diff --git a/EXAMPLES/applications/cmt_force_hybrid/get_stations.py b/EXAMPLES/applications/cmt_force_hybrid/get_stations.py index 87f89f1d3..5eed17f4a 100644 --- a/EXAMPLES/applications/cmt_force_hybrid/get_stations.py +++ b/EXAMPLES/applications/cmt_force_hybrid/get_stations.py @@ -2,9 +2,9 @@ np.random.seed(10) -nsta = 10 -x = -1500 + np.random.rand(nsta) * 3000 -y = -1500 + np.random.rand(nsta) * 3000 +nsta = 10 +x = -1500 + np.random.rand(nsta) * 3000 +y = -1500 + np.random.rand(nsta) * 3000 fio = open("DATA/STATIONS","w") for i in range(nsta): diff --git a/EXAMPLES/applications/cmt_force_hybrid/step1_get_stf.py b/EXAMPLES/applications/cmt_force_hybrid/step1_get_stf.py index e5c5237b5..981589103 100644 --- a/EXAMPLES/applications/cmt_force_hybrid/step1_get_stf.py +++ b/EXAMPLES/applications/cmt_force_hybrid/step1_get_stf.py @@ -1,5 +1,5 @@ -import numpy as np -import matplotlib.pyplot as plt +import numpy as np +import matplotlib.pyplot as plt def ricker_wavelet(t, f_c): """ @@ -18,7 +18,7 @@ def ricker_wavelet(t, f_c): nt = 3000 dt = 2.0e-3 -t = np.arange(nt) * dt +t = np.arange(nt) * dt NS_CMT = 10 NS_FORCE = 5 @@ -32,7 +32,7 @@ def ricker_wavelet(t, f_c): fio.write("%f\n" %(stf[it])) # cmt -stf1 = np.cumsum(stf) * dt +stf1 = np.cumsum(stf) * dt for i in range(NS_CMT): with open(f"DATA/stf.cmt.{i}.txt","w") as fio: for it in range(nt): diff --git a/EXAMPLES/applications/cmt_force_hybrid/step4_plot.py b/EXAMPLES/applications/cmt_force_hybrid/step4_plot.py index c0bfaa70f..2daa6ff86 100644 --- a/EXAMPLES/applications/cmt_force_hybrid/step4_plot.py +++ b/EXAMPLES/applications/cmt_force_hybrid/step4_plot.py @@ -1,5 +1,5 @@ import numpy as np -import matplotlib.pyplot as plt +import matplotlib.pyplot as plt # load data stnm = 'XA.A2.CXZ.semd' diff --git a/EXAMPLES/applications/wavefield_discontinuity/plot/plot_utils_injection.py b/EXAMPLES/applications/wavefield_discontinuity/plot/plot_utils_injection.py index 3a0fe0dc1..237f42cdb 100644 --- a/EXAMPLES/applications/wavefield_discontinuity/plot/plot_utils_injection.py +++ b/EXAMPLES/applications/wavefield_discontinuity/plot/plot_utils_injection.py @@ -219,7 +219,7 @@ def get_waveforms_from_specfem(self, fn_list, fn_stations, except Exception as e: sys.exit(f"{e}\n") self.coord_list = coord_list - + waveforms = [] if t is not None: if (verbose==1): print(f'use time t0={t[0]}, dt={t[1]-t[0]}, nt={nt}\n') @@ -250,6 +250,6 @@ def get_waveforms_from_specfem(self, fn_list, fn_stations, except Exception as e: sys.exit(f"{e}\n") self.waveforms = waveforms - self.t = t - - + self.t = t + + diff --git a/EXAMPLES/real_world/Birch_glacier_collapse/convert_Diehletal_to_SPECFEM.py b/EXAMPLES/real_world/Birch_glacier_collapse/convert_Diehletal_to_SPECFEM.py index 6c5780975..968dd848e 100755 --- a/EXAMPLES/real_world/Birch_glacier_collapse/convert_Diehletal_to_SPECFEM.py +++ b/EXAMPLES/real_world/Birch_glacier_collapse/convert_Diehletal_to_SPECFEM.py @@ -202,7 +202,7 @@ def save_as_GeoCSV(): header = f""" # dataset: GeoCSV2.0 # created: {str(datetime.datetime.now())} -# delimiter: | +# delimiter: | # global_title: CentralAlp_VelocityModel_3D # global_model: CentralAlp_VelocityModel_3D_Pg_Sg_v07 # global_id: CentralAlp_VelocityModel_3D_Pg_Sg_v07 diff --git a/EXAMPLES/real_world/Birch_glacier_collapse/download_Swiss_data.py b/EXAMPLES/real_world/Birch_glacier_collapse/download_Swiss_data.py index c962880d9..aa0515abc 100755 --- a/EXAMPLES/real_world/Birch_glacier_collapse/download_Swiss_data.py +++ b/EXAMPLES/real_world/Birch_glacier_collapse/download_Swiss_data.py @@ -590,7 +590,7 @@ def amplitude_correction(st,catalog,inventory): # original for vis trace_org = tr.data.copy() - + # correct waveform tr.data = tr.data * correction_factor @@ -1006,14 +1006,14 @@ def add_missing_zero_traces(st): from obspy.core.trace import Stats complete_stream = Stream() - + # Get unique station names from the stream stations = sorted(list(set(tr.stats.station for tr in st))) for station_name in stations: # Extract traces for the current station station_traces = st.select(station=station_name) - + # Check for existing channels channels = sorted(list(set(tr.stats.channel for tr in station_traces))) @@ -1037,7 +1037,7 @@ def add_missing_zero_traces(st): print(f" station {station_name}: adding zero trace for {channel}") zero_data = np.zeros(num_samples, dtype=stored_trace.data.dtype) zero_trace = Trace(data=zero_data) - + # Copy relevant stats and update channel zero_trace.stats = stored_trace.stats.copy() #zero_trace.stats.network = stored_trace.stats.network @@ -1059,7 +1059,7 @@ def add_missing_zero_traces(st): # Sort the stream to ensure consistent ordering (optional but good practice) complete_stream.sort(['station', 'channel']) - + return complete_stream #---------------------------------------------------------------------------------------- diff --git a/EXAMPLES/real_world/Moon_Apollo_impact/README.md b/EXAMPLES/real_world/Moon_Apollo_impact/README.md index 47cd8553c..0bc17d2cf 100644 --- a/EXAMPLES/real_world/Moon_Apollo_impact/README.md +++ b/EXAMPLES/real_world/Moon_Apollo_impact/README.md @@ -70,7 +70,7 @@ The setup is done by the following steps: The script also modified the entries in the `interfaces.dat` to read the correct number of entries and increments. It also modifies `Mesh_Par_file` to set the correct mesh lat/lon-dimensions and lunar projection zone number (as the `UTM_PROJECTION_ZONE`). -> [!NOTE] +> [!NOTE] > For Moon simulations, instead of the Universal Transverse Mercator (UTM) projection valid for Earth, the mesher will use a Lunar Transverse Mercator (LTM) projection (for latitudes between [-82,82] degrees) or a Lunar Polar Stereographic (LPS) at North/South pole regions. To enable these lunar projections, use a model name starting with `moon_***` (see `moon_default` in `Par_file`; or use `moon_tomo` for combining it with a tomography model). > > The zone numbers are positive for the Northern hemisphere and negative for Southern hemisphere. LTM uses zone numbers in the range +/- [1,45], LPS uses 46 for North pole and -46 for South pole regions. The script `run_get_simulation_topography.py` will output the corresponding zone number for the specified area (using its midpoint to determine the zone). 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 710f17336..e131cf9b8 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 @@ -186,14 +186,14 @@ -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 + -2.99015975 -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 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-2.18061930E-10 + 471.705841 -2.47120852E-10 + 471.729828 -2.75671347E-10 + 471.753845 -3.03685854E-10 + 471.777832 -3.31132205E-10 + 471.801849 -3.57974039E-10 + 471.825836 -3.84171833E-10 + 471.849854 -4.09684592E-10 + 471.873840 -4.34471958E-10 + 471.897827 -4.58497185E-10 + 471.921844 -4.81728435E-10 + 471.945831 -5.04141173E-10 + 471.969849 -5.25719523E-10 + 471.993835 -5.46456491E-10 + 472.017853 -5.66353298E-10 + 472.041840 -5.85418158E-10 + 472.065826 -6.03663897E-10 + 472.089844 -6.21105389E-10 + 472.113831 -6.37757347E-10 + 472.137848 -6.53631649E-10 + 472.161835 -6.68735123E-10 + 472.185852 -6.83068768E-10 + 472.209839 -6.96628089E-10 + 472.233826 -7.09403425E-10 + 472.257843 -7.21381566E-10 + 472.281830 -7.32548189E-10 + 472.305847 -7.42890915E-10 + 472.329834 -7.52401585E-10 + 472.353851 -7.61077978E-10 + 472.377838 -7.68925590E-10 + 472.401855 -7.75958520E-10 + 472.425842 -7.82198917E-10 + 472.449829 -7.87676258E-10 + 472.473846 -7.92425570E-10 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 5e27bd00f..0e6ac265e 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 @@ -48,7 +48,7 @@ defined materials : 3 undefined materials : 0 total number of spectral elements: 64128 - absorbing boundaries: + absorbing boundaries: xmin,xmax : 752 752 ymin,ymax : 752 752 bottom,top: 64 16384 @@ -62,14 +62,14 @@ create regions: - ...allocating arrays + ...allocating arrays NGLLX = 5 NGLLY = 5 NGLLZ = 5 NGNOD = 8 NGNOD2D = 4 - main process setup: + main process setup: nspec = 8016 required minimum memory per process for model setup = 91.7664185 MB @@ -89,18 +89,18 @@ File DATA/Par_file_faults not found: assuming that there are no faults - ...setting up jacobian + ...setting up jacobian mesh jacobian: min/max = 4.3007E+08 / 2.4844E+12 ...indexing global points - creating ibool indexing : x min/max = 68606.7031 / 370807.688 + creating ibool indexing : x min/max = 68606.7031 / 370807.688 creating indirect addressing: nglob = 538761 creating unique point locations - ...preparing MPI interfaces + ...preparing MPI interfaces number of interfaces : 3 - creating MPI indexing : x min/max = 68606.7031 / 370807.688 + creating MPI indexing : x min/max = 68606.7031 / 370807.688 tolerance = 3.0220098967543398E-005 total MPI interface points: 100384 @@ -125,56 +125,60 @@ 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 + mesh dimensions : 302201.000 / 304128.312 / 100127.555 + mesh origins : 68606.7031 / -152295.188 / -100000.000 + mesh maximum extend : 304128.312 mesh minimum element size : 667.939697 (m) estimated minimum wavelength : 834.924622 (m) - grid normalization factor : 304128.312 + grid normalization factor : 304128.312 perturbation distribution : von Karman - perturbation correlation factor : 5.00000000 - perturbation maximum amplitude : 0.400000006 + perturbation correlation factor : 5.00000000 + perturbation maximum amplitude : 0.400000006 - FFT grid size (normalized) : 1.00000000 + FFT grid size (normalized) : 1.00000000 FFT grid cell size (normalized) : 2.19624303E-03 estimated number of grid points : 512 FFT using number of grid points : N = 512 FFT using power of 2 : npower_of_2 = 9 grid spacing : dx = 595.163025 (m) - grid memory size : 512.00000000000000 MB + grid memory size : 512.000000 MB - wavenumbers: k min/max = 6.27091360 / 1605.35388 - dk increment = 6.27091360 - k lambda_min = 2288.70312 + wavenumbers: k min/max = 6.27091360 / 1605.35388 + dk increment = 6.27091360 + k lambda_min = 2288.70312 index k lambda_min = 364 correlation length : 2.18464341E-03 (in meters): 664.411926 (m) starting 3D FFTs - applying scaling: maximum amplitude = 0.40000000000000002 - perturbations: min/max = -0.342545360 / 0.400000006 - average = 1.61834746E-09 + perturbations: grid Nx/Ny/Nz = 508 / 512 / 169 + memory size = 167.679688 MB - Elapsed time for perturbation setup in seconds = 19.3086739 + applying scaling: maximum amplitude = 0.40000000000000002 + + perturbations: min/max = -0.399991184 / 0.391069293 + average = -1.16128152E-09 + + Elapsed time for perturbation setup in seconds = 18.2295113 VTU file written: OUTPUT_FILES/perturbation_grid.vtu - 10 % - elapsed time: 2.89910007E-02 s - 20 % - elapsed time: 4.51700017E-02 s - 30 % - elapsed time: 6.28409982E-02 s - 40 % - elapsed time: 8.61029997E-02 s - 50 % - elapsed time: 0.105362996 s - 60 % - elapsed time: 0.123314999 s - 70 % - elapsed time: 0.142019004 s - 80 % - elapsed time: 0.189667001 s - 90 % - elapsed time: 0.205221996 s - 100 % - elapsed time: 0.254224986 s - - ...detecting acoustic-elastic-poroelastic surfaces + 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 + + ...detecting acoustic-elastic-poroelastic surfaces total acoustic elements : 0 total elastic elements : 64128 total poroelastic elements: 0 @@ -184,21 +188,21 @@ elastic - poroelastic coupling : total number of faces = 0 - ...element inner/outer separation + ...element inner/outer separation for overlapping of communications with calculations: percentage of edge elements 8.24600983 % percentage of volume elements 91.7539902 % - ...element mesh coloring + ...element mesh coloring use coloring = F - ...external binary models - no external binary model used + ...external binary models + no external binary model used - ...creating mass matrix + ...creating mass matrix - ...setting up mesh adjacency + ...setting up mesh adjacency mesh adjacency: total number of elements in this slice = 8016 @@ -209,22 +213,22 @@ maximum number of elements per shared node = 16 node-to-element array memory required per slice = 32.8833618 (MB) - 10 % - elapsed time: 2.32779998E-02 s - 20 % - elapsed time: 5.24049997E-02 s - 30 % - elapsed time: 7.93170035E-02 s - 40 % - elapsed time: 0.109258004 s - 50 % - elapsed time: 0.139425993 s - 60 % - elapsed time: 0.175877005 s - 70 % - elapsed time: 0.207038000 s - 80 % - elapsed time: 0.223087996 s - 90 % - elapsed time: 0.231206998 s - 100 % - elapsed time: 0.238839000 s + 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 maximum neighbors found per element = 37 (maximum neighbor of neighbors) = 167 total number of neighbors = 907748 - Elapsed time for detection of neighbors in seconds = 0.250672013 + Elapsed time for detection of neighbors in seconds = 0.255811006 ...saving mesh databases @@ -259,39 +263,39 @@ ******** - Model: P velocity min,max = 785.721313 7540.00000 - Model: S velocity min,max = 392.860657 4340.00000 + Model: P velocity min,max = 749.789429 7540.00000 + Model: S velocity min,max = 374.894745 4340.00000 - Model: Poisson's ratio min,max = 0.252267480 0.333333403 + Model: Poisson's ratio min,max = 0.252267480 0.333333403 ******** ********************************************* *** Verification of simulation parameters *** ********************************************* - *** Xmin and Xmax of the model = 68606.7031 370807.688 - *** Ymin and Ymax of the model = -152295.188 151833.109 - *** Zmin and Zmax of the model = -100000.000 127.551094 + *** Xmin and Xmax of the model = 68606.7031 370807.688 + *** Ymin and Ymax of the model = -152295.188 151833.109 + *** Zmin and Zmax of the model = -100000.000 127.551094 - *** Max GLL point distance = 12443.6797 - *** Min GLL point distance = 115.335205 - *** Max/min ratio = 107.891426 + *** Max GLL point distance = 12443.6797 + *** Min GLL point distance = 115.335205 + *** Max/min ratio = 107.891426 - *** Max element size = 38016.0391 - *** Min element size = 667.939697 - *** Max/min ratio = 56.9153748 + *** Max element size = 38016.0391 + *** Min element size = 667.939697 + *** Max/min ratio = 56.9153748 - *** Minimum period resolved = 15.9580746 (s) - *** (as frequency) = 6.26642033E-02 (Hz) - *** Maximum suggested time step = 2.40000002E-02 + *** Minimum period resolved = 16.5374680 (s) + *** (as frequency) = 6.04687482E-02 (Hz) + *** Maximum suggested time step = 2.34999992E-02 - Elapsed time for checking mesh resolution in seconds = 8.8939999999979591E-003 + Elapsed time for checking mesh resolution in seconds = 8.9690000000004488E-003 saving VTK files for Courant number and minimum period mesh regions done - min and max of elevation (i.e. height of the upper surface of the mesh) included in mesh in m is -3320.6022097121040 127.55109360189910 + min and max of elevation (i.e. height of the upper surface of the mesh) included in mesh in m is -3320.6022097121040 127.55109360189910 done mesh setup @@ -332,8 +336,8 @@ smallest and largest possible floating-point numbers are: 1.17549435E-38 3.40282347E+38 - Elapsed time for mesh generation and buffer creation in seconds = 65.3323898 - Elapsed time for mesh generation and buffer creation in hh:mm:ss = 0 h 01 m 05 s + 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 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 059b76881..15e6c0170 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 @@ -53,8 +53,8 @@ Creating global slice addressing Spatial distribution of slice numbers: - 4 5 6 7 - 0 1 2 3 + 4 5 6 7 + 0 1 2 3 This is process 0 There are 8 MPI processes Processes are numbered from 0 to 7 @@ -78,19 +78,19 @@ region selected: - latitude min = -5.0000000000000000 - latitude max = 5.0000000000000000 + latitude min = -5.0000000000000000 + latitude max = 5.0000000000000000 - longitude min = -30.000000000000000 - longitude max = -20.000000000000000 + longitude min = -30.000000000000000 + longitude max = -20.000000000000000 this is mapped to LTM/LPS in region 20 - LTM/LPS X min = 68606.702208828676 - LTM/LPS X max = 370807.69188426266 + LTM/LPS X min = 68606.702208828676 + LTM/LPS X max = 370807.69188426266 - LTM/LPS Y min = -152295.18356360824 - LTM/LPS Y max = 151833.11604319973 + LTM/LPS Y min = -152295.18356360824 + LTM/LPS Y max = 151833.11604319973 LTM/LPS size of model along X is 302.20098967543396 km LTM/LPS size of model along Y is 304.12829960680801 km @@ -110,94 +110,94 @@ number of interfaces: 4 mesh: - origin LTM/LPS minimum x/y (m) = 68606.7031 -152295.188 - lat/lon (deg) = -5.00000000 -30.0000000 - origin LTM/LPS maximum x/y (m) = 370807.688 151833.109 - lat/lon (deg) = 5.00000000 -20.0000000 + origin LTM/LPS minimum x/y (m) = 68606.7031 -152295.188 + lat/lon (deg) = -5.00000000 -30.0000000 + origin LTM/LPS maximum x/y (m) = 370807.688 151833.109 + lat/lon (deg) = 5.00000000 -20.0000000 reading interface 1 interface file : interface.moho.dat number of points x/y = 2 2 - origin x/y (m) = 68634.8828 155340.906 + origin x/y (m) = 68634.8828 155340.906 spacing x/y (m) = 4.49999981E-03 -4.49999981E-03 - dimension x-direction (m) = 68634.8828 / 68634.8828 - dimension y-direction (m) = 155340.906 / 155340.906 + dimension x-direction (m) = 68634.8828 / 68634.8828 + dimension y-direction (m) = 155340.906 / 155340.906 total number of file points = 4 should be 4 this point total is okay - original elevation min/max = -30800.0000 -30800.0000 - interpolated mesh elevation min/max = -30800.0000 -30800.0000 + original elevation min/max = -30800.0000 -30800.0000 + interpolated mesh elevation min/max = -30800.0000 -30800.0000 - interpolated mesh LTM/LPS minimum x/y (m) = 68606.7031 -152295.188 - interpolated mesh LTM/LPS maximum x/y (m) = 370807.688 151833.109 + interpolated mesh LTM/LPS minimum x/y (m) = 68606.7031 -152295.188 + interpolated mesh LTM/LPS maximum x/y (m) = 370807.688 151833.109 reading interface 2 interface file : interface.inter.dat number of points x/y = 2 2 - origin x/y (m) = 68634.8828 155340.906 + origin x/y (m) = 68634.8828 155340.906 spacing x/y (m) = 4.49999981E-03 -4.49999981E-03 - dimension x-direction (m) = 68634.8828 / 68634.8828 - dimension y-direction (m) = 155340.906 / 155340.906 + dimension x-direction (m) = 68634.8828 / 68634.8828 + dimension y-direction (m) = 155340.906 / 155340.906 total number of file points = 4 should be 4 this point total is okay - original elevation min/max = -8000.00000 -8000.00000 - interpolated mesh elevation min/max = -8000.00000 -8000.00000 + original elevation min/max = -8000.00000 -8000.00000 + interpolated mesh elevation min/max = -8000.00000 -8000.00000 - interpolated mesh LTM/LPS minimum x/y (m) = 68606.7031 -152295.188 - interpolated mesh LTM/LPS maximum x/y (m) = 370807.688 151833.109 + interpolated mesh LTM/LPS minimum x/y (m) = 68606.7031 -152295.188 + interpolated mesh LTM/LPS maximum x/y (m) = 370807.688 151833.109 reading interface 3 interface file : ptopo.xyz.2.dat number of points x/y = 203 205 - origin x/y (deg) = -30.0000000 5.09999990 + origin x/y (deg) = -30.0000000 5.09999990 spacing x/y (deg) = 5.00000007E-02 -5.00000007E-02 - (m) = 5565.99463 -5565.99463 + (m) = 5565.99463 -5565.99463 - dimension x-direction (deg) = -30.0000000 / -19.8999996 - dimension y-direction (deg) = 5.09999990 / -5.09999990 + dimension x-direction (deg) = -30.0000000 / -19.8999996 + dimension y-direction (deg) = 5.09999990 / -5.09999990 total number of file points = 41615 should be 41615 this point total is okay - original elevation min/max = -3993.96240 -827.650024 - interpolated mesh elevation min/max = -3988.54199 -862.514648 + original elevation min/max = -3993.96240 -827.650024 + interpolated mesh elevation min/max = -3988.54199 -862.514648 - interpolated mesh longitude min/max (deg) = -30.0000000 / -19.9999065 - interpolated mesh latitude min/max (deg) = -5.02740049 / 5.01214743 + interpolated mesh longitude min/max (deg) = -30.0000000 / -19.9999065 + interpolated mesh latitude min/max (deg) = -5.02740049 / 5.01214743 - interpolated mesh LTM/LPS minimum x/y (m) = 68606.7031 -152295.188 - interpolated mesh LTM/LPS maximum x/y (m) = 370807.688 151833.109 + interpolated mesh LTM/LPS minimum x/y (m) = 68606.7031 -152295.188 + interpolated mesh LTM/LPS maximum x/y (m) = 370807.688 151833.109 reading interface 4 interface file : ptopo.xyz.1.dat number of points x/y = 203 205 - origin x/y (deg) = -30.0000000 5.09999990 + origin x/y (deg) = -30.0000000 5.09999990 spacing x/y (deg) = 5.00000007E-02 -5.00000007E-02 - (m) = 5565.99463 -5565.99463 + (m) = 5565.99463 -5565.99463 - dimension x-direction (deg) = -30.0000000 / -19.8999996 - dimension y-direction (deg) = 5.09999990 / -5.09999990 + dimension x-direction (deg) = -30.0000000 / -19.8999996 + dimension y-direction (deg) = 5.09999990 / -5.09999990 total number of file points = 41615 should be 41615 this point total is okay - original elevation min/max = -3326.62500 191.500000 - interpolated mesh elevation min/max = -3320.60229 152.761490 + original elevation min/max = -3326.62500 191.500000 + interpolated mesh elevation min/max = -3320.60229 152.761490 - interpolated mesh longitude min/max (deg) = -30.0000000 / -19.9999065 - interpolated mesh latitude min/max (deg) = -5.02740049 / 5.01214743 + interpolated mesh longitude min/max (deg) = -30.0000000 / -19.9999065 + interpolated mesh latitude min/max (deg) = -5.02740049 / 5.01214743 - interpolated mesh LTM/LPS minimum x/y (m) = 68606.7031 -152295.188 - interpolated mesh LTM/LPS maximum x/y (m) = 370807.688 151833.109 + interpolated mesh LTM/LPS minimum x/y (m) = 68606.7031 -152295.188 + interpolated mesh LTM/LPS maximum x/y (m) = 370807.688 151833.109 ************************** @@ -236,16 +236,16 @@ creating mesh region 9 (regular mesh) mesh dimensions: - Xmin and Xmax of the model = 68606.7031 370807.688 - Ymin and Ymax of the model = -152295.188 151833.109 - Zmin and Zmax of the model = -100000.000 127.551094 + Xmin and Xmax of the model = 68606.7031 370807.688 + Ymin and Ymax of the model = -152295.188 151833.109 + Zmin and Zmax of the model = -100000.000 127.551094 exact area = 9.19078748E+10 (m^2) = 91907.8750 (km^2) Max element size = 38016.0391 (m) Min element size = 667.939697 (m) - Max/min ratio = 56.9153748 + Max/min ratio = 56.9153748 creating indirect addressing for unstructured mesh @@ -263,7 +263,7 @@ ************************** start computing the minimum and maximum edge size - done processing + done processing ------------ mesh quality parameter definitions: @@ -274,30 +274,30 @@ diagonal aspect ratio: 1. perfect, above 1. gives stretching factor ------------ - minimum length of an edge in the whole mesh (m) = 667.93977903248424 + minimum length of an edge in the whole mesh (m) = 667.93977903248424 - maximum length of an edge in the whole mesh (m) = 38016.037450850999 + maximum length of an edge in the whole mesh (m) = 38016.037450850999 *** *** max equiangle skewness = 0.89196051966663226 in element 85 of slice 0 *** - max deviation angle from a right angle (90 degrees) is therefore = 80.276446769996909 + max deviation angle from a right angle (90 degrees) is therefore = 80.276446769996909 - worst angle in the mesh is therefore 9.7235532300030965 + worst angle in the mesh is therefore 9.7235532300030965 or 170.27644676999691 degrees - max edge aspect ratio = 11.671590445436737 + max edge aspect ratio = 11.671590445436737 - max diagonal aspect ratio = 2.1199365131201708 + max diagonal aspect ratio = 2.1199365131201708 *** *** Maximum suggested time step for simulation = 0.00719545 *** - *** Max CFL stability condition of the time scheme (must be below about 0.55 or so) = 0.47040000000000004 - *** computed using the maximum P wave velocity = 7540.0000000000000 + *** Max CFL stability condition of the time scheme (must be below about 0.55 or so) = 0.47040000000000004 + *** computed using the maximum P wave velocity = 7540.0000000000000 *** - that value is below the upper CFL limit of 0.55000000000000004 + that value is below the upper CFL limit of 0.55000000000000004 therefore the run should be stable creating histogram of mesh quality @@ -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 = 0.355403990 + Elapsed time for mesh generation and buffer creation in seconds = 0.392049015 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 fe8664ab1..0bef665f1 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 @@ -72,36 +72,36 @@ ******** - Model: P velocity min,max = 785.721313 7540.00000 - Model: S velocity min,max = 392.860657 4340.00000 + Model: P velocity min,max = 749.789429 7540.00000 + Model: S velocity min,max = 374.894745 4340.00000 - Model: Poisson's ratio min,max = 0.252267480 0.333333403 + Model: Poisson's ratio min,max = 0.252267480 0.333333403 ******** ********************************************* *** Verification of simulation parameters *** ********************************************* - *** Xmin and Xmax of the model = 68606.7031 370807.688 - *** Ymin and Ymax of the model = -152295.188 151833.109 - *** Zmin and Zmax of the model = -100000.000 127.551094 + *** Xmin and Xmax of the model = 68606.7031 370807.688 + *** Ymin and Ymax of the model = -152295.188 151833.109 + *** Zmin and Zmax of the model = -100000.000 127.551094 - *** Max GLL point distance = 12443.6797 - *** Min GLL point distance = 115.335205 - *** Max/min ratio = 107.891426 + *** Max GLL point distance = 12443.6797 + *** Min GLL point distance = 115.335205 + *** Max/min ratio = 107.891426 - *** Max element size = 38016.0391 - *** Min element size = 667.939697 - *** Max/min ratio = 56.9153748 + *** Max element size = 38016.0391 + *** Min element size = 667.939697 + *** Max/min ratio = 56.9153748 - *** Minimum period resolved = 15.9580746 (s) - *** (as frequency) = 6.26642033E-02 (Hz) - *** Maximum suggested time step = 2.40000002E-02 + *** Minimum period resolved = 16.5374680 (s) + *** (as frequency) = 6.04687482E-02 (Hz) + *** Maximum suggested time step = 2.34999992E-02 *** for DT : 2.4000000000000000E-002 - *** Max stability for wave velocities = 0.495897502 + *** Max stability for wave velocities = 0.507479429 - Elapsed time for checking mesh resolution in seconds = 8.8449999999999918E-003 + Elapsed time for checking mesh resolution in seconds = 1.3867999999999991E-002 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 : 5.06969988E-02 (s) + creation timing : 5.07739931E-02 (s) sources: 1 @@ -150,20 +150,20 @@ in element 6741 in elastic domain - using force point source: - xi coordinate of source in that element: 0.68297156683000759 - eta coordinate of source in that element: 0.18124516938923099 - gamma coordinate of source in that element: 1.0003732327276826 + using force point source: + xi coordinate of source in that element: 0.68297156683000759 + eta coordinate of source in that element: 0.18124516938923099 + gamma coordinate of source in that element: 1.0003732327276826 - component of direction vector in East direction: -0.184563398 + component of direction vector in East direction: -0.184563398 component of direction vector in North direction: -4.84193005E-02 - component of direction vector in Vertical direction: -0.981627226 + component of direction vector in Vertical direction: -0.981627226 - nu1 = 1.00000000 0.00000000 0.00000000 - nu2 = 0.00000000 1.00000000 0.00000000 - nu3 = 0.00000000 0.00000000 1.00000000 + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 - at (x,y,z) coordinates = 231137.67971678133 58196.342698734406 -1091.2490234375000 + at (x,y,z) coordinates = 231137.67971678133 58196.342698734406 -1091.2490234375000 source time function: using Gaussian source time function @@ -173,24 +173,24 @@ time shift: 0.0000000000000000 seconds magnitude of the source: - factor = 360000000.00000000 + factor = 360000000.00000000 original (requested) position of the source: - latitude: 1.9210000000000000 - longitude: 335.37700000000001 + latitude: 1.9210000000000000 + longitude: 335.37700000000001 - LTM/LPS x: 231137.67971678133 - LTM/LPS y: 58196.342698734406 + LTM/LPS x: 231137.67971678133 + LTM/LPS y: 58196.342698734406 depth: 0.0000000000000000 km - topo elevation: -1091.2490234375000 + topo elevation: -1091.2490234375000 position of the source that will be used: - LTM/LPS x: 231137.67971678133 - LTM/LPS y: 58196.342698734406 + LTM/LPS x: 231137.67971678133 + LTM/LPS y: 58196.342698734406 depth: 0.0000000000000000 km - z: -1091.2490234375000 + z: -1091.2490234375000 error in location of the source: 0.00000000 m @@ -199,12 +199,12 @@ maximum error in location of the sources: 0.00000000 m - Elapsed time for detection of sources in seconds = 7.27899978E-03 + Elapsed time for detection of sources in seconds = 4.73200018E-03 End of source detection - done - Each source is being convolved with HDUR_MOVIE = 5.0000000000000000 + Each source is being convolved with HDUR_MOVIE = 5.0000000000000000 printing the source-time function @@ -226,64 +226,64 @@ station # 1 AP16 S-IVB - original latitude : 1.92100000 - longitude : 335.377014 - LTM/LPS x : 231137.688 - LTM/LPS y : 58196.3438 + original latitude : 1.92100000 + longitude : 335.377014 + LTM/LPS x : 231137.688 + LTM/LPS y : 58196.3438 depth : 0.00000000 m horizontal distance : 0.00000000 km - target x, y, z : 231137.688 58196.3438 -1091.24902 + target x, y, z : 231137.688 58196.3438 -1091.24902 closest estimate found: 0.00000000 m away receiver located in slice 6 in element 6741 in elastic domain - at coordinates: - xi = 0.68297156683000759 - eta = 0.18124516938923099 - gamma = 1.0003732327276826 - rotation matrix: - nu1 = 1.00000000 0.00000000 0.00000000 - nu2 = 0.00000000 1.00000000 0.00000000 - nu3 = 0.00000000 0.00000000 1.00000000 - found LTM/LPS x: 231137.67971678133 - LTM/LPS y: 58196.342698734406 - z: -1091.2490234375000 + at coordinates: + xi = 0.68297156683000759 + eta = 0.18124516938923099 + gamma = 1.0003732327276826 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found LTM/LPS x: 231137.67971678133 + LTM/LPS y: 58196.342698734406 + z: -1091.2490234375000 depth: 0.0000000000000000 m station # 2 XA S12 - original latitude : -3.01083994 - longitude : -23.4245605 - LTM/LPS x : 267408.062 - LTM/LPS y : -91212.0469 + original latitude : -3.01083994 + longitude : -23.4245605 + LTM/LPS x : 267408.062 + LTM/LPS y : -91212.0469 depth : 0.00000000 m horizontal distance : 153.747864 km - target x, y, z : 267408.062 -91212.0469 -1427.14099 + target x, y, z : 267408.062 -91212.0469 -1427.14099 closest estimate found: 2.27373675E-13 m away receiver located in slice 2 in element 6789 in elastic domain - at coordinates: - xi = -0.59173184942647639 - eta = 0.41673035742772752 - gamma = 0.99811349519314385 - rotation matrix: - nu1 = 1.00000000 0.00000000 0.00000000 - nu2 = 0.00000000 1.00000000 0.00000000 - nu3 = 0.00000000 0.00000000 1.00000000 - found LTM/LPS x: 267408.04792256223 - LTM/LPS y: -91212.049335375865 - z: -1427.1409912109377 + at coordinates: + xi = -0.59173184942647639 + eta = 0.41673035742772752 + gamma = 0.99811349519314385 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found LTM/LPS x: 267408.04792256223 + LTM/LPS y: -91212.049335375865 + z: -1427.1409912109377 depth: 2.2737367544323206E-013 m maximum error in location of all the receivers: 2.27373675E-13 m - Elapsed time for receiver detection in seconds = 1.01260003E-02 + Elapsed time for receiver detection in seconds = 7.57599995E-03 End of receiver detection - done @@ -338,18 +338,18 @@ number of regular shaped elements : 0 number of irregular shaped elements: 8016 fused array done - bandwidth test (STREAM TRIAD): + bandwidth test (STREAM TRIAD): memory accesses = 18.4968910 MB - timing min/max = 1.55699998E-03 s / 1.61200005E-03 s - timing avg = 1.58859999E-03 s - bandwidth = 11.3706217 GB/s + timing min/max = 1.55599997E-03 s / 1.59799994E-03 s + timing avg = 1.57540001E-03 s + bandwidth = 11.4658947 GB/s with force_vectorization: - timing min/max = 1.19400001E-03 s / 1.53899996E-03 s - timing avg = 1.25690002E-03 s - bandwidth = 14.3713665 GB/s + timing min/max = 1.17900001E-03 s / 1.19800004E-03 s + timing avg = 1.19079999E-03 s + bandwidth = 15.1691046 GB/s - Elapsed time for preparing timerun in seconds = 5.7289000000000034E-002 + Elapsed time for preparing timerun in seconds = 5.3522999999999987E-002 ************ time loop @@ -367,18 +367,18 @@ Time step # 5 Time: -7.40615988 seconds - Elapsed time in seconds = 0.10808000000000006 + Elapsed time in seconds = 0.11450000000000005 Elapsed time in hh:mm:ss = 0 h 00 m 00 s - Mean elapsed time per time step in seconds = 2.16160007E-02 - Max norm displacement vector U in all slices (m) = 7.36582839E-09 + Mean elapsed time per time step in seconds = 2.29000002E-02 + Max norm displacement vector U in all slices (m) = 7.28907512E-09 Time steps done = 5 out of 20000 Time steps remaining = 19995 - Estimated remaining time in seconds = 432.211914 - Estimated remaining time in hh:mm:ss = 0 h 07 m 12 s - Estimated total run time in seconds = 432.320007 - Estimated total run time in hh:mm:ss = 0 h 07 m 12 s + 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 We have done 2.50000004E-02 % of that - The run will finish approximately on (in local time): Mon Nov 24, 2025 12:12 + The run will finish approximately on (in local time): Thu Nov 27, 2025 21:27 ************************************************************ **** BEWARE: the above time estimates are not very reliable **** because fewer than 100 iterations have been performed @@ -386,3010 +386,3010 @@ Time step # 100 Time: -5.12615967 seconds - Elapsed time in seconds = 2.6418309999999998 + 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 = 2.64183097E-02 - Max norm displacement vector U in all slices (m) = 1.39837800E-06 + 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 = 525.724365 - Estimated remaining time in hh:mm:ss = 0 h 08 m 45 s - Estimated total run time in seconds = 528.366211 - Estimated total run time in hh:mm:ss = 0 h 08 m 48 s + 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): Mon Nov 24, 2025 12:14 + 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 = 5.2675799999999997 + 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 = 2.63378993E-02 - Max norm displacement vector U in all slices (m) = 1.25927991E-05 + 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 = 521.490417 + 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 = 526.757996 + 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): Mon Nov 24, 2025 12:14 + 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 = 7.9128979999999993 + 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 = 2.63763275E-02 - Max norm displacement vector U in all slices (m) = 3.21234402E-05 + 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 = 519.613647 - Estimated remaining time in hh:mm:ss = 0 h 08 m 39 s - Estimated total run time in seconds = 527.526550 - Estimated total run time in hh:mm:ss = 0 h 08 m 47 s + 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): Mon Nov 24, 2025 12:14 + 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 = 10.491976000000001 + 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 = 2.62299404E-02 - Max norm displacement vector U in all slices (m) = 1.98975467E-05 + 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 = 514.106812 - Estimated remaining time in hh:mm:ss = 0 h 08 m 34 s - Estimated total run time in seconds = 524.598816 + 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): Mon Nov 24, 2025 12:14 + 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 = 13.106984000000001 + 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 = 2.62139682E-02 - Max norm displacement vector U in all slices (m) = 2.94906658E-06 + 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 = 511.172363 + 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 = 524.279358 + 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): Mon Nov 24, 2025 12:14 + 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 = 15.680914999999999 + 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 = 2.61348579E-02 - Max norm displacement vector U in all slices (m) = 3.98965426E-07 + 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 = 507.016266 - Estimated remaining time in hh:mm:ss = 0 h 08 m 27 s - Estimated total run time in seconds = 522.697144 - Estimated total run time in hh:mm:ss = 0 h 08 m 42 s + 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): Mon Nov 24, 2025 12:13 + 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 = 18.259467999999998 + 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 = 2.60849539E-02 - Max norm displacement vector U in all slices (m) = 3.22688805E-07 + 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 = 503.439606 - Estimated remaining time in hh:mm:ss = 0 h 08 m 23 s - Estimated total run time in seconds = 521.699097 - Estimated total run time in hh:mm:ss = 0 h 08 m 41 s + 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): Mon Nov 24, 2025 12:13 + 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 = 20.846719000000000 + 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 = 2.60583982E-02 - Max norm displacement vector U in all slices (m) = 2.84205555E-07 + 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 = 500.321259 - Estimated remaining time in hh:mm:ss = 0 h 08 m 20 s - Estimated total run time in seconds = 521.167969 - Estimated total run time in hh:mm:ss = 0 h 08 m 41 s + 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): Mon Nov 24, 2025 12:13 + 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 = 23.432064999999998 + 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 = 2.60356274E-02 - Max norm displacement vector U in all slices (m) = 2.74263215E-07 + 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 = 497.280487 - Estimated remaining time in hh:mm:ss = 0 h 08 m 17 s - Estimated total run time in seconds = 520.712585 - Estimated total run time in hh:mm:ss = 0 h 08 m 40 s + 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): Mon Nov 24, 2025 12:13 + 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 = 26.017167999999998 + 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 = 2.60171685E-02 - Max norm displacement vector U in all slices (m) = 2.33396406E-07 + 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 = 494.326202 - Estimated remaining time in hh:mm:ss = 0 h 08 m 14 s - Estimated total run time in seconds = 520.343384 - Estimated total run time in hh:mm:ss = 0 h 08 m 40 s + 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): Mon Nov 24, 2025 12:13 + 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 = 28.871119000000000 + 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 = 2.62464713E-02 - Max norm displacement vector U in all slices (m) = 2.35459041E-07 + 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 = 496.058319 + 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 = 524.929443 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 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): Mon Nov 24, 2025 12:13 + 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 = 31.458452999999999 + 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 = 2.62153782E-02 - Max norm displacement vector U in all slices (m) = 2.03214142E-07 + 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 = 492.849091 - Estimated remaining time in hh:mm:ss = 0 h 08 m 12 s - Estimated total run time in seconds = 524.307556 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s + 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): Mon Nov 24, 2025 12:13 + 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 = 34.085656000000000 + 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 = 2.62197349E-02 - Max norm displacement vector U in all slices (m) = 1.95489875E-07 + 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 = 490.309052 - Estimated remaining time in hh:mm:ss = 0 h 08 m 10 s - Estimated total run time in seconds = 524.394714 - Estimated total run time in hh:mm:ss = 0 h 08 m 44 s + 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): Mon Nov 24, 2025 12:13 + 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 = 36.653286000000001 + 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 = 2.61809193E-02 - Max norm displacement vector U in all slices (m) = 1.80826007E-07 + 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 = 486.965088 - Estimated remaining time in hh:mm:ss = 0 h 08 m 06 s - Estimated total run time in seconds = 523.618347 - Estimated total run time in hh:mm:ss = 0 h 08 m 43 s + 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): Mon Nov 24, 2025 12:13 + 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 = 39.212463999999997 + 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 = 2.61416435E-02 - Max norm displacement vector U in all slices (m) = 1.74682086E-07 + 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 = 483.620392 - Estimated remaining time in hh:mm:ss = 0 h 08 m 03 s - Estimated total run time in seconds = 522.832825 - Estimated total run time in hh:mm:ss = 0 h 08 m 42 s + 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): Mon Nov 24, 2025 12:13 + 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 = 41.868823999999996 - Elapsed time in hh:mm:ss = 0 h 00 m 41 s - Mean elapsed time per time step in seconds = 2.61680149E-02 - Max norm displacement vector U in all slices (m) = 1.73091763E-07 + 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 = 481.491486 - Estimated remaining time in hh:mm:ss = 0 h 08 m 01 s - Estimated total run time in seconds = 523.360291 - Estimated total run time in hh:mm:ss = 0 h 08 m 43 s + 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): Mon Nov 24, 2025 12:14 + 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 = 44.457529999999998 + 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 = 2.61514876E-02 - Max norm displacement vector U in all slices (m) = 1.67199374E-07 + 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 = 478.572235 - Estimated remaining time in hh:mm:ss = 0 h 07 m 58 s - Estimated total run time in seconds = 523.029785 - Estimated total run time in hh:mm:ss = 0 h 08 m 43 s + 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): Mon Nov 24, 2025 12:14 + 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 = 47.096835999999996 + 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 = 2.61649080E-02 - Max norm displacement vector U in all slices (m) = 1.53656231E-07 + 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 = 476.201355 + 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 = 523.298157 + 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): Mon Nov 24, 2025 12:14 + 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 = 49.734062000000002 + 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 = 2.61758212E-02 - Max norm displacement vector U in all slices (m) = 1.52005811E-07 + 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 = 473.782379 + 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 = 523.516418 + 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): Mon Nov 24, 2025 12:14 + 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 = 52.325761999999997 + 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 = 2.61628814E-02 - Max norm displacement vector U in all slices (m) = 1.60400120E-07 + Mean elapsed time per time step in seconds = 2.61529442E-02 + Max norm displacement vector U in all slices (m) = 1.68062172E-07 Time steps done = 2000 out of 20000 Time steps remaining = 18000 - Estimated remaining time in seconds = 470.931854 + 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 = 523.257629 + Estimated total run time in seconds = 523.058899 Estimated total run time in hh:mm:ss = 0 h 08 m 43 s We have done 10.0000000 % of that - The run will finish approximately on (in local time): Mon Nov 24, 2025 12:14 + 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 = 54.880836000000002 - Elapsed time in hh:mm:ss = 0 h 00 m 54 s - Mean elapsed time per time step in seconds = 2.61337310E-02 - Max norm displacement vector U in all slices (m) = 1.34357904E-07 + 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 = 467.793793 - Estimated remaining time in hh:mm:ss = 0 h 07 m 47 s - Estimated total run time in seconds = 522.674622 - Estimated total run time in hh:mm:ss = 0 h 08 m 42 s + 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): Mon Nov 24, 2025 12:14 + 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 = 57.468826999999997 + 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 = 2.61221938E-02 - Max norm displacement vector U in all slices (m) = 1.48273656E-07 + 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 = 464.975067 - Estimated remaining time in hh:mm:ss = 0 h 07 m 44 s - Estimated total run time in seconds = 522.443909 - Estimated total run time in hh:mm:ss = 0 h 08 m 42 s + 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): Mon Nov 24, 2025 12:14 + 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 = 60.125157000000002 + 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 = 2.61413734E-02 - Max norm displacement vector U in all slices (m) = 1.21949299E-07 + 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 = 462.702301 - Estimated remaining time in hh:mm:ss = 0 h 07 m 42 s - Estimated total run time in seconds = 522.827454 - Estimated total run time in hh:mm:ss = 0 h 08 m 42 s + 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): Mon Nov 24, 2025 12:14 + 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 = 62.714238000000002 - Elapsed time in hh:mm:ss = 0 h 01 m 02 s - Mean elapsed time per time step in seconds = 2.61309333E-02 - Max norm displacement vector U in all slices (m) = 1.37969622E-07 + 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 = 459.904419 - Estimated remaining time in hh:mm:ss = 0 h 07 m 39 s - Estimated total run time in seconds = 522.618652 - Estimated total run time in hh:mm:ss = 0 h 08 m 42 s + 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): Mon Nov 24, 2025 12:14 + 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 = 65.293501000000006 + 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 = 2.61174012E-02 - Max norm displacement vector U in all slices (m) = 1.36237006E-07 + 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 = 457.054504 - Estimated remaining time in hh:mm:ss = 0 h 07 m 37 s - Estimated total run time in seconds = 522.348022 - Estimated total run time in hh:mm:ss = 0 h 08 m 42 s + 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): Mon Nov 24, 2025 12:14 + 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 = 67.932327999999998 - Elapsed time in hh:mm:ss = 0 h 01 m 07 s - Mean elapsed time per time step in seconds = 2.61278190E-02 - Max norm displacement vector U in all slices (m) = 1.23988556E-07 + 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 = 454.624054 - Estimated remaining time in hh:mm:ss = 0 h 07 m 34 s - Estimated total run time in seconds = 522.556396 - Estimated total run time in hh:mm:ss = 0 h 08 m 42 s + 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): Mon Nov 24, 2025 12:14 + 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 = 70.527417999999997 - Elapsed time in hh:mm:ss = 0 h 01 m 10 s - Mean elapsed time per time step in seconds = 2.61212662E-02 - Max norm displacement vector U in all slices (m) = 1.34854801E-07 + 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 = 451.897888 - Estimated remaining time in hh:mm:ss = 0 h 07 m 31 s - Estimated total run time in seconds = 522.425293 - Estimated total run time in hh:mm:ss = 0 h 08 m 42 s + 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): Mon Nov 24, 2025 12:14 + 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 = 73.133836000000002 + 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 = 2.61192266E-02 - Max norm displacement vector U in all slices (m) = 1.33351108E-07 + 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 = 449.250702 - Estimated remaining time in hh:mm:ss = 0 h 07 m 29 s - Estimated total run time in seconds = 522.384521 - Estimated total run time in hh:mm:ss = 0 h 08 m 42 s + 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): Mon Nov 24, 2025 12:13 + 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 = 75.681708000000000 - Elapsed time in hh:mm:ss = 0 h 01 m 15 s - Mean elapsed time per time step in seconds = 2.60971412E-02 - Max norm displacement vector U in all slices (m) = 1.19497400E-07 + 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 = 446.261108 - Estimated remaining time in hh:mm:ss = 0 h 07 m 26 s - Estimated total run time in seconds = 521.942810 - Estimated total run time in hh:mm:ss = 0 h 08 m 41 s + 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): Mon Nov 24, 2025 12:13 + 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 = 78.232979999999998 - Elapsed time in hh:mm:ss = 0 h 01 m 18 s - Mean elapsed time per time step in seconds = 2.60776598E-02 - Max norm displacement vector U in all slices (m) = 1.25884171E-07 + 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 = 443.320221 - Estimated remaining time in hh:mm:ss = 0 h 07 m 23 s - Estimated total run time in seconds = 521.553223 - Estimated total run time in hh:mm:ss = 0 h 08 m 41 s + 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): Mon Nov 24, 2025 12:13 + 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 = 80.784903000000000 - Elapsed time in hh:mm:ss = 0 h 01 m 20 s - Mean elapsed time per time step in seconds = 2.60596462E-02 - Max norm displacement vector U in all slices (m) = 1.21121090E-07 + 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 = 440.408020 - Estimated remaining time in hh:mm:ss = 0 h 07 m 20 s - Estimated total run time in seconds = 521.192932 - Estimated total run time in hh:mm:ss = 0 h 08 m 41 s + 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): Mon Nov 24, 2025 12:13 + 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 = 83.342596000000000 - Elapsed time in hh:mm:ss = 0 h 01 m 23 s - Mean elapsed time per time step in seconds = 2.60445606E-02 - Max norm displacement vector U in all slices (m) = 1.15054519E-07 + 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 = 437.548615 - Estimated remaining time in hh:mm:ss = 0 h 07 m 17 s - Estimated total run time in seconds = 520.891235 - Estimated total run time in hh:mm:ss = 0 h 08 m 40 s + 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): Mon Nov 24, 2025 12:13 + 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 = 85.897513000000004 - Elapsed time in hh:mm:ss = 0 h 01 m 25 s - Mean elapsed time per time step in seconds = 2.60295495E-02 - Max norm displacement vector U in all slices (m) = 1.31112287E-07 + 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 = 434.693481 - Estimated remaining time in hh:mm:ss = 0 h 07 m 14 s - Estimated total run time in seconds = 520.591003 - Estimated total run time in hh:mm:ss = 0 h 08 m 40 s + 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): Mon Nov 24, 2025 12:13 + 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 = 88.478707999999997 - Elapsed time in hh:mm:ss = 0 h 01 m 28 s - Mean elapsed time per time step in seconds = 2.60231495E-02 - Max norm displacement vector U in all slices (m) = 1.05490813E-07 + 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 = 431.984283 - Estimated remaining time in hh:mm:ss = 0 h 07 m 11 s - Estimated total run time in seconds = 520.463013 - Estimated total run time in hh:mm:ss = 0 h 08 m 40 s + 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): Mon Nov 24, 2025 12:13 + 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 = 91.034325999999993 - Elapsed time in hh:mm:ss = 0 h 01 m 31 s - Mean elapsed time per time step in seconds = 2.60098074E-02 - Max norm displacement vector U in all slices (m) = 1.16725772E-07 + 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 = 429.161835 - Estimated remaining time in hh:mm:ss = 0 h 07 m 09 s - Estimated total run time in seconds = 520.196167 - Estimated total run time in hh:mm:ss = 0 h 08 m 40 s + 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): Mon Nov 24, 2025 12:13 + 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 = 93.588399999999993 - Elapsed time in hh:mm:ss = 0 h 01 m 33 s - Mean elapsed time per time step in seconds = 2.59967782E-02 - Max norm displacement vector U in all slices (m) = 1.05839547E-07 + 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 = 426.347168 - Estimated remaining time in hh:mm:ss = 0 h 07 m 06 s - Estimated total run time in seconds = 519.935547 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:13 + 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 = 96.138096000000004 - Elapsed time in hh:mm:ss = 0 h 01 m 36 s - Mean elapsed time per time step in seconds = 2.59832684E-02 - Max norm displacement vector U in all slices (m) = 1.05222192E-07 + 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 = 423.527283 - Estimated remaining time in hh:mm:ss = 0 h 07 m 03 s - Estimated total run time in seconds = 519.665405 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:13 + 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 = 98.688675000000003 - Elapsed time in hh:mm:ss = 0 h 01 m 38 s - Mean elapsed time per time step in seconds = 2.59707049E-02 - Max norm displacement vector U in all slices (m) = 1.14637750E-07 + 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 = 420.725403 - Estimated remaining time in hh:mm:ss = 0 h 07 m 00 s - Estimated total run time in seconds = 519.414062 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:13 + 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 = 101.23933099999999 - Elapsed time in hh:mm:ss = 0 h 01 m 41 s - Mean elapsed time per time step in seconds = 2.59588026E-02 - Max norm displacement vector U in all slices (m) = 1.12196609E-07 + 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 = 417.936737 - Estimated remaining time in hh:mm:ss = 0 h 06 m 57 s - Estimated total run time in seconds = 519.176086 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:14 + The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 Time step # 4000 Time: 88.4738388 seconds - Elapsed time in seconds = 103.78875100000000 - Elapsed time in hh:mm:ss = 0 h 01 m 43 s - Mean elapsed time per time step in seconds = 2.59471871E-02 - Max norm displacement vector U in all slices (m) = 1.09467045E-07 + 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 Time steps done = 4000 out of 20000 Time steps remaining = 16000 - Estimated remaining time in seconds = 415.154999 - Estimated remaining time in hh:mm:ss = 0 h 06 m 55 s - Estimated total run time in seconds = 518.943726 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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 We have done 20.0000000 % of that - The run will finish approximately on (in local time): Mon Nov 24, 2025 12:14 + 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 = 106.34054900000000 - Elapsed time in hh:mm:ss = 0 h 01 m 46 s - Mean elapsed time per time step in seconds = 2.59367190E-02 - Max norm displacement vector U in all slices (m) = 1.07232417E-07 + 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 = 412.393829 - Estimated remaining time in hh:mm:ss = 0 h 06 m 52 s - Estimated total run time in seconds = 518.734375 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 108.88742100000000 - Elapsed time in hh:mm:ss = 0 h 01 m 48 s - Mean elapsed time per time step in seconds = 2.59255767E-02 - Max norm displacement vector U in all slices (m) = 1.02225627E-07 + 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 = 409.624115 - Estimated remaining time in hh:mm:ss = 0 h 06 m 49 s - Estimated total run time in seconds = 518.511536 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 111.43027400000000 - Elapsed time in hh:mm:ss = 0 h 01 m 51 s - Mean elapsed time per time step in seconds = 2.59140171E-02 - Max norm displacement vector U in all slices (m) = 1.04876442E-07 + 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 = 406.850067 - Estimated remaining time in hh:mm:ss = 0 h 06 m 46 s - Estimated total run time in seconds = 518.280334 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 113.97872099999999 - Elapsed time in hh:mm:ss = 0 h 01 m 53 s - Mean elapsed time per time step in seconds = 2.59042550E-02 - Max norm displacement vector U in all slices (m) = 9.82382744E-08 + 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 = 404.106384 - Estimated remaining time in hh:mm:ss = 0 h 06 m 44 s - Estimated total run time in seconds = 518.085083 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 116.52673600000000 - Elapsed time in hh:mm:ss = 0 h 01 m 56 s - Mean elapsed time per time step in seconds = 2.58948300E-02 - Max norm displacement vector U in all slices (m) = 9.18799614E-08 + 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 = 401.369873 - Estimated remaining time in hh:mm:ss = 0 h 06 m 41 s - Estimated total run time in seconds = 517.896606 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 119.07279500000000 - Elapsed time in hh:mm:ss = 0 h 01 m 59 s - Mean elapsed time per time step in seconds = 2.58853901E-02 - Max norm displacement vector U in all slices (m) = 9.49894243E-08 + 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 = 398.635010 - Estimated remaining time in hh:mm:ss = 0 h 06 m 38 s - Estimated total run time in seconds = 517.707825 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 121.67120100000000 - Elapsed time in hh:mm:ss = 0 h 02 m 01 s - Mean elapsed time per time step in seconds = 2.58874893E-02 - Max norm displacement vector U in all slices (m) = 8.75929587E-08 + 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 = 396.078583 - Estimated remaining time in hh:mm:ss = 0 h 06 m 36 s - Estimated total run time in seconds = 517.749817 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 124.23307500000000 - Elapsed time in hh:mm:ss = 0 h 02 m 04 s - Mean elapsed time per time step in seconds = 2.58818902E-02 - Max norm displacement vector U in all slices (m) = 8.80152271E-08 + 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 = 393.404724 - Estimated remaining time in hh:mm:ss = 0 h 06 m 33 s - Estimated total run time in seconds = 517.637817 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 126.85147200000000 - Elapsed time in hh:mm:ss = 0 h 02 m 06 s - Mean elapsed time per time step in seconds = 2.58880556E-02 - Max norm displacement vector U in all slices (m) = 9.41584162E-08 + 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 = 390.909637 - Estimated remaining time in hh:mm:ss = 0 h 06 m 30 s - Estimated total run time in seconds = 517.761108 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 129.50851400000002 - Elapsed time in hh:mm:ss = 0 h 02 m 09 s - Mean elapsed time per time step in seconds = 2.59017032E-02 - Max norm displacement vector U in all slices (m) = 9.08188156E-08 + 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 = 388.525543 - Estimated remaining time in hh:mm:ss = 0 h 06 m 28 s - Estimated total run time in seconds = 518.034058 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 132.17735000000002 - Elapsed time in hh:mm:ss = 0 h 02 m 12 s - Mean elapsed time per time step in seconds = 2.59171277E-02 - Max norm displacement vector U in all slices (m) = 9.16217857E-08 + 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 = 386.165192 - Estimated remaining time in hh:mm:ss = 0 h 06 m 26 s - Estimated total run time in seconds = 518.342529 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 134.76923000000002 - Elapsed time in hh:mm:ss = 0 h 02 m 14 s - Mean elapsed time per time step in seconds = 2.59171594E-02 - Max norm displacement vector U in all slices (m) = 8.24908355E-08 + 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 = 383.573975 - Estimated remaining time in hh:mm:ss = 0 h 06 m 23 s - Estimated total run time in seconds = 518.343201 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 137.39066100000002 - Elapsed time in hh:mm:ss = 0 h 02 m 17 s - Mean elapsed time per time step in seconds = 2.59227660E-02 - Max norm displacement vector U in all slices (m) = 9.20936216E-08 + 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 = 381.064667 - Estimated remaining time in hh:mm:ss = 0 h 06 m 21 s - Estimated total run time in seconds = 518.455322 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 140.02201500000001 - Elapsed time in hh:mm:ss = 0 h 02 m 20 s - Mean elapsed time per time step in seconds = 2.59300023E-02 - Max norm displacement vector U in all slices (m) = 7.85642200E-08 + 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 = 378.578033 - Estimated remaining time in hh:mm:ss = 0 h 06 m 18 s - Estimated total run time in seconds = 518.600037 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 142.60818600000002 - Elapsed time in hh:mm:ss = 0 h 02 m 22 s - Mean elapsed time per time step in seconds = 2.59287618E-02 - Max norm displacement vector U in all slices (m) = 8.09889755E-08 + 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 = 375.967041 - Estimated remaining time in hh:mm:ss = 0 h 06 m 15 s - Estimated total run time in seconds = 518.575195 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 145.25535300000001 - Elapsed time in hh:mm:ss = 0 h 02 m 25 s - Mean elapsed time per time step in seconds = 2.59384550E-02 - Max norm displacement vector U in all slices (m) = 8.53797744E-08 + 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 = 373.513763 - Estimated remaining time in hh:mm:ss = 0 h 06 m 13 s - Estimated total run time in seconds = 518.769104 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 147.86394100000001 - Elapsed time in hh:mm:ss = 0 h 02 m 27 s - Mean elapsed time per time step in seconds = 2.59410422E-02 - Max norm displacement vector U in all slices (m) = 8.16524306E-08 + 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 = 370.956909 - Estimated remaining time in hh:mm:ss = 0 h 06 m 10 s - Estimated total run time in seconds = 518.820862 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 150.41512800000001 - Elapsed time in hh:mm:ss = 0 h 02 m 30 s - Mean elapsed time per time step in seconds = 2.59336419E-02 - Max norm displacement vector U in all slices (m) = 8.63678977E-08 + 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 = 368.257721 - Estimated remaining time in hh:mm:ss = 0 h 06 m 08 s - Estimated total run time in seconds = 518.672852 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 152.96724100000000 - Elapsed time in hh:mm:ss = 0 h 02 m 32 s - Mean elapsed time per time step in seconds = 2.59266514E-02 - Max norm displacement vector U in all slices (m) = 8.38258600E-08 + 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 = 365.565765 - Estimated remaining time in hh:mm:ss = 0 h 06 m 05 s - Estimated total run time in seconds = 518.533020 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 Time step # 6000 Time: 136.473846 seconds - Elapsed time in seconds = 155.52591500000003 - Elapsed time in hh:mm:ss = 0 h 02 m 35 s - Mean elapsed time per time step in seconds = 2.59209853E-02 - Max norm displacement vector U in all slices (m) = 8.09242593E-08 + 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 Time steps done = 6000 out of 20000 Time steps remaining = 14000 - Estimated remaining time in seconds = 362.893799 - Estimated remaining time in hh:mm:ss = 0 h 06 m 02 s - Estimated total run time in seconds = 518.419739 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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 We have done 30.0000000 % of that - The run will finish approximately on (in local time): Mon Nov 24, 2025 12:13 + 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 = 158.07979500000002 - Elapsed time in hh:mm:ss = 0 h 02 m 38 s - Mean elapsed time per time step in seconds = 2.59147212E-02 - Max norm displacement vector U in all slices (m) = 7.28871896E-08 + 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 = 360.214600 - Estimated remaining time in hh:mm:ss = 0 h 06 m 00 s - Estimated total run time in seconds = 518.294434 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 160.65146900000002 - Elapsed time in hh:mm:ss = 0 h 02 m 40 s - Mean elapsed time per time step in seconds = 2.59115268E-02 - Max norm displacement vector U in all slices (m) = 6.93663509E-08 + 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 = 357.579071 - Estimated remaining time in hh:mm:ss = 0 h 05 m 57 s - Estimated total run time in seconds = 518.230530 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 163.20201800000001 - Elapsed time in hh:mm:ss = 0 h 02 m 43 s - Mean elapsed time per time step in seconds = 2.59050820E-02 - Max norm displacement vector U in all slices (m) = 6.86617128E-08 + 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 = 354.899628 - Estimated remaining time in hh:mm:ss = 0 h 05 m 54 s - Estimated total run time in seconds = 518.101624 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 165.74631500000001 - Elapsed time in hh:mm:ss = 0 h 02 m 45 s - Mean elapsed time per time step in seconds = 2.58978624E-02 - Max norm displacement vector U in all slices (m) = 6.62197408E-08 + 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 = 352.210907 - Estimated remaining time in hh:mm:ss = 0 h 05 m 52 s - Estimated total run time in seconds = 517.957214 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 168.29232000000002 - Elapsed time in hh:mm:ss = 0 h 02 m 48 s - Mean elapsed time per time step in seconds = 2.58911271E-02 - Max norm displacement vector U in all slices (m) = 6.47728982E-08 + 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 = 349.530212 - Estimated remaining time in hh:mm:ss = 0 h 05 m 49 s - Estimated total run time in seconds = 517.822510 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 170.84842800000001 - Elapsed time in hh:mm:ss = 0 h 02 m 50 s - Mean elapsed time per time step in seconds = 2.58861259E-02 - Max norm displacement vector U in all slices (m) = 6.91623967E-08 + 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 = 346.874084 - Estimated remaining time in hh:mm:ss = 0 h 05 m 46 s - Estimated total run time in seconds = 517.722534 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 173.41305200000002 - Elapsed time in hh:mm:ss = 0 h 02 m 53 s - Mean elapsed time per time step in seconds = 2.58825459E-02 - Max norm displacement vector U in all slices (m) = 7.55299610E-08 + 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 = 344.237854 - Estimated remaining time in hh:mm:ss = 0 h 05 m 44 s - Estimated total run time in seconds = 517.650879 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 176.03204000000002 - Elapsed time in hh:mm:ss = 0 h 02 m 56 s - Mean elapsed time per time step in seconds = 2.58870646E-02 - Max norm displacement vector U in all slices (m) = 7.02037255E-08 + 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 = 341.709259 - Estimated remaining time in hh:mm:ss = 0 h 05 m 41 s - Estimated total run time in seconds = 517.741272 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 178.66133500000001 - Elapsed time in hh:mm:ss = 0 h 02 m 58 s - Mean elapsed time per time step in seconds = 2.58929469E-02 - Max norm displacement vector U in all slices (m) = 8.42725996E-08 + 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 = 339.197601 - Estimated remaining time in hh:mm:ss = 0 h 05 m 39 s - Estimated total run time in seconds = 517.858948 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 181.28066200000001 - Elapsed time in hh:mm:ss = 0 h 03 m 01 s - Mean elapsed time per time step in seconds = 2.58972365E-02 - Max norm displacement vector U in all slices (m) = 7.54183134E-08 + 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 = 336.664093 - Estimated remaining time in hh:mm:ss = 0 h 05 m 36 s - Estimated total run time in seconds = 517.944763 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 183.91835200000003 - Elapsed time in hh:mm:ss = 0 h 03 m 03 s - Mean elapsed time per time step in seconds = 2.59039924E-02 - Max norm displacement vector U in all slices (m) = 6.89743800E-08 + 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 = 334.161499 - Estimated remaining time in hh:mm:ss = 0 h 05 m 34 s - Estimated total run time in seconds = 518.079895 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 186.53488800000002 - Elapsed time in hh:mm:ss = 0 h 03 m 06 s - Mean elapsed time per time step in seconds = 2.59076227E-02 - Max norm displacement vector U in all slices (m) = 6.81451553E-08 + 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 = 331.617584 - Estimated remaining time in hh:mm:ss = 0 h 05 m 31 s - Estimated total run time in seconds = 518.152466 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 189.16800000000001 - Elapsed time in hh:mm:ss = 0 h 03 m 09 s - Mean elapsed time per time step in seconds = 2.59134248E-02 - Max norm displacement vector U in all slices (m) = 6.55642083E-08 + 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 = 329.100494 - Estimated remaining time in hh:mm:ss = 0 h 05 m 29 s - Estimated total run time in seconds = 518.268494 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 191.71773200000001 - Elapsed time in hh:mm:ss = 0 h 03 m 11 s - Mean elapsed time per time step in seconds = 2.59078015E-02 - Max norm displacement vector U in all slices (m) = 7.68607649E-08 + 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 = 326.438293 - Estimated remaining time in hh:mm:ss = 0 h 05 m 26 s - Estimated total run time in seconds = 518.156006 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 194.26932900000003 - Elapsed time in hh:mm:ss = 0 h 03 m 14 s - Mean elapsed time per time step in seconds = 2.59025767E-02 - Max norm displacement vector U in all slices (m) = 6.34502797E-08 + 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 = 323.782227 - Estimated remaining time in hh:mm:ss = 0 h 05 m 23 s - Estimated total run time in seconds = 518.051514 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 196.81715600000001 - Elapsed time in hh:mm:ss = 0 h 03 m 16 s - Mean elapsed time per time step in seconds = 2.58969944E-02 - Max norm displacement vector U in all slices (m) = 7.99375073E-08 + 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 = 321.122742 - Estimated remaining time in hh:mm:ss = 0 h 05 m 21 s - Estimated total run time in seconds = 517.939880 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 199.36909600000001 - Elapsed time in hh:mm:ss = 0 h 03 m 19 s - Mean elapsed time per time step in seconds = 2.58920901E-02 - Max norm displacement vector U in all slices (m) = 7.47895896E-08 + 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 = 318.472717 - Estimated remaining time in hh:mm:ss = 0 h 05 m 18 s - Estimated total run time in seconds = 517.841797 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 201.94027500000001 - Elapsed time in hh:mm:ss = 0 h 03 m 21 s - Mean elapsed time per time step in seconds = 2.58897785E-02 - Max norm displacement vector U in all slices (m) = 7.04375651E-08 + 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 = 315.855316 - Estimated remaining time in hh:mm:ss = 0 h 05 m 15 s - Estimated total run time in seconds = 517.795593 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 204.58985800000002 - Elapsed time in hh:mm:ss = 0 h 03 m 24 s - Mean elapsed time per time step in seconds = 2.58974507E-02 - Max norm displacement vector U in all slices (m) = 7.27229974E-08 + 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 = 313.359161 - Estimated remaining time in hh:mm:ss = 0 h 05 m 13 s - Estimated total run time in seconds = 517.949036 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 Time step # 8000 Time: 184.473846 seconds - Elapsed time in seconds = 207.21463600000001 - Elapsed time in hh:mm:ss = 0 h 03 m 27 s - Mean elapsed time per time step in seconds = 2.59018298E-02 - Max norm displacement vector U in all slices (m) = 6.81816275E-08 + 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 Time steps done = 8000 out of 20000 Time steps remaining = 12000 - Estimated remaining time in seconds = 310.821960 - Estimated remaining time in hh:mm:ss = 0 h 05 m 10 s - Estimated total run time in seconds = 518.036560 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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 We have done 40.0000000 % of that - The run will finish approximately on (in local time): Mon Nov 24, 2025 12:13 + 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 = 209.76940000000002 - Elapsed time in hh:mm:ss = 0 h 03 m 29 s - Mean elapsed time per time step in seconds = 2.58974563E-02 - Max norm displacement vector U in all slices (m) = 7.72528637E-08 + 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 = 308.179749 - Estimated remaining time in hh:mm:ss = 0 h 05 m 08 s - Estimated total run time in seconds = 517.949158 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 212.31092700000002 - Elapsed time in hh:mm:ss = 0 h 03 m 32 s - Mean elapsed time per time step in seconds = 2.58915760E-02 - Max norm displacement vector U in all slices (m) = 7.24596774E-08 + 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 = 305.520599 - Estimated remaining time in hh:mm:ss = 0 h 05 m 05 s - Estimated total run time in seconds = 517.831543 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 214.86589500000002 - Elapsed time in hh:mm:ss = 0 h 03 m 34 s - Mean elapsed time per time step in seconds = 2.58874577E-02 - Max norm displacement vector U in all slices (m) = 6.72151472E-08 + 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 = 302.883240 - Estimated remaining time in hh:mm:ss = 0 h 05 m 02 s - Estimated total run time in seconds = 517.749146 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 217.41346900000002 - Elapsed time in hh:mm:ss = 0 h 03 m 37 s - Mean elapsed time per time step in seconds = 2.58825552E-02 - Max norm displacement vector U in all slices (m) = 6.23748164E-08 + 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 = 300.237640 - Estimated remaining time in hh:mm:ss = 0 h 05 m 00 s - Estimated total run time in seconds = 517.651123 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 219.95816900000003 - Elapsed time in hh:mm:ss = 0 h 03 m 39 s - Mean elapsed time per time step in seconds = 2.58774310E-02 - Max norm displacement vector U in all slices (m) = 5.92761396E-08 + 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 = 297.590454 - Estimated remaining time in hh:mm:ss = 0 h 04 m 57 s - Estimated total run time in seconds = 517.548645 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 222.51210600000002 - Elapsed time in hh:mm:ss = 0 h 03 m 42 s - Mean elapsed time per time step in seconds = 2.58735009E-02 - Max norm displacement vector U in all slices (m) = 5.84338409E-08 + 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 = 294.957916 - Estimated remaining time in hh:mm:ss = 0 h 04 m 54 s - Estimated total run time in seconds = 517.470032 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 225.16081200000002 - Elapsed time in hh:mm:ss = 0 h 03 m 45 s - Mean elapsed time per time step in seconds = 2.58805528E-02 - Max norm