z_REF_for_FK, zz(ipt),sum(H(ilayer_ac+1:nlayer-1)) + print *,'Error: point cannot be in acoustic domain' + print *,' z = ',zz(ipt),'z_ref = ',zz(ipt) + Z_REF_for_FK,'H_layers = ', sum(H(ilayer_ac+1:nlayer-1)) + print *,' layer = ',ilayer,'ilayer_ac',ilayer_ac,'nlayer = ',nlayer + print *,' H = ',H(:) + print *,'exiting...' stop endif @@ -1175,11 +1244,12 @@ subroutine FK(vp,vs,rho, H, nlayer, & do j = nlayer-1,ilayer,-1 if ( j > ilayer) then call fk_propagator_psv(om,eta_alpha(j),eta_beta(j),rho(j), & - vs(j),H(j),ray_p,gamma1(j),Pmat) + vs(j),H(j),ray_p,gamma1(j),Pmat) else call fk_propagator_psv(om,eta_alpha(j),eta_beta(j),rho(j), & - vs(j),height,ray_p,gamma1(j),Pmat) + vs(j),height,ray_p,gamma1(j),Pmat) endif + ! resulting matrix N_mat = gamma0(j) * matmul(Pmat,N_mat) enddo endif ! endif (zz(ipt) <= 0.0) @@ -1203,22 +1273,39 @@ subroutine FK(vp,vs,rho, H, nlayer, & field_f(ii,5) = stf_coeff * om * ray_p * tzz_f ! T_zz endif - else if (ispec_is_acoustic(ispec)) then ! acoustic - ! in this case, points should be in fluid layers - ilayer = ilayer_ac + 1 - do j = ilayer_ac + 1 , 1 , -1 - if (zz(ipt) <= sum(H(j:nlayer-1))) then - ilayer = j; exit + else if (ispec_is_acoustic(ispec)) then + ! acoustic element + if (nlayer == 1 .and. ilayer_ac == 1) then + ! single acoustic layer (nlayer=1 and ilayer_ac=1) + ! in this case, all points are within the single acoustic half-space. + ilayer = 1 + height = zz(ipt) ! Point's coordinate relative to the top of the acoustic half-space (z = 0 in FK system) + else + ! multi-layered acoustic models + ! in this case, points should be in fluid layers + ! determines layer in which the point lies + ! note: indexing assumes that last layer (ilayer_ac) being the bottom acoustic layer, + ! and the first layer (1) being at the top surface + ilayer = ilayer_ac + 1 + do j = ilayer_ac + 1 , 1 , -1 + if (zz(ipt) <= sum(H(j:nlayer-1))) then + ilayer = j; exit + endif + enddo + height = zz(ipt) - sum(H(ilayer+1:nlayer-1)) + + ! checks position + if (height < 0.) then + print *,'Error: please check, point is in the air' + print *,' z = ',zz(ipt),'z_ref = ',zz(ipt) + Z_REF_for_FK,'H_layers = ',sum(H(ilayer+1:nlayer-1)) + print *,' layer = ',ilayer,'ilayer_ac',ilayer_ac,'nlayer = ',nlayer + print *,' H = ',H(:) + print *,'exiting...' + stop endif - enddo - height = zz(ipt) - sum(H(ilayer+1:nlayer-1)) - if (height < 0 ) then - print *,'please check, some points is in the air' - print *,zz(ipt),zz(ipt) + Z_REF_for_FK,sum(H(ilayer+1:nlayer-1)) - stop endif - ! propagate to this point + ! propagate to this point - acoustic layers Qmat_I(:,:) = 0.0_CUSTOM_CMPLX Qmat_I(1,1) = cmplx(1.0,0.0,kind=CUSTOM_CMPLX) Qmat_I(2,2) = cmplx(1.0,0.0,kind=CUSTOM_CMPLX) @@ -1228,18 +1315,23 @@ subroutine FK(vp,vs,rho, H, nlayer, & else call fk_propagator_ac(om,eta_alpha(j),rho(j),height,ray_p,Qmat(:,:)) endif + ! resulting matrix Qmat_I = matmul(Qmat,Qmat_I) enddo Qmat = Qmat_I - ! propagation to this point + ! propagation to this point - elastic layers N_mat(:,:) = E_mat(:,:) do j = nlayer-1,ilayer_ac+1,-1 - call fk_propagator_psv(om,eta_alpha(j),eta_beta(j), & - rho(j),vs(j),H(j),ray_p,gamma1(j),Pmat) + call fk_propagator_psv(om,eta_alpha(j),eta_beta(j),rho(j), & + vs(j),H(j),ray_p,gamma1(j),Pmat) + ! resulting matrix N_mat = gamma0(j) * matmul(Pmat,N_mat) enddo + + !! zz(ipt) is the height of point with respect to the lower layer bot_vec = matmul(N_mat,bot_vec) + bot_vec(4) = -bot_vec(4) ! P = - \sigma_zz bot_vec(1) = bot_vec(2) ! uz bot_vec(2) = bot_vec(4) ! P / k @@ -1269,7 +1361,7 @@ subroutine FK(vp,vs,rho, H, nlayer, & field_f(nf+2-ii,:) = conjg(field_f(ii,:)) enddo - !! inverse fast fourier transform + ! inverse fast fourier transform field(:,:) = 0.0 do j = 1, nvar ! inverse FFT @@ -1319,6 +1411,7 @@ subroutine FK(vp,vs,rho, H, nlayer, & call compute_spline_coef_to_store(tmp_t1, npts2, tmp_t2, tmp_c) veloc_FK(3,ipt,1:NF_FOR_STORING) = tmp_t2(1:NF_FOR_STORING) + ! traction -> chi_dot tmp_t1(:) = field(:,3) call compute_spline_coef_to_store(tmp_t1, npts2, tmp_t2, tmp_c) do j = 1,3 @@ -1333,7 +1426,7 @@ subroutine FK(vp,vs,rho, H, nlayer, & sigma_rt = 0.0 sigma_rz = field(lpts,4) sigma_zz = field(lpts,5) - sigma_tt = bdlambdamu(ipt)*(sigma_rr+sigma_zz) + sigma_tt = bdlambdamu(ipt) * (sigma_rr + sigma_zz) sigma_tz = 0.0 Txx_tmp = sigma_rr * cos(phi) * cos(phi) + sigma_tt * sin(phi) * sin(phi) @@ -1344,9 +1437,9 @@ subroutine FK(vp,vs,rho, H, nlayer, & Tzz_tmp = sigma_zz !! store directly the traction - Tract_FK(1,ipt,lpts) = Txx_tmp*nmx(ipt) + Txy_tmp*nmy(ipt) + Txz_tmp*nmz(ipt) - Tract_FK(2,ipt,lpts) = Txy_tmp*nmx(ipt) + Tyy_tmp*nmy(ipt) + Tyz_tmp*nmz(ipt) - Tract_FK(3,ipt,lpts) = Txz_tmp*nmx(ipt) + Tyz_tmp*nmy(ipt) + Tzz_tmp*nmz(ipt) + Tract_FK(1,ipt,lpts) = Txx_tmp * nmx(ipt) + Txy_tmp * nmy(ipt) + Txz_tmp * nmz(ipt) + Tract_FK(2,ipt,lpts) = Txy_tmp * nmx(ipt) + Tyy_tmp * nmy(ipt) + Tyz_tmp * nmz(ipt) + Tract_FK(3,ipt,lpts) = Txz_tmp * nmx(ipt) + Tyz_tmp * nmy(ipt) + Tzz_tmp * nmz(ipt) enddo !! store undersamped version of tractions FK solution @@ -1406,29 +1499,51 @@ subroutine FK(vp,vs,rho, H, nlayer, & end subroutine FK +! +!------------------------------------------------------------------------------------------------- +! + subroutine fk_propagator_psv(om,eta_alpha,eta_beta,rho,vs,H,ray_p,gamma1,Pmat) - -subroutine fk_propagator_psv(om,eta_alpha,eta_beta,rho,vs, & - H,ray_p,gamma1,Pmat) use specfem_par, only: CUSTOM_REAL implicit none integer, parameter :: CUSTOM_CMPLX = 8 - real(kind=CUSTOM_REAL),intent(in) :: om , rho,vs, ray_p,H + real(kind=CUSTOM_REAL),intent(in) :: om,rho,vs,ray_p,H complex(kind=CUSTOM_CMPLX),intent(in) :: eta_beta,eta_alpha,gamma1 complex(kind=CUSTOM_CMPLX),intent(out) :: Pmat(4,4) - complex(kind=CUSTOM_CMPLX) :: c1,ca,sa, xa, ya,c2,cb,sb,xb,yb - complex(kind=CUSTOM_CMPLX) :: g1,g1_sq, mul,nu_al,nu_be,two_mul + complex(kind=CUSTOM_CMPLX) :: c1,ca,sa,xa,ya,c2,cb,sb,xb,yb + complex(kind=CUSTOM_CMPLX) :: g1,g1_sq,mul,nu_al,nu_be,two_mul ! compute propagation matrix + + ! factor nu_al = -i nu_p = -i omega sqrt(1/alpha^2 - p^2) + ! = omega (-i sqrt(1/alpha^2 - p^2) + ! = omega (eta_alpha) nu_al = om * eta_alpha + + ! factor nu_be = -i nu_s = -i omega sqrt(1/beta^2 - p^2) + ! = omega (-i sqrt(1/beta^2 - p^2) + ! = omega (eta_beta) nu_be = om * eta_beta + + ! matrix variables + ! C_alpha = cos(nu_p h) = cos( omega sqrt(1/alpha^2 - p^2) h ) + ! S_alpha = -sin(nu_p h) = -sin( omega sqrt(1/alpha^2 - p^2) h ) + ! with nu_p h = omega sqrt(1/alpha^2 - p^2) h + ! + ! note: there might be some sign conflict and confusion between sin and sinh in the definition after (A9) of Tong et al. + ! instead of S_alpha = -sin(nu_p h) as stated in the paper, here sa becomes [i sin(nu_p h)] as imaginary number. + ! c1 = nu_al * H ca = (exp(c1) + exp(-c1))/2.0 sa = (exp(c1) - exp(-c1))/2.0 ! imaginary part xa = eta_alpha * sa / ray_p ya = ray_p * sa / eta_alpha + + ! C_beta = cos(nu_s h) = cos( omega sqrt(1/beta^2 - p^2) h ) + ! S_beta = -sin(nu_s h) = -sin( omega sqrt(1/beta^2 - p^2) h ) + ! with nu_s h = omega sqrt(1/beta^2 - p^2) h c2 = nu_be * H cb = (exp(c2) + exp(-c2))/2.0 ! cos(nu_s h) sb = (exp(c2) - exp(-c2))/2.0 ! sin(nu_s h) imaginary part @@ -1449,18 +1564,21 @@ subroutine fk_propagator_psv(om,eta_alpha,eta_beta,rho,vs, & ! P_layer(1,4) = (cb - ca)/(2*mul) ! misses factor 1/k Pmat(1,3) = (ya - xb) / two_mul Pmat(1,4) = (cb - ca) / two_mul + Pmat(2,1) = xa - g1*yb Pmat(2,2) = cb - g1*ca !org: P_layer(2,3) = (ca - cb)/(2*mul) ! misses factor 1/k ! P_layer(2,4) = (yb - xa)/(2*mul) ! misses factor 1/k Pmat(2,3) = (ca - cb) / two_mul Pmat(2,4) = (yb - xa) / two_mul + !org: P_layer(3,1) = 2*mul * (xa - g1**2 * yb) ! misses factor k ! P_layer(3,2) = 2*mul * g1 * (cb - ca) ! misses factor k Pmat(3,1) = two_mul * (xa - g1_sq * yb) Pmat(3,2) = two_mul * g1 * (cb - ca) Pmat(3,3) = ca - g1*cb Pmat(3,4) = g1*yb - xa + !org: P_layer(4,1) = 2*mul * g1 * (ca - cb) ! misses factor k ! P_layer(4,2) = 2*mul * (xb - g1**2 * ya) ! misses factor k Pmat(4,1) = two_mul * g1 * (ca - cb) @@ -1468,10 +1586,14 @@ subroutine fk_propagator_psv(om,eta_alpha,eta_beta,rho,vs, & Pmat(4,3) = g1*ya - xb Pmat(4,4) = cb - g1*ca -end subroutine fk_propagator_psv + end subroutine fk_propagator_psv + +! +!