displacement vector U in all slices (m) = 6.22766763E-08 + 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 = 292.450256 - Estimated remaining time in hh:mm:ss = 0 h 04 m 52 s - Estimated total run time in seconds = 517.611084 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 227.80718300000001 - Elapsed time in hh:mm:ss = 0 h 03 m 47 s - Mean elapsed time per time step in seconds = 2.58871801E-02 - Max norm displacement vector U in all slices (m) = 5.61667761E-08 + 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 = 289.936401 - Estimated remaining time in hh:mm:ss = 0 h 04 m 49 s - Estimated total run time in seconds = 517.743591 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 230.45924400000001 - Elapsed time in hh:mm:ss = 0 h 03 m 50 s - Mean elapsed time per time step in seconds = 2.58942973E-02 - Max norm displacement vector U in all slices (m) = 6.29004262E-08 + 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 = 287.426697 - Estimated remaining time in hh:mm:ss = 0 h 04 m 47 s - Estimated total run time in seconds = 517.885925 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 233.02032600000001 - Elapsed time in hh:mm:ss = 0 h 03 m 53 s - Mean elapsed time per time step in seconds = 2.58911476E-02 - Max norm displacement vector U in all slices (m) = 6.25375449E-08 + 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 = 284.802612 - Estimated remaining time in hh:mm:ss = 0 h 04 m 44 s - Estimated total run time in seconds = 517.822937 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 235.70091300000001 - Elapsed time in hh:mm:ss = 0 h 03 m 55 s - Mean elapsed time per time step in seconds = 2.59011984E-02 - Max norm displacement vector U in all slices (m) = 5.50438592E-08 + 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 = 282.323059 - Estimated remaining time in hh:mm:ss = 0 h 04 m 42 s - Estimated total run time in seconds = 518.023987 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 238.27172000000002 - Elapsed time in hh:mm:ss = 0 h 03 m 58 s - Mean elapsed time per time step in seconds = 2.58990992E-02 - Max norm displacement vector U in all slices (m) = 5.86423532E-08 + 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 = 279.710266 - Estimated remaining time in hh:mm:ss = 0 h 04 m 39 s - Estimated total run time in seconds = 517.981995 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 240.84383500000001 - Elapsed time in hh:mm:ss = 0 h 04 m 00 s - Mean elapsed time per time step in seconds = 2.58971862E-02 - Max norm displacement vector U in all slices (m) = 6.00368679E-08 + 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 = 277.099884 - Estimated remaining time in hh:mm:ss = 0 h 04 m 37 s - Estimated total run time in seconds = 517.943726 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 243.41717100000002 - Elapsed time in hh:mm:ss = 0 h 04 m 03 s - Mean elapsed time per time step in seconds = 2.58954428E-02 - Max norm displacement vector U in all slices (m) = 5.61895810E-08 + 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 = 274.491699 - Estimated remaining time in hh:mm:ss = 0 h 04 m 34 s - Estimated total run time in seconds = 517.908875 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 245.96535300000002 - Elapsed time in hh:mm:ss = 0 h 04 m 05 s - Mean elapsed time per time step in seconds = 2.58910898E-02 - Max norm displacement vector U in all slices (m) = 5.16568122E-08 + 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 = 271.856445 - Estimated remaining time in hh:mm:ss = 0 h 04 m 31 s - Estimated total run time in seconds = 517.821777 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 248.51945600000002 - Elapsed time in hh:mm:ss = 0 h 04 m 08 s - Mean elapsed time per time step in seconds = 2.58874428E-02 - Max norm displacement vector U in all slices (m) = 4.84500120E-08 + 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 = 269.229401 - Estimated remaining time in hh:mm:ss = 0 h 04 m 29 s - Estimated total run time in seconds = 517.748840 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 251.06402700000001 - Elapsed time in hh:mm:ss = 0 h 04 m 11 s - Mean elapsed time per time step in seconds = 2.58828886E-02 - Max norm displacement vector U in all slices (m) = 4.66057308E-08 + 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 = 266.593750 - Estimated remaining time in hh:mm:ss = 0 h 04 m 26 s - Estimated total run time in seconds = 517.657776 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 253.62346200000002 - Elapsed time in hh:mm:ss = 0 h 04 m 13 s - Mean elapsed time per time step in seconds = 2.58799456E-02 - Max norm displacement vector U in all slices (m) = 4.70907970E-08 + 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 = 263.975433 - Estimated remaining time in hh:mm:ss = 0 h 04 m 23 s - Estimated total run time in seconds = 517.598877 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 256.19426399999998 - Elapsed time in hh:mm:ss = 0 h 04 m 16 s - Mean elapsed time per time step in seconds = 2.58782078E-02 - Max norm displacement vector U in all slices (m) = 5.11737674E-08 + 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 = 261.369904 - Estimated remaining time in hh:mm:ss = 0 h 04 m 21 s - Estimated total run time in seconds = 517.564148 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 Time step # 10000 Time: 232.473846 seconds - Elapsed time in seconds = 258.77531299999998 - Elapsed time in hh:mm:ss = 0 h 04 m 18 s - Mean elapsed time per time step in seconds = 2.58775316E-02 - Max norm displacement vector U in all slices (m) = 5.36587237E-08 + 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 Time steps done = 10000 out of 20000 Time steps remaining = 10000 - Estimated remaining time in seconds = 258.775299 - Estimated remaining time in hh:mm:ss = 0 h 04 m 18 s - Estimated total run time in seconds = 517.550598 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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 We have done 50.0000000 % of that - The run will finish approximately on (in local time): Mon Nov 24, 2025 12:13 + 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 = 261.35370300000000 - Elapsed time in hh:mm:ss = 0 h 04 m 21 s - Mean elapsed time per time step in seconds = 2.58766040E-02 - Max norm displacement vector U in all slices (m) = 4.74824091E-08 + 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 = 256.178375 - Estimated remaining time in hh:mm:ss = 0 h 04 m 16 s - Estimated total run time in seconds = 517.532104 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 263.95495899999997 - Elapsed time in hh:mm:ss = 0 h 04 m 23 s - Mean elapsed time per time step in seconds = 2.58779377E-02 - Max norm displacement vector U in all slices (m) = 5.10329698E-08 + 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 = 253.603790 - Estimated remaining time in hh:mm:ss = 0 h 04 m 13 s - Estimated total run time in seconds = 517.558716 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 266.54522099999997 - Elapsed time in hh:mm:ss = 0 h 04 m 26 s - Mean elapsed time per time step in seconds = 2.58781761E-02 - Max norm displacement vector U in all slices (m) = 5.47348229E-08 + 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 = 251.018311 - Estimated remaining time in hh:mm:ss = 0 h 04 m 11 s - Estimated total run time in seconds = 517.563538 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 269.19640499999997 - Elapsed time in hh:mm:ss = 0 h 04 m 29 s - Mean elapsed time per time step in seconds = 2.58842688E-02 - Max norm displacement vector U in all slices (m) = 5.26912309E-08 + 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 = 248.488983 - Estimated remaining time in hh:mm:ss = 0 h 04 m 08 s - Estimated total run time in seconds = 517.685364 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 271.79256099999998 - Elapsed time in hh:mm:ss = 0 h 04 m 31 s - Mean elapsed time per time step in seconds = 2.58850064E-02 - Max norm displacement vector U in all slices (m) = 5.35087423E-08 + 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 = 245.907562 - Estimated remaining time in hh:mm:ss = 0 h 04 m 05 s - Estimated total run time in seconds = 517.700134 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 274.38263200000000 - Elapsed time in hh:mm:ss = 0 h 04 m 34 s - Mean elapsed time per time step in seconds = 2.58851536E-02 - Max norm displacement vector U in all slices (m) = 5.72551428E-08 + 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 = 243.320450 - Estimated remaining time in hh:mm:ss = 0 h 04 m 03 s - Estimated total run time in seconds = 517.703064 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 276.93708599999997 - Elapsed time in hh:mm:ss = 0 h 04 m 36 s - Mean elapsed time per time step in seconds = 2.58819703E-02 - Max norm displacement vector U in all slices (m) = 5.02795281E-08 + 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 = 240.702332 - Estimated remaining time in hh:mm:ss = 0 h 04 m 00 s - Estimated total run time in seconds = 517.639404 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 279.49125599999996 - Elapsed time in hh:mm:ss = 0 h 04 m 39 s - Mean elapsed time per time step in seconds = 2.58788206E-02 - Max norm displacement vector U in all slices (m) = 5.15584944E-08 + 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 = 238.085144 - Estimated remaining time in hh:mm:ss = 0 h 03 m 58 s - Estimated total run time in seconds = 517.576416 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 282.04802999999998 - Elapsed time in hh:mm:ss = 0 h 04 m 42 s - Mean elapsed time per time step in seconds = 2.58759651E-02 - Max norm displacement vector U in all slices (m) = 5.12638003E-08 + 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 = 235.471298 - Estimated remaining time in hh:mm:ss = 0 h 03 m 55 s - Estimated total run time in seconds = 517.519348 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 284.59529399999997 - Elapsed time in hh:mm:ss = 0 h 04 m 44 s - Mean elapsed time per time step in seconds = 2.58722994E-02 - Max norm displacement vector U in all slices (m) = 4.75183874E-08 + 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 = 232.850693 - Estimated remaining time in hh:mm:ss = 0 h 03 m 52 s - Estimated total run time in seconds = 517.445984 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 287.14559700000001 - Elapsed time in hh:mm:ss = 0 h 04 m 47 s - Mean elapsed time per time step in seconds = 2.58689728E-02 - Max norm displacement vector U in all slices (m) = 4.90650471E-08 + 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 = 230.233856 - Estimated remaining time in hh:mm:ss = 0 h 03 m 50 s - Estimated total run time in seconds = 517.379456 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 289.70058399999999 - Elapsed time in hh:mm:ss = 0 h 04 m 49 s - Mean elapsed time per time step in seconds = 2.58661229E-02 - Max norm displacement vector U in all slices (m) = 5.06909750E-08 + 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 = 227.621887 - Estimated remaining time in hh:mm:ss = 0 h 03 m 47 s - Estimated total run time in seconds = 517.322449 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 292.24761999999998 - Elapsed time in hh:mm:ss = 0 h 04 m 52 s - Mean elapsed time per time step in seconds = 2.58626211E-02 - Max norm displacement vector U in all slices (m) = 4.81997446E-08 + 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 = 225.004807 - Estimated remaining time in hh:mm:ss = 0 h 03 m 45 s - Estimated total run time in seconds = 517.252441 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 294.79701399999999 - Elapsed time in hh:mm:ss = 0 h 04 m 54 s - Mean elapsed time per time step in seconds = 2.58593876E-02 - Max norm displacement vector U in all slices (m) = 4.93609491E-08 + 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 = 222.390732 - Estimated remaining time in hh:mm:ss = 0 h 03 m 42 s - Estimated total run time in seconds = 517.187744 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 297.34301699999997 - Elapsed time in hh:mm:ss = 0 h 04 m 57 s - Mean elapsed time per time step in seconds = 2.58559138E-02 - Max norm displacement vector U in all slices (m) = 5.23429122E-08 + 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 = 219.775269 - Estimated remaining time in hh:mm:ss = 0 h 03 m 39 s - Estimated total run time in seconds = 517.118286 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 299.92819199999997 - Elapsed time in hh:mm:ss = 0 h 04 m 59 s - Mean elapsed time per time step in seconds = 2.58558784E-02 - Max norm displacement vector U in all slices (m) = 5.47383614E-08 + 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 = 217.189377 - Estimated remaining time in hh:mm:ss = 0 h 03 m 37 s - Estimated total run time in seconds = 517.117554 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 302.56606899999997 - Elapsed time in hh:mm:ss = 0 h 05 m 02 s - Mean elapsed time per time step in seconds = 2.58603469E-02 - Max norm displacement vector U in all slices (m) = 5.30617292E-08 + 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 = 214.640884 - Estimated remaining time in hh:mm:ss = 0 h 03 m 34 s - Estimated total run time in seconds = 517.206970 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 305.13658399999997 - Elapsed time in hh:mm:ss = 0 h 05 m 05 s - Mean elapsed time per time step in seconds = 2.58590318E-02 - Max norm displacement vector U in all slices (m) = 5.44366010E-08 + 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 = 212.044067 - Estimated remaining time in hh:mm:ss = 0 h 03 m 32 s - Estimated total run time in seconds = 517.180664 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 307.70165599999996 - Elapsed time in hh:mm:ss = 0 h 05 m 07 s - Mean elapsed time per time step in seconds = 2.58572828E-02 - Max norm displacement vector U in all slices (m) = 5.24592174E-08 + 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 = 209.443985 - Estimated remaining time in hh:mm:ss = 0 h 03 m 29 s - Estimated total run time in seconds = 517.145630 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 Time step # 12000 Time: 280.473846 seconds - Elapsed time in seconds = 310.32595399999997 - Elapsed time in hh:mm:ss = 0 h 05 m 10 s - Mean elapsed time per time step in seconds = 2.58604959E-02 - Max norm displacement vector U in all slices (m) = 5.53532864E-08 + 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 Time steps done = 12000 out of 20000 Time steps remaining = 8000 - Estimated remaining time in seconds = 206.883972 - Estimated remaining time in hh:mm:ss = 0 h 03 m 26 s - Estimated total run time in seconds = 517.209900 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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 We have done 60.0000000 % of that - The run will finish approximately on (in local time): Mon Nov 24, 2025 12:13 + 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 = 312.94592799999998 - Elapsed time in hh:mm:ss = 0 h 05 m 12 s - Mean elapsed time per time step in seconds = 2.58632991E-02 - Max norm displacement vector U in all slices (m) = 5.59677353E-08 + 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 = 204.320068 - Estimated remaining time in hh:mm:ss = 0 h 03 m 24 s - Estimated total run time in seconds = 517.265991 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 315.60891799999996 - Elapsed time in hh:mm:ss = 0 h 05 m 15 s - Mean elapsed time per time step in seconds = 2.58695837E-02 - Max norm displacement vector U in all slices (m) = 5.39509948E-08 + 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 = 201.782745 - Estimated remaining time in hh:mm:ss = 0 h 03 m 21 s - Estimated total run time in seconds = 517.391663 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 318.24208899999996 - Elapsed time in hh:mm:ss = 0 h 05 m 18 s - Mean elapsed time per time step in seconds = 2.58733407E-02 - Max norm displacement vector U in all slices (m) = 6.19833358E-08 + 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 = 199.224716 - Estimated remaining time in hh:mm:ss = 0 h 03 m 19 s - Estimated total run time in seconds = 517.466797 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 320.89613600000001 - Elapsed time in hh:mm:ss = 0 h 05 m 20 s - Mean elapsed time per time step in seconds = 2.58787200E-02 - Max norm displacement vector U in all slices (m) = 5.90778200E-08 + 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 = 196.678284 - Estimated remaining time in hh:mm:ss = 0 h 03 m 16 s - Estimated total run time in seconds = 517.574402 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 323.44976299999996 - Elapsed time in hh:mm:ss = 0 h 05 m 23 s - Mean elapsed time per time step in seconds = 2.58759819E-02 - Max norm displacement vector U in all slices (m) = 4.55154598E-08 + 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 = 194.069855 - Estimated remaining time in hh:mm:ss = 0 h 03 m 14 s - Estimated total run time in seconds = 517.519592 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 326.03017499999999 - Elapsed time in hh:mm:ss = 0 h 05 m 26 s - Mean elapsed time per time step in seconds = 2.58754101E-02 - Max norm displacement vector U in all slices (m) = 5.50819621E-08 + 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 = 191.478043 - Estimated remaining time in hh:mm:ss = 0 h 03 m 11 s - Estimated total run time in seconds = 517.508240 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 328.69888800000001 - Elapsed time in hh:mm:ss = 0 h 05 m 28 s - Mean elapsed time per time step in seconds = 2.58818027E-02 - Max norm displacement vector U in all slices (m) = 6.03075208E-08 + 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 = 188.937149 - Estimated remaining time in hh:mm:ss = 0 h 03 m 08 s - Estimated total run time in seconds = 517.636047 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 331.35855399999997 - Elapsed time in hh:mm:ss = 0 h 05 m 31 s - Mean elapsed time per time step in seconds = 2.58873869E-02 - Max norm displacement vector U in all slices (m) = 4.19783674E-08 + 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 = 186.389191 - Estimated remaining time in hh:mm:ss = 0 h 03 m 06 s - Estimated total run time in seconds = 517.747742 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 333.96924700000000 - Elapsed time in hh:mm:ss = 0 h 05 m 33 s - Mean elapsed time per time step in seconds = 2.58890893E-02 - Max norm displacement vector U in all slices (m) = 3.83275172E-08 + 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 = 183.812531 - Estimated remaining time in hh:mm:ss = 0 h 03 m 03 s - Estimated total run time in seconds = 517.781799 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 336.54778899999997 - Elapsed time in hh:mm:ss = 0 h 05 m 36 s - Mean elapsed time per time step in seconds = 2.58882921E-02 - Max norm displacement vector U in all slices (m) = 4.11726759E-08 + 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 = 181.218033 - Estimated remaining time in hh:mm:ss = 0 h 03 m 01 s - Estimated total run time in seconds = 517.765808 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 339.16292599999997 - Elapsed time in hh:mm:ss = 0 h 05 m 39 s - Mean elapsed time per time step in seconds = 2.58903001E-02 - Max norm displacement vector U in all slices (m) = 3.60420636E-08 + 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 = 178.643066 - Estimated remaining time in hh:mm:ss = 0 h 02 m 58 s - Estimated total run time in seconds = 517.805969 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 341.82908599999996 - Elapsed time in hh:mm:ss = 0 h 05 m 41 s - Mean elapsed time per time step in seconds = 2.58961432E-02 - Max norm displacement vector U in all slices (m) = 3.26587575E-08 + 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 = 176.093765 - Estimated remaining time in hh:mm:ss = 0 h 02 m 56 s - Estimated total run time in seconds = 517.922852 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 344.46835299999998 - Elapsed time in hh:mm:ss = 0 h 05 m 44 s - Mean elapsed time per time step in seconds = 2.58998759E-02 - Max norm displacement vector U in all slices (m) = 3.26918403E-08 + 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 = 173.529175 - Estimated remaining time in hh:mm:ss = 0 h 02 m 53 s - Estimated total run time in seconds = 517.997498 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 347.08106399999997 - Elapsed time in hh:mm:ss = 0 h 05 m 47 s - Mean elapsed time per time step in seconds = 2.59015728E-02 - Max norm displacement vector U in all slices (m) = 3.46594149E-08 + 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 = 170.950378 - Estimated remaining time in hh:mm:ss = 0 h 02 m 50 s - Estimated total run time in seconds = 518.031433 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 349.68986999999998 - Elapsed time in hh:mm:ss = 0 h 05 m 49 s - Mean elapsed time per time step in seconds = 2.59029530E-02 - Max norm displacement vector U in all slices (m) = 3.26902772E-08 + 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 = 168.369202 - Estimated remaining time in hh:mm:ss = 0 h 02 m 48 s - Estimated total run time in seconds = 518.059082 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 352.32425300000000 - Elapsed time in hh:mm:ss = 0 h 05 m 52 s - Mean elapsed time per time step in seconds = 2.59061959E-02 - Max norm displacement vector U in all slices (m) = 3.76662506E-08 + 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 = 165.799652 - Estimated remaining time in hh:mm:ss = 0 h 02 m 45 s - Estimated total run time in seconds = 518.123901 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 354.92305299999998 - Elapsed time in hh:mm:ss = 0 h 05 m 54 s - Mean elapsed time per time step in seconds = 2.59067919E-02 - Max norm displacement vector U in all slices (m) = 3.52124410E-08 + 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 = 163.212784 - Estimated remaining time in hh:mm:ss = 0 h 02 m 43 s - Estimated total run time in seconds = 518.135864 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 357.54459499999996 - Elapsed time in hh:mm:ss = 0 h 05 m 57 s - Mean elapsed time per time step in seconds = 2.59090289E-02 - Max norm displacement vector U in all slices (m) = 3.69507696E-08 + 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 = 160.635971 - Estimated remaining time in hh:mm:ss = 0 h 02 m 40 s - Estimated total run time in seconds = 518.180542 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 360.20347599999997 - Elapsed time in hh:mm:ss = 0 h 06 m 00 s - Mean elapsed time per time step in seconds = 2.59139184E-02 - Max norm displacement vector U in all slices (m) = 3.86587615E-08 + 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 = 158.074905 - Estimated remaining time in hh:mm:ss = 0 h 02 m 38 s - Estimated total run time in seconds = 518.278381 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 Time step # 14000 Time: 328.473846 seconds - Elapsed time in seconds = 362.85454099999998 - Elapsed time in hh:mm:ss = 0 h 06 m 02 s - Mean elapsed time per time step in seconds = 2.59181820E-02 - Max norm displacement vector U in all slices (m) = 3.23212532E-08 + Elapsed time in seconds = 377.82089100000002 + 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 Time steps done = 14000 out of 20000 Time steps remaining = 6000 - Estimated remaining time in seconds = 155.509094 - Estimated remaining time in hh:mm:ss = 0 h 02 m 35 s - Estimated total run time in seconds = 518.363647 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + Estimated remaining time in seconds = 161.923233 + 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 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): Mon Nov 24, 2025 12:14 + 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 = 365.45392199999998 - Elapsed time in hh:mm:ss = 0 h 06 m 05 s - Mean elapsed time per time step in seconds = 2.59187184E-02 - Max norm displacement vector U in all slices (m) = 3.58802446E-08 + 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 = 152.920441 - Estimated remaining time in hh:mm:ss = 0 h 02 m 32 s - Estimated total run time in seconds = 518.374329 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 368.09135599999996 - Elapsed time in hh:mm:ss = 0 h 06 m 08 s - Mean elapsed time per time step in seconds = 2.59219259E-02 - Max norm displacement vector U in all slices (m) = 3.51117286E-08 + 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 = 150.347168 - Estimated remaining time in hh:mm:ss = 0 h 02 m 30 s - Estimated total run time in seconds = 518.438538 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 370.67259500000000 - Elapsed time in hh:mm:ss = 0 h 06 m 10 s - Mean elapsed time per time step in seconds = 2.59211604E-02 - Max norm displacement vector U in all slices (m) = 2.82050028E-08 + 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 = 147.750610 - Estimated remaining time in hh:mm:ss = 0 h 02 m 27 s - Estimated total run time in seconds = 518.423218 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 373.25134199999997 - Elapsed time in hh:mm:ss = 0 h 06 m 13 s - Mean elapsed time per time step in seconds = 2.59202328E-02 - Max norm displacement vector U in all slices (m) = 3.07626458E-08 + 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 = 145.153305 - Estimated remaining time in hh:mm:ss = 0 h 02 m 25 s - Estimated total run time in seconds = 518.404663 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 375.80010399999998 - Elapsed time in hh:mm:ss = 0 h 06 m 15 s - Mean elapsed time per time step in seconds = 2.59172488E-02 - Max norm displacement vector U in all slices (m) = 2.90003150E-08 + 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 = 142.544861 - Estimated remaining time in hh:mm:ss = 0 h 02 m 22 s - Estimated total run time in seconds = 518.344971 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 378.35890200000000 - Elapsed time in hh:mm:ss = 0 h 06 m 18 s - Mean elapsed time per time step in seconds = 2.59149931E-02 - Max norm displacement vector U in all slices (m) = 3.03174765E-08 + 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 = 139.940964 - Estimated remaining time in hh:mm:ss = 0 h 02 m 19 s - Estimated total run time in seconds = 518.299866 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 380.93115799999998 - Elapsed time in hh:mm:ss = 0 h 06 m 20 s - Mean elapsed time per time step in seconds = 2.59136837E-02 - Max norm displacement vector U in all slices (m) = 3.07378407E-08 + 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 = 137.342529 - Estimated remaining time in hh:mm:ss = 0 h 02 m 17 s - Estimated total run time in seconds = 518.273682 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 383.49004199999996 - Elapsed time in hh:mm:ss = 0 h 06 m 23 s - Mean elapsed time per time step in seconds = 2.59114895E-02 - Max norm displacement vector U in all slices (m) = 3.09490886E-08 + 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 = 134.739746 - Estimated remaining time in hh:mm:ss = 0 h 02 m 14 s - Estimated total run time in seconds = 518.229797 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 386.04359999999997 - Elapsed time in hh:mm:ss = 0 h 06 m 26 s - Mean elapsed time per time step in seconds = 2.59089656E-02 - Max norm displacement vector U in all slices (m) = 3.03596508E-08 + 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 = 132.135727 - Estimated remaining time in hh:mm:ss = 0 h 02 m 12 s - Estimated total run time in seconds = 518.179321 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 388.60528699999998 - Elapsed time in hh:mm:ss = 0 h 06 m 28 s - Mean elapsed time per time step in seconds = 2.59070192E-02 - Max norm displacement vector U in all slices (m) = 3.01442462E-08 + 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 = 129.535095 - Estimated remaining time in hh:mm:ss = 0 h 02 m 09 s - Estimated total run time in seconds = 518.140381 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 391.15402399999999 - Elapsed time in hh:mm:ss = 0 h 06 m 31 s - Mean elapsed time per time step in seconds = 2.59042401E-02 - Max norm displacement vector U in all slices (m) = 3.19487832E-08 + 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 = 126.930779 - Estimated remaining time in hh:mm:ss = 0 h 02 m 06 s - Estimated total run time in seconds = 518.084778 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 393.72031099999998 - Elapsed time in hh:mm:ss = 0 h 06 m 33 s - Mean elapsed time per time step in seconds = 2.59026513E-02 - Max norm displacement vector U in all slices (m) = 2.87100370E-08 + 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 = 124.332733 - Estimated remaining time in hh:mm:ss = 0 h 02 m 04 s - Estimated total run time in seconds = 518.053040 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 396.26765300000000 - Elapsed time in hh:mm:ss = 0 h 06 m 36 s - Mean elapsed time per time step in seconds = 2.58998461E-02 - Max norm displacement vector U in all slices (m) = 3.09158423E-08 + 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 = 121.729279 - Estimated remaining time in hh:mm:ss = 0 h 02 m 01 s - Estimated total run time in seconds = 517.996948 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 398.86244099999999 - Elapsed time in hh:mm:ss = 0 h 06 m 38 s - Mean elapsed time per time step in seconds = 2.59001590E-02 - Max norm displacement vector U in all slices (m) = 2.79864700E-08 + 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 = 119.140732 - Estimated remaining time in hh:mm:ss = 0 h 01 m 59 s - Estimated total run time in seconds = 518.003174 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:13 + 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 = 401.47688099999999 - Elapsed time in hh:mm:ss = 0 h 06 m 41 s - Mean elapsed time per time step in seconds = 2.59017348E-02 - Max norm displacement vector U in all slices (m) = 2.68747247E-08 + 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 = 116.557808 - Estimated remaining time in hh:mm:ss = 0 h 01 m 56 s - Estimated total run time in seconds = 518.034668 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + 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 = 404.02375699999999 - Elapsed time in hh:mm:ss = 0 h 06 m 44 s - Mean elapsed time per time step in seconds = 2.58989595E-02 - Max norm displacement vector U in all slices (m) = 2.78652479E-08 + 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 = 113.955421 - Estimated remaining time in hh:mm:ss = 0 h 01 m 53 s - Estimated total run time in seconds = 517.979187 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 406.57242199999996 - Elapsed time in hh:mm:ss = 0 h 06 m 46 s - Mean elapsed time per time step in seconds = 2.58963332E-02 - Max norm displacement vector U in all slices (m) = 2.99444594E-08 + 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 = 111.354233 - Estimated remaining time in hh:mm:ss = 0 h 01 m 51 s - Estimated total run time in seconds = 517.926636 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 409.12041299999999 - Elapsed time in hh:mm:ss = 0 h 06 m 49 s - Mean elapsed time per time step in seconds = 2.58936975E-02 - Max norm displacement vector U in all slices (m) = 3.11764907E-08 + 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 = 108.753525 - Estimated remaining time in hh:mm:ss = 0 h 01 m 48 s - Estimated total run time in seconds = 517.873962 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 411.66557100000000 - Elapsed time in hh:mm:ss = 0 h 06 m 51 s - Mean elapsed time per time step in seconds = 2.58909166E-02 - Max norm displacement vector U in all slices (m) = 2.73125433E-08 + 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 = 106.152756 - Estimated remaining time in hh:mm:ss = 0 h 01 m 46 s - Estimated total run time in seconds = 517.818298 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 Time step # 16000 Time: 376.473846 seconds - Elapsed time in seconds = 414.24917199999999 - Elapsed time in hh:mm:ss = 0 h 06 m 54 s - Mean elapsed time per time step in seconds = 2.58905739E-02 - Max norm displacement vector U in all slices (m) = 3.36340094E-08 + 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 Time steps done = 16000 out of 20000 Time steps remaining = 4000 - Estimated remaining time in seconds = 103.562294 - Estimated remaining time in hh:mm:ss = 0 h 01 m 43 s - Estimated total run time in seconds = 517.811462 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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 We have done 80.0000000 % of that - The run will finish approximately on (in local time): Mon Nov 24, 2025 12:14 + 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 = 416.80248200000000 - Elapsed time in hh:mm:ss = 0 h 06 m 56 s - Mean elapsed time per time step in seconds = 2.58883536E-02 - Max norm displacement vector U in all slices (m) = 2.96881222E-08 + 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 = 100.964577 - Estimated remaining time in hh:mm:ss = 0 h 01 m 40 s - Estimated total run time in seconds = 517.767029 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 419.35722999999996 - Elapsed time in hh:mm:ss = 0 h 06 m 59 s - Mean elapsed time per time step in seconds = 2.58862488E-02 - Max norm displacement vector U in all slices (m) = 2.72565153E-08 + 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 = 98.3677444 - Estimated remaining time in hh:mm:ss = 0 h 01 m 38 s - Estimated total run time in seconds = 517.724976 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 421.91577699999999 - Elapsed time in hh:mm:ss = 0 h 07 m 01 s - Mean elapsed time per time step in seconds = 2.58844029E-02 - Max norm displacement vector U in all slices (m) = 2.56694985E-08 + 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 = 95.7722931 - Estimated remaining time in hh:mm:ss = 0 h 01 m 35 s - Estimated total run time in seconds = 517.688049 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 424.46440200000001 - Elapsed time in hh:mm:ss = 0 h 07 m 04 s - Mean elapsed time per time step in seconds = 2.58819759E-02 - Max norm displacement vector U in all slices (m) = 2.79344281E-08 + 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 = 93.1751099 - Estimated remaining time in hh:mm:ss = 0 h 01 m 33 s - Estimated total run time in seconds = 517.639526 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 427.01213000000001 - Elapsed time in hh:mm:ss = 0 h 07 m 07 s - Mean elapsed time per time step in seconds = 2.58795228E-02 - Max norm displacement vector U in all slices (m) = 2.61215565E-08 + 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 = 90.5783310 - Estimated remaining time in hh:mm:ss = 0 h 01 m 30 s - Estimated total run time in seconds = 517.590454 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:14 + 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 = 429.63288299999999 - Elapsed time in hh:mm:ss = 0 h 07 m 09 s - Mean elapsed time per time step in seconds = 2.58814991E-02 - Max norm displacement vector U in all slices (m) = 2.51963783E-08 + 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 = 87.9970932 - Estimated remaining time in hh:mm:ss = 0 h 01 m 27 s - Estimated total run time in seconds = 517.630005 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 432.32604900000001 - Elapsed time in hh:mm:ss = 0 h 07 m 12 s - Mean elapsed time per time step in seconds = 2.58877873E-02 - Max norm displacement vector U in all slices (m) = 2.71571903E-08 + 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 = 85.4296951 - Estimated remaining time in hh:mm:ss = 0 h 01 m 25 s - Estimated total run time in seconds = 517.755737 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 434.88293399999998 - Elapsed time in hh:mm:ss = 0 h 07 m 14 s - Mean elapsed time per time step in seconds = 2.58858893E-02 - Max norm displacement vector U in all slices (m) = 2.65366840E-08 + 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 = 82.8348465 - Estimated remaining time in hh:mm:ss = 0 h 01 m 22 s - Estimated total run time in seconds = 517.717773 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 437.60487100000000 - Elapsed time in hh:mm:ss = 0 h 07 m 17 s - Mean elapsed time per time step in seconds = 2.58937795E-02 - Max norm displacement vector U in all slices (m) = 2.47513388E-08 + 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 = 80.2707138 - Estimated remaining time in hh:mm:ss = 0 h 01 m 20 s - Estimated total run time in seconds = 517.875610 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 440.15562599999998 - Elapsed time in hh:mm:ss = 0 h 07 m 20 s - Mean elapsed time per time step in seconds = 2.58915070E-02 - Max norm displacement vector U in all slices (m) = 2.28031407E-08 + 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 = 77.6745224 - Estimated remaining time in hh:mm:ss = 0 h 01 m 17 s - Estimated total run time in seconds = 517.830139 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 442.70817199999999 - Elapsed time in hh:mm:ss = 0 h 07 m 22 s - Mean elapsed time per time step in seconds = 2.58893669E-02 - Max norm displacement vector U in all slices (m) = 2.43686706E-08 + 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 = 75.0791626 - Estimated remaining time in hh:mm:ss = 0 h 01 m 15 s - Estimated total run time in seconds = 517.787354 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 445.26374599999997 - Elapsed time in hh:mm:ss = 0 h 07 m 25 s - Mean elapsed time per time step in seconds = 2.58874279E-02 - Max norm displacement vector U in all slices (m) = 2.55356571E-08 + 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 = 72.4847946 - Estimated remaining time in hh:mm:ss = 0 h 01 m 12 s - Estimated total run time in seconds = 517.748535 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 447.82166899999999 - Elapsed time in hh:mm:ss = 0 h 07 m 27 s - Mean elapsed time per time step in seconds = 2.58856453E-02 - Max norm displacement vector U in all slices (m) = 2.58756181E-08 + 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 = 69.8912430 - Estimated remaining time in hh:mm:ss = 0 h 01 m 09 s - Estimated total run time in seconds = 517.712891 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 450.40210300000001 - Elapsed time in hh:mm:ss = 0 h 07 m 30 s - Mean elapsed time per time step in seconds = 2.58851778E-02 - Max norm displacement vector U in all slices (m) = 2.35546924E-08 + 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 = 67.3014603 - Estimated remaining time in hh:mm:ss = 0 h 01 m 07 s - Estimated total run time in seconds = 517.703552 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 452.96398399999998 - Elapsed time in hh:mm:ss = 0 h 07 m 32 s - Mean elapsed time per time step in seconds = 2.58836560E-02 - Max norm displacement vector U in all slices (m) = 2.28059474E-08 + 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 = 64.7091370 - Estimated remaining time in hh:mm:ss = 0 h 01 m 04 s - Estimated total run time in seconds = 517.673096 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 455.52604199999996 - Elapsed time in hh:mm:ss = 0 h 07 m 35 s - Mean elapsed time per time step in seconds = 2.58821622E-02 - Max norm displacement vector U in all slices (m) = 2.57008228E-08 + 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 = 62.1171875 - Estimated remaining time in hh:mm:ss = 0 h 01 m 02 s - Estimated total run time in seconds = 517.643250 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 458.13840199999999 - Elapsed time in hh:mm:ss = 0 h 07 m 38 s - Mean elapsed time per time step in seconds = 2.58835256E-02 - Max norm displacement vector U in all slices (m) = 2.56847681E-08 + 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 = 59.5321083 - Estimated remaining time in hh:mm:ss = 0 h 00 m 59 s - Estimated total run time in seconds = 517.670532 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 460.71459399999998 - Elapsed time in hh:mm:ss = 0 h 07 m 40 s - Mean elapsed time per time step in seconds = 2.58828420E-02 - Max norm displacement vector U in all slices (m) = 2.32260984E-08 + 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 = 56.9422531 - Estimated remaining time in hh:mm:ss = 0 h 00 m 56 s - Estimated total run time in seconds = 517.656860 - Estimated total run time in hh:mm:ss = 0 h 08 m 37 s + 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): Mon Nov 24, 2025 12:13 + 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 = 463.96870200000001 - Elapsed time in hh:mm:ss = 0 h 07 m 43 s - Mean elapsed time per time step in seconds = 2.59200390E-02 - Max norm displacement vector U in all slices (m) = 2.34380320E-08 + 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 = 54.4320831 - Estimated remaining time in hh:mm:ss = 0 h 00 m 54 s - Estimated total run time in seconds = 518.400757 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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): Mon Nov 24, 2025 12:14 + The run will finish approximately on (in local time): Thu Nov 27, 2025 21:29 Time step # 18000 Time: 424.473846 seconds - Elapsed time in seconds = 466.85933399999999 - Elapsed time in hh:mm:ss = 0 h 07 m 46 s - Mean elapsed time per time step in seconds = 2.59366296E-02 - Max norm displacement vector U in all slices (m) = 2.58707455E-08 + 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 Time steps done = 18000 out of 20000 Time steps remaining = 2000 - Estimated remaining time in seconds = 51.8732605 - Estimated remaining time in hh:mm:ss = 0 h 00 m 51 s - Estimated total run time in seconds = 518.732605 - Estimated total run time in hh:mm:ss = 0 h 08 m 38 s + 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 We have done 90.0000000 % of that - The run will finish approximately on (in local time): Mon Nov 24, 2025 12:14 + 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 = 469.69936300000001 - Elapsed time in hh:mm:ss = 0 h 07 m 49 s - Mean elapsed time per time step in seconds = 2.59502418E-02 - Max norm displacement vector U in all slices (m) = 2.40396485E-08 + 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 = 49.3054581 - Estimated remaining time in hh:mm:ss = 0 h 00 m 49 s - Estimated total run time in seconds = 519.004822 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:14 + 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 = 472.33495899999997 - Elapsed time in hh:mm:ss = 0 h 07 m 52 s - Mean elapsed time per time step in seconds = 2.59524696E-02 - Max norm displacement vector U in all slices (m) = 2.16796590E-08 + 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 = 46.7144470 - Estimated remaining time in hh:mm:ss = 0 h 00 m 46 s - Estimated total run time in seconds = 519.049377 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:14 + 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 = 475.05178799999999 - Elapsed time in hh:mm:ss = 0 h 07 m 55 s - Mean elapsed time per time step in seconds = 2.59591136E-02 - Max norm displacement vector U in all slices (m) = 2.64467754E-08 + 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 = 44.1304932 - Estimated remaining time in hh:mm:ss = 0 h 00 m 44 s - Estimated total run time in seconds = 519.182312 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:14 + 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 = 477.60357899999997 - Elapsed time in hh:mm:ss = 0 h 07 m 57 s - Mean elapsed time per time step in seconds = 2.59567164E-02 - Max norm displacement vector U in all slices (m) = 2.54391104E-08 + 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 = 41.5307465 - Estimated remaining time in hh:mm:ss = 0 h 00 m 41 s - Estimated total run time in seconds = 519.134338 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:14 + 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 = 480.16601800000001 - Elapsed time in hh:mm:ss = 0 h 08 m 00 s - Mean elapsed time per time step in seconds = 2.59549208E-02 - Max norm displacement vector U in all slices (m) = 2.19607514E-08 + 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 = 38.9323807 - Estimated remaining time in hh:mm:ss = 0 h 00 m 38 s - Estimated total run time in seconds = 519.098389 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:14 + 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 = 482.74430599999999 - Elapsed time in hh:mm:ss = 0 h 08 m 02 s - Mean elapsed time per time step in seconds = 2.59539951E-02 - Max norm displacement vector U in all slices (m) = 2.27457857E-08 + 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 = 36.3355942 - Estimated remaining time in hh:mm:ss = 0 h 00 m 36 s - Estimated total run time in seconds = 519.079895 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:14 + 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 = 485.35545400000001 - Elapsed time in hh:mm:ss = 0 h 08 m 05 s - Mean elapsed time per time step in seconds = 2.59548370E-02 - Max norm displacement vector U in all slices (m) = 2.22847021E-08 + 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 = 33.7412872 - Estimated remaining time in hh:mm:ss = 0 h 00 m 33 s - Estimated total run time in seconds = 519.096741 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:14 + 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 = 487.94126100000000 - Elapsed time in hh:mm:ss = 0 h 08 m 07 s - Mean elapsed time per time step in seconds = 2.59543229E-02 - Max norm displacement vector U in all slices (m) = 2.19801422E-08 + 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 = 31.1451874 - Estimated remaining time in hh:mm:ss = 0 h 00 m 31 s - Estimated total run time in seconds = 519.086426 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:14 + 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 = 490.69825099999997 - Elapsed time in hh:mm:ss = 0 h 08 m 10 s - Mean elapsed time per time step in seconds = 2.59628706E-02 - Max norm displacement vector U in all slices (m) = 2.11170157E-08 + 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 = 28.5591583 - Estimated remaining time in hh:mm:ss = 0 h 00 m 28 s - Estimated total run time in seconds = 519.257385 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:13 + 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 = 493.24872799999997 - Elapsed time in hh:mm:ss = 0 h 08 m 13 s - Mean elapsed time per time step in seconds = 2.59604584E-02 - Max norm displacement vector U in all slices (m) = 2.07978843E-08 + 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 = 25.9604588 - Estimated remaining time in hh:mm:ss = 0 h 00 m 25 s - Estimated total run time in seconds = 519.209167 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:13 + 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 = 495.79342900000000 - Elapsed time in hh:mm:ss = 0 h 08 m 15 s - Mean elapsed time per time step in seconds = 2.59577706E-02 - Max norm displacement vector U in all slices (m) = 2.26891093E-08 + 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 = 23.3619938 - Estimated remaining time in hh:mm:ss = 0 h 00 m 23 s - Estimated total run time in seconds = 519.155396 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:13 + 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 = 498.37788399999999 - Elapsed time in hh:mm:ss = 0 h 08 m 18 s - Mean elapsed time per time step in seconds = 2.59571820E-02 - Max norm displacement vector U in all slices (m) = 2.31498678E-08 + 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 = 20.7657452 - Estimated remaining time in hh:mm:ss = 0 h 00 m 20 s - Estimated total run time in seconds = 519.143616 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:13 + 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 = 501.03146799999996 - Elapsed time in hh:mm:ss = 0 h 08 m 21 s - Mean elapsed time per time step in seconds = 2.59601790E-02 - Max norm displacement vector U in all slices (m) = 2.21507257E-08 + 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 = 18.1721249 + 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 = 519.203613 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 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): Mon Nov 24, 2025 12:13 + 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 = 503.76602800000001 - Elapsed time in hh:mm:ss = 0 h 08 m 23 s - Mean elapsed time per time step in seconds = 2.59673204E-02 - Max norm displacement vector U in all slices (m) = 2.38739926E-08 + 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 = 15.5803928 - Estimated remaining time in hh:mm:ss = 0 h 00 m 15 s - Estimated total run time in seconds = 519.346436 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:13 + 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 = 506.35824800000000 - Elapsed time in hh:mm:ss = 0 h 08 m 26 s - Mean elapsed time per time step in seconds = 2.59670895E-02 - Max norm displacement vector U in all slices (m) = 2.45780889E-08 + 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 = 12.9835443 - Estimated remaining time in hh:mm:ss = 0 h 00 m 12 s - Estimated total run time in seconds = 519.341797 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:13 + 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 = 509.25518999999997 - Elapsed time in hh:mm:ss = 0 h 08 m 29 s - Mean elapsed time per time step in seconds = 2.59824079E-02 - Max norm displacement vector U in all slices (m) = 2.29565806E-08 + 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 = 10.3929634 + 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 = 519.648132 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 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): Mon Nov 24, 2025 12:13 + 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 = 512.18128899999999 - Elapsed time in hh:mm:ss = 0 h 08 m 32 s - Mean elapsed time per time step in seconds = 2.59990506E-02 - Max norm displacement vector U in all slices (m) = 2.09958770E-08 + 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 = 7.79971504 - Estimated remaining time in hh:mm:ss = 0 h 00 m 07 s - Estimated total run time in seconds = 519.981018 - Estimated total run time in hh:mm:ss = 0 h 08 m 39 s + 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): Mon Nov 24, 2025 12:13 + 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 = 514.96908099999996 - Elapsed time in hh:mm:ss = 0 h 08 m 34 s - Mean elapsed time per time step in seconds = 2.60085389E-02 - Max norm displacement vector U in all slices (m) = 2.21137348E-08 + 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 = 5.20170784 + 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 = 520.170776 - Estimated total run time in hh:mm:ss = 0 h 08 m 40 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): Mon Nov 24, 2025 12:13 + 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 = 517.68394200000000 - Elapsed time in hh:mm:ss = 0 h 08 m 37 s - Mean elapsed time per time step in seconds = 2.60142684E-02 - Max norm displacement vector U in all slices (m) = 1.98787919E-08 + 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 = 2.60142684 + 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 = 520.285339 - Estimated total run time in hh:mm:ss = 0 h 08 m 40 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): Mon Nov 24, 2025 12:13 + The run will finish approximately on (in local time): Thu Nov 27, 2025 21:28 Time step # 20000 Time: 472.473846 seconds - Elapsed time in seconds = 520.27157999999997 - Elapsed time in hh:mm:ss = 0 h 08 m 40 s - Mean elapsed time per time step in seconds = 2.60135792E-02 - Max norm displacement vector U in all slices (m) = 2.08646345E-08 + 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 Time steps done = 20000 out of 20000 Time steps remaining = 0 - Estimated remaining time in seconds = 0.00000000 + 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 = 520.271606 - Estimated total run time in hh:mm:ss = 0 h 08 m 40 s + Estimated total run time in seconds = 541.012024 + Estimated total run time in hh:mm:ss = 0 h 09 m 01 s We have done 100.000000 % of that Writing the seismograms Total number of time steps written: 20000 - Writing the seismograms in parallel took 4.57829982E-02 seconds + Writing the seismograms in parallel took 4.04959992E-02 seconds Time loop finished. Timing info: - Total elapsed time in seconds = 520.34744200000000 - Total elapsed time in hh:mm:ss = 0 h 08 m 40 s + Total elapsed time in seconds = 541.08082600000000 + Total elapsed time in hh:mm:ss = 0 h 09 m 01 s finalizing simulation diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/CMTSOLUTION b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/CMTSOLUTION new file mode 100644 index 000000000..ca1423708 --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/CMTSOLUTION @@ -0,0 +1,3445 @@ +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 0.0000 +half duration: 3.0000 +latitude: 21.9830 +longitude: 96.0011 +depth: 10.0000 +Mrr: -1.455172e+24 +Mtt: 4.178105e+24 +Mpp: -2.722933e+24 +Mrt: -2.076239e+25 +Mrp: 3.268084e+24 +Mtp: 9.387658e+24 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 0.9783 +half duration: 4.5000 +latitude: 21.9832 +longitude: 96.0072 +depth: 14.4562 +Mrr: -2.812710e+23 +Mtt: 4.473560e+23 +Mpp: -1.660849e+23 +Mrt: -4.019463e+24 +Mrp: 5.869628e+23 +Mtp: 5.590628e+23 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 1.3783 +half duration: 1.5000 +latitude: 21.9828 +longitude: 95.9951 +depth: 5.5438 +Mrr: -1.708618e+24 +Mtt: 3.894187e+24 +Mpp: -2.185569e+24 +Mrt: -2.439622e+25 +Mrp: 3.711680e+24 +Mtp: 7.497015e+24 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 2.1565 +half duration: 7.5000 +latitude: 21.9834 +longitude: 96.0133 +depth: 18.9124 +Mrr: -6.016991e+21 +Mtt: 1.072001e+21 +Mpp: 4.944990e+21 +Mrt: -8.613332e+22 +Mrp: 1.150128e+22 +Mtp: -1.765737e+22 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 2.3839 +half duration: 6.0000 +latitude: 21.8933 +longitude: 96.0106 +depth: 14.4562 +Mrr: -1.908556e+24 +Mtt: 3.722731e+24 +Mpp: -1.814175e+24 +Mrt: -2.726195e+25 +Mrp: 4.068143e+24 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95.9917 +depth: 5.5438 +Mrr: -1.743771e+24 +Mtt: 2.499601e+24 +Mpp: -7.558301e+23 +Mrt: -2.492389e+25 +Mrp: 3.604943e+24 +Mtp: 2.511612e+24 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 4.1247 +half duration: 7.5000 +latitude: 22.0734 +longitude: 96.0099 +depth: 18.9124 +Mrr: -3.104313e+22 +Mtt: 5.590891e+22 +Mpp: -2.486578e+22 +Mrt: -4.435033e+23 +Mrp: 6.559296e+22 +Mtp: 8.447957e+22 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 4.1247 +half duration: 9.0000 +latitude: 21.8927 +longitude: 95.9924 +depth: 1.0876 +Mrr: -1.053385e+24 +Mtt: 4.491747e+23 +Mpp: 6.042105e+23 +Mrt: -1.507466e+25 +Mrp: 2.045980e+24 +Mtp: -2.179864e+24 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 4.3247 +half duration: 9.0000 +latitude: 22.0726 +longitude: 95.9856 +depth: 1.0876 +Mrr: -9.639157e+23 +Mtt: 1.162107e+24 +Mpp: -1.981916e+23 +Mrt: 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3.0000 +latitude: 21.8028 +longitude: 95.9958 +depth: 1.0876 +Mrr: -6.486402e+23 +Mtt: 4.506651e+23 +Mpp: 1.979751e+23 +Mrt: -9.279444e+24 +Mrp: 1.281461e+24 +Mtp: -7.355918e+23 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 6.5947 +half duration: 3.0000 +latitude: 21.7134 +longitude: 96.0174 +depth: 14.4562 +Mrr: -3.323799e+24 +Mtt: 7.657950e+24 +Mpp: -4.334151e+24 +Mrt: -4.745686e+25 +Mrp: 7.230630e+24 +Mtp: 1.487170e+25 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 6.6565 +half duration: 9.0000 +latitude: 22.1627 +longitude: 95.9883 +depth: 5.5438 +Mrr: -3.836825e+24 +Mtt: 5.159439e+24 +Mpp: -1.322614e+24 +Mrt: -5.484606e+25 +Mrp: 7.889696e+24 +Mtp: 4.339799e+24 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 6.7678 +half duration: 9.0000 +latitude: 22.1633 +longitude: 96.0065 +depth: 18.9124 +Mrr: -4.396951e+23 +Mtt: 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name: us7000pn9s +time shift: 126.6572 +half duration: 6.0000 +latitude: 18.0570 +longitude: 96.4801 +depth: 5.5438 +Mrr: -3.837405e+23 +Mtt: 3.293931e+23 +Mpp: 5.434737e+22 +Mrt: -1.059110e+24 +Mrp: 1.217137e+23 +Mtp: -2.139170e+23 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 128.0522 +half duration: 3.0000 +latitude: 18.0579 +longitude: 96.4860 +depth: 10.0000 +Mrr: -1.637372e+23 +Mtt: 1.692364e+23 +Mpp: -5.499160e+21 +Mrt: -4.493794e+23 +Mrp: 6.965703e+22 +Mtp: 