------------------------------------------------------------------------------------------------- +! + + subroutine fk_propagator_ac(om,eta_alpha,rho,H,ray_p,Qmat) -subroutine fk_propagator_ac(om,eta_alpha,rho, & - H,ray_p,Qmat) use specfem_par, only: CUSTOM_REAL implicit none @@ -1482,16 +1604,25 @@ subroutine fk_propagator_ac(om,eta_alpha,rho, & complex(kind=CUSTOM_CMPLX) :: c1,ca,sa complex(kind=CUSTOM_CMPLX) :: nu_al + ! factor nu_al = -i nu_p = -i omega sqrt(1/alpha^2 - p^2) + ! = omega (-i sqrt(1/alpha^2 - p^2) + ! = omega (eta_alpha) nu_al = om * eta_alpha + + ! matrix variables + ! C_alpha = cos(nu_p h) = cos( omega sqrt(1/alpha^2 - p^2) h ) + ! S_alpha = -sin(nu_p h) = -sin( omega sqrt(1/alpha^2 - p^2) h ) + ! with nu_p h = omega sqrt(1/alpha^2 - p^2) h c1 = nu_al * H ca = (exp(c1) + exp(-c1))/2.0 sa = (exp(c1) - exp(-c1))/2.0 ! imaginary part + Qmat(1,1) = ca Qmat(2,2) = ca Qmat(1,2) = -sa * eta_alpha * ray_p / rho! missing k Qmat(2,1) = sa * rho / (ray_p * eta_alpha) -end subroutine fk_propagator_ac + end subroutine fk_propagator_ac ! !------------------------------------------------------------------------------------------------- @@ -2872,6 +3003,13 @@ subroutine couple_with_injection_prepare_specfem_files() call exit_MPI(myrank,'Invalid number of boundary points found') endif + ! safety check + if (npoints_total == 0) then + print *,'Error: no coupling boundary points defined for this simulation!' + print *,' Please check if mesh has absorbing boundaries setup properly to use COUPLE_WITH_INJECTION_TECHNIQUE' + call exit_MPI(myrank,'No coupling boundary points found') + endif + ! user output if (myrank == 0) then write(IMAIN,*) ' interpolating time series:' @@ -4105,9 +4243,9 @@ subroutine fetch_injection_wavefield() ! B-spline approximation veloc_inj(:,:) = cs1 * Veloc_FK(:,:,iim1) + cs2 * Veloc_FK(:,:,ii) + & - cs3 * Veloc_FK(:,:,iip1) + cs4 * Veloc_FK(:,:,iip2) + cs3 * Veloc_FK(:,:,iip1) + cs4 * Veloc_FK(:,:,iip2) tract_inj(:,:) = cs1 * Tract_FK(:,:,iim1) + cs2 * Tract_FK(:,:,ii) + & - cs3 * Tract_FK(:,:,iip1) + cs4 * Tract_FK(:,:,iip2) + cs3 * Tract_FK(:,:,iip1) + cs4 * Tract_FK(:,:,iip2) end select ! copy injection_fields to device diff --git a/utils/scripts/clean_listings_specfem.py b/utils/scripts/clean_listings_specfem.py index c1bc8dad7..3d9d0bebb 100755 --- a/utils/scripts/clean_listings_specfem.py +++ b/utils/scripts/clean_listings_specfem.py @@ -27,7 +27,7 @@ fortran_file_extensions = ['.fh', '.f90', '.F90', '.fh.in'] # Define the list of file extensions to be processed as general formatting -general_file_extensions = ['.bash', '.c', '.cpp','.csh','.cu','.h','.h.in','.pl','.py','.tex','.txt','.sh','.rb','.md','.log'] +general_file_extensions = ['.bash','.c','.cpp','.csh','.cu','.h','.h.in','.pl','.py','.tex','.txt','.sh','.rb','.md','.log'] # Define the list of directories to be excluded (these are mostly submodules included in the source repositories) exclude_dirs = ['.git', 'm4', './utils/ADJOINT_TOMOGRAPHY_TOOLS/flexwin', './src/inverse_problem_for_source/pyCMT3D'] @@ -150,7 +150,7 @@ (r'restaure', 'restore'), (r'memmory', 'memory'), (r'convolution formation', 'convolution formulation'), - (r'fortran', 'Fortran'), + (r' fortran', ' Fortran'), (r'adress', 'address'), (r'gFortran', 'gfortran'), (r' usefull ', ' useful '),