7.191286e+21 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 129.4572 +half duration: 1.5000 +latitude: 18.0589 +longitude: 96.4919 +depth: 14.4562 +Mrr: -1.863765e+23 +Mtt: 1.793756e+23 +Mpp: 7.000883e+21 +Mrt: -5.126825e+23 +Mrp: 7.109616e+22 +Mtp: -3.732779e+22 +PDE 2025 03 28 06 20 54.002 22.013 95.922 10.0 0.0 7.7 Myanmar +event name: us7000pn9s +time shift: 130.4722 +half duration: 4.5000 +latitude: 18.0599 +longitude: 96.4978 +depth: 18.9124 +Mrr: -1.182892e+23 +Mtt: 1.079387e+23 +Mpp: 1.035044e+22 +Mrt: -3.259094e+23 +Mrp: 4.147387e+22 +Mtp: -4.396607e+22 diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/Par_file b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/Par_file new file mode 100644 index 000000000..1f5bf4437 --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/Par_file @@ -0,0 +1,398 @@ +#----------------------------------------------------------- +# +# Simulation input parameters +# +#----------------------------------------------------------- + +# forward or adjoint simulation +# 1 = forward, 2 = adjoint, 3 = both simultaneously +SIMULATION_TYPE = 1 +# 0 = earthquake simulation, 1/2/3 = three steps in noise simulation +NOISE_TOMOGRAPHY = 0 +SAVE_FORWARD = .false. + +# solve a full FWI inverse problem from a single calling program with no I/Os, storing everything in memory, +# or run a classical forward or adjoint problem only and save the seismograms and/or sensitivity kernels to disk (with costlier I/Os) +INVERSE_FWI_FULL_PROBLEM = .false. + +# UTM projection parameters +# Use a negative zone number for the Southern hemisphere: +# The Northern hemisphere corresponds to zones +1 to +60, +# The Southern hemisphere corresponds to zones -1 to -60. +UTM_PROJECTION_ZONE = 47 +SUPPRESS_UTM_PROJECTION = .false. + +# number of MPI processors +NPROC = 16 + +# time step parameters +NSTEP = 50000 +DT = 0.02 + +# set to true to use local-time stepping (LTS) +LTS_MODE = .false. + +# Partitioning algorithm for decompose_mesh +# choose partitioner: 1==SCOTCH (default), 2==METIS, 3==PATOH, 4==ROWS_PART +PARTITIONING_TYPE = 1 + +#----------------------------------------------------------- +# +# LDDRK time scheme +# +#----------------------------------------------------------- +USE_LDDRK = .false. +INCREASE_CFL_FOR_LDDRK = .false. +RATIO_BY_WHICH_TO_INCREASE_IT = 1.4 + +#----------------------------------------------------------- +# +# Mesh +# +#----------------------------------------------------------- + +# Number of nodes for 2D and 3D shape functions for hexahedra. +# We use either 8-node mesh elements (bricks) or 27-node elements. +# If you use our internal mesher, the only option is 8-node bricks (27-node elements are not supported). +NGNOD = 8 + +# models: +# available options are: +# default (model parameters described by mesh properties) +# 1D models available are: +# 1d_prem,1d_socal,1d_cascadia +# 3D models available are: +# aniso,external,gll,salton_trough,tomo,SEP,coupled,... +MODEL = default + +# path for external tomographic models files +TOMOGRAPHY_PATH = DATA/tomo_files/ +# if you are using a SEP model (oil-industry format) +SEP_MODEL_DIRECTORY = dummy + +#----------------------------------------------------------- + +# parameters describing the model +APPROXIMATE_OCEAN_LOAD = .true. +TOPOGRAPHY = .false. +ATTENUATION = .true. +ANISOTROPY = .false. +GRAVITY = .false. + +# in case of attenuation, reference frequency in Hz at which the velocity values in the velocity model are given (unused otherwise) +ATTENUATION_f0_REFERENCE = 1.d0 + +# attenuation period range over which we try to mimic a constant Q factor +MIN_ATTENUATION_PERIOD = 1.d0 +MAX_ATTENUATION_PERIOD = 500.d0 +# ignore this range and ask the code to compute it automatically instead based on the estimated resolution of the mesh (use this unless you know what you are doing) +COMPUTE_FREQ_BAND_AUTOMATIC = .false. + +# Olsen's constant for Q_mu = constant * V_s attenuation rule +USE_OLSEN_ATTENUATION = .false. +OLSEN_ATTENUATION_RATIO = 0.05 + +#----------------------------------------------------------- +# +# Absorbing boundary conditions +# +#----------------------------------------------------------- + +# C-PML boundary conditions for a regional simulation +# (if set to .false., and STACEY_ABSORBING_CONDITIONS is also set to .false., you get a free surface instead +# in the case of elastic or viscoelastic mesh elements, and a rigid surface in the case of acoustic (fluid) elements +PML_CONDITIONS = .false. + +# C-PML top surface +PML_INSTEAD_OF_FREE_SURFACE = .false. + +# C-PML dominant frequency +f0_FOR_PML = 0.05555 + +# parameters used to rotate C-PML boundary conditions by a given angle (not completed yet) +# ROTATE_PML_ACTIVATE = .false. +# ROTATE_PML_ANGLE = 0. + +# absorbing boundary conditions for a regional simulation +# (if set to .false., and PML_CONDITIONS is also set to .false., you get a free surface instead +# in the case of elastic or viscoelastic mesh elements, and a rigid surface in the case of acoustic (fluid) elements +STACEY_ABSORBING_CONDITIONS = .true. + +# absorbing top surface (defined in mesh as 'free_surface_file') +STACEY_INSTEAD_OF_FREE_SURFACE = .false. + +# When STACEY_ABSORBING_CONDITIONS is set to .true. : +# absorbing conditions are defined in xmin, xmax, ymin, ymax and zmin +# this option BOTTOM_FREE_SURFACE can be set to .true. to +# make zmin free surface instead of absorbing condition +BOTTOM_FREE_SURFACE = .false. + +#----------------------------------------------------------- +# +# undoing attenuation and/or PMLs for sensitivity kernel calculations +# +#----------------------------------------------------------- + +# to undo attenuation and/or PMLs for sensitivity kernel calculations or forward runs with SAVE_FORWARD +# use the flag below. It performs undoing of attenuation and/or of PMLs in an exact way for sensitivity kernel calculations +# but requires disk space for temporary storage, and uses a significant amount of memory used as buffers for temporary storage. +# When that option is on the second parameter indicates how often the code dumps restart files to disk (if in doubt, use something between 100 and 1000). +UNDO_ATTENUATION_AND_OR_PML = .false. +NT_DUMP_ATTENUATION = 500 + +#----------------------------------------------------------- +# +# Visualization +# +#----------------------------------------------------------- + +# save AVS or OpenDX movies +# MOVIE_TYPE = 1 to show the top surface +# MOVIE_TYPE = 2 to show all the external faces of the mesh +CREATE_SHAKEMAP = .true. +MOVIE_SURFACE = .true. +MOVIE_TYPE = 2 +MOVIE_VOLUME = .false. +SAVE_DISPLACEMENT = .false. +MOVIE_VOLUME_STRESS = .false. +USE_HIGHRES_FOR_MOVIES = .true. +NTSTEP_BETWEEN_FRAMES = 100 +HDUR_MOVIE = 0.0 + +# save AVS or OpenDX mesh files to check the mesh +SAVE_MESH_FILES = .false. + +# path to store the local database file on each node +LOCAL_PATH = DATABASES_MPI + +# interval at which we output time step info and max of norm of displacement +NTSTEP_BETWEEN_OUTPUT_INFO = 5000 + +#----------------------------------------------------------- +# +# Sources +# +#----------------------------------------------------------- + +# sources and receivers Z coordinates given directly (i.e. as their true position) instead of as their depth +USE_SOURCES_RECEIVERS_Z = .false. + +# use a (tilted) FORCESOLUTION force point source (or several) instead of a CMTSOLUTION moment-tensor source. +# This can be useful e.g. for oil industry foothills simulations or asteroid simulations +# in which the source is a vertical force, normal force, tilted force, impact etc. +# If this flag is turned on, the FORCESOLUTION file must be edited by giving: +# - the corresponding time-shift parameter, +# - the half duration (hdur, in s) for Gaussian/Step function, dominant frequency (f0, in Hz) for Ricker, +# - the coordinates of the source, +# - the source time function type (0=Gaussian function, 1=Ricker wavelet, 2=Step function), +# - the magnitude of the force source, +# - the components of a (non necessarily unitary) direction vector for the force source in the E/N/Z_UP basis. +# The direction vector is made unitary internally in the code and thus only its direction matters here; +# its norm is ignored and the norm of the force used is the factor force source times the source time function. +USE_FORCE_POINT_SOURCE = .false.. + +# set to true to use a Ricker source time function instead of the source time functions set by default +# to represent a (tilted) FORCESOLUTION force point source or a CMTSOLUTION moment-tensor source. +USE_RICKER_TIME_FUNCTION = .false. + +# use an external source time function +# you must add a file with your source time function and the file name path +# relative to working directory at the end of CMTSOLUTION or FORCESOLUTION file +# (with multiple sources, one file per source is required). +# This file must have a single column containing the amplitudes of the source at all time steps; +# time step size used must be equal to DT as defined at the beginning of this Par_file. +# Be sure when this option is .false. to remove the name of stf file in CMTSOLUTION or FORCESOLUTION +USE_EXTERNAL_SOURCE_FILE = .false. + +# print source time function +PRINT_SOURCE_TIME_FUNCTION = .false. + +# source encoding +# (for acoustic simulations only for now) determines source encoding factor +/-1 depending on sign of moment tensor +# (see e.g. Krebs et al., 2009. Fast full-wavefield seismic inversion using encoded sources, Geophysics, 74 (6), WCC177-WCC188.) +USE_SOURCE_ENCODING = .false. + +#----------------------------------------------------------- +# +# Seismograms +# +#----------------------------------------------------------- + +# interval in time steps for writing of seismograms +NTSTEP_BETWEEN_OUTPUT_SEISMOS = 100000 + +# set to n to reduce the sampling rate of output seismograms by a factor of n +# defaults to 1, which means no down-sampling +NTSTEP_BETWEEN_OUTPUT_SAMPLE = 1 + +# decide if we save displacement, velocity, acceleration and/or pressure in forward runs (they can be set to true simultaneously) +# currently pressure seismograms are implemented in acoustic (i.e. fluid) elements only +SAVE_SEISMOGRAMS_DISPLACEMENT = .true. +SAVE_SEISMOGRAMS_VELOCITY = .true. +SAVE_SEISMOGRAMS_ACCELERATION = .true. +SAVE_SEISMOGRAMS_PRESSURE = .false. # currently implemented in acoustic (i.e. fluid) elements only + +# option to save strain seismograms +# this option is useful for strain Green's tensor +SAVE_SEISMOGRAMS_STRAIN = .false. + +# save seismograms also when running the adjoint runs for an inverse problem +# (usually they are unused and not very meaningful, leave this off in almost all cases) +SAVE_SEISMOGRAMS_IN_ADJOINT_RUN = .true. + +# save seismograms in binary or ASCII format (binary is smaller but may not be portable between machines) +USE_BINARY_FOR_SEISMOGRAMS = .false. + +# output seismograms in Seismic Unix format (binary with 240-byte-headers) +SU_FORMAT = .false. + +# output seismograms in ASDF (requires asdf-library) +ASDF_FORMAT = .false. + +# output seismograms in HDF5 (requires hdf5-library and WRITE_SEISMOGRAMS_BY_MAIN) +HDF5_FORMAT = .false. + +# decide if main process writes all the seismograms or if all processes do it in parallel +WRITE_SEISMOGRAMS_BY_MAIN = .false. + +# save all seismograms in one large combined file instead of one file per seismogram +# to avoid overloading shared non-local file systems such as LUSTRE or GPFS for instance +SAVE_ALL_SEISMOS_IN_ONE_FILE = .false. + +# use a trick to increase accuracy of pressure seismograms in fluid (acoustic) elements: +# use the second derivative of the source for the source time function instead of the source itself, +# and then record -potential_acoustic() as pressure seismograms instead of -potential_dot_dot_acoustic(); +# this is mathematically equivalent, but numerically significantly more accurate because in the explicit +# Newmark time scheme acceleration is accurate at zeroth order while displacement is accurate at second order, +# thus in fluid elements potential_dot_dot_acoustic() is accurate at zeroth order while potential_acoustic() +# is accurate at second order and thus contains significantly less numerical noise. +USE_TRICK_FOR_BETTER_PRESSURE = .false. + +#----------------------------------------------------------- +# +# Energy calculation +# +#----------------------------------------------------------- + +# to plot energy curves, for instance to monitor how CPML absorbing layers behave; +# should be turned OFF in most cases because a bit expensive +OUTPUT_ENERGY = .false. +# every how many time steps we compute energy (which is a bit expensive to compute) +NTSTEP_BETWEEN_OUTPUT_ENERGY = 10 + +#----------------------------------------------------------- +# +# Adjoint kernel outputs +# +#----------------------------------------------------------- + +# interval in time steps for reading adjoint traces +# 0 = read the whole adjoint sources at start time +NTSTEP_BETWEEN_READ_ADJSRC = 0 + +# read adjoint sources using ASDF (requires asdf-library) +READ_ADJSRC_ASDF = .false. + +# this parameter must be set to .true. to compute anisotropic kernels +# in crust and mantle (related to the 21 Cij in geographical coordinates) +# default is .false. to compute isotropic kernels (related to alpha and beta) +ANISOTROPIC_KL = .false. + +# compute transverse isotropic kernels (alpha_v,alpha_h,beta_v,beta_h,eta,rho) +# rather than fully anisotropic kernels in case ANISOTROPIC_KL is set to .true. +SAVE_TRANSVERSE_KL = .false. + +# this parameter must be set to .true. to compute anisotropic kernels for +# cost function using velocity observable rather than displacement +ANISOTROPIC_VELOCITY_KL = .false. + +# outputs approximate Hessian for preconditioning +APPROXIMATE_HESS_KL = .false. + +# save Moho mesh and compute Moho boundary kernels +SAVE_MOHO_MESH = .false. + +#----------------------------------------------------------- +# +# Coupling with an injection technique (DSM, AxiSEM, or FK) +# +#----------------------------------------------------------- +COUPLE_WITH_INJECTION_TECHNIQUE = .false. +INJECTION_TECHNIQUE_TYPE = 3 # 1 = DSM, 2 = AxiSEM, 3 = FK +MESH_A_CHUNK_OF_THE_EARTH = .false. +TRACTION_PATH = dummy +FKMODEL_FILE = FKmodel +RECIPROCITY_AND_KH_INTEGRAL = .false. # does not work yet + +#----------------------------------------------------------- +# +# Run modes +# +#----------------------------------------------------------- + +# Simultaneous runs +# added the ability to run several calculations (several earthquakes) +# in an embarrassingly-parallel fashion from within the same run; +# this can be useful when using a very large supercomputer to compute +# many earthquakes in a catalog, in which case it can be better from +# a batch job submission point of view to start fewer and much larger jobs, +# each of them computing several earthquakes in parallel. +# To turn that option on, set parameter NUMBER_OF_SIMULTANEOUS_RUNS to a value greater than 1. +# To implement that, we create NUMBER_OF_SIMULTANEOUS_RUNS MPI sub-communicators, +# each of them being labeled "my_local_mpi_comm_world", and we use them +# in all the routines in "src/shared/parallel.f90", except in MPI_ABORT() because in that case +# we need to kill the entire run. +# When that option is on, of course the number of processor cores used to start +# the code in the batch system must be a multiple of NUMBER_OF_SIMULTANEOUS_RUNS, +# all the individual runs must use the same number of processor cores, +# which as usual is NPROC in the Par_file, +# and thus the total number of processor cores to request from the batch system +# should be NUMBER_OF_SIMULTANEOUS_RUNS * NPROC. +# All the runs to perform must be placed in directories called run0001, run0002, run0003 and so on +# (with exactly four digits). +# +# Imagine you have 10 independent calculations to do, each of them on 100 cores; you have three options: +# +# 1/ submit 10 jobs to the batch system +# +# 2/ submit a single job on 1000 cores to the batch, and in that script create a sub-array of jobs to start 10 jobs, +# each running on 100 cores (see e.g. http://www.schedmd.com/slurmdocs/job_array.html ) +# +# 3/ submit a single job on 1000 cores to the batch, start SPECFEM3D on 1000 cores, create 10 sub-communicators, +# cd into one of 10 subdirectories (called e.g. run0001, run0002,... run0010) depending on the sub-communicator +# your MPI rank belongs to, and run normally on 100 cores using that sub-communicator. +# +# The option below implements 3/. +# +NUMBER_OF_SIMULTANEOUS_RUNS = 1 + +# if we perform simultaneous runs in parallel, if only the source and receivers vary between these runs +# but not the mesh nor the model (velocity and density) then we can also read the mesh and model files +# from a single run in the beginning and broadcast them to all the others; for a large number of simultaneous +# runs for instance when solving inverse problems iteratively this can DRASTICALLY reduce I/Os to disk in the solver +# (by a factor equal to NUMBER_OF_SIMULTANEOUS_RUNS), and reducing I/Os is crucial in the case of huge runs. +# Thus, always set this option to .true. if the mesh and the model are the same for all simultaneous runs. +# In that case there is no need to duplicate the mesh and model file database (the content of the DATABASES_MPI +# directories) in each of the run0001, run0002,... directories, it is sufficient to have one in run0001 +# and the code will broadcast it to the others) +BROADCAST_SAME_MESH_AND_MODEL = .true. + +#----------------------------------------------------------- + +# set to true to use GPUs +GPU_MODE = .true. + +# ADIOS Options for I/Os +ADIOS_ENABLED = .false. +ADIOS_FOR_DATABASES = .true. +ADIOS_FOR_MESH = .true. +ADIOS_FOR_FORWARD_ARRAYS = .true. +ADIOS_FOR_KERNELS = .true. +ADIOS_FOR_UNDO_ATTENUATION = .true. + +# HDF5 Database I/O +# (note the flags for HDF5 and ADIOS are mutually exclusive, only one can be used) +HDF5_ENABLED = .false. +HDF5_FOR_MOVIES = .true. +HDF5_IO_NODES = 0 # HDF5 IO server with number of IO dedicated procs + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/STATIONS b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/STATIONS new file mode 100644 index 000000000..f9a2ece84 --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/STATIONS @@ -0,0 +1,1069 @@ +# added manually +YANGON DB 16.8409 96.1735 0.0 0.0 +MANDALAY DB 21.9588 96.0891 0.0 0.0 +NAYPYIDAW DB 19.7633 96.0785 0.0 0.0 +BAGO DB 17.3221 96.4663 0.0 0.0 +HPAAN DB 16.8759 97.6440 0.0 0.0 +TAUNGGYI DB 20.7888 97.0337 0.0 0.0 +MONYWA DB 22.1216 95.1536 0.0 0.0 +BANGKOK DB 13.8020 100.5470 0.0 0.0 +X1 DB 21.6972 95.8950 0.0 0.0 +# default global shakemovie stations +DLV AD 11.9520 108.4815 50.0 0.0 +SIM AD 20.1332 92.8852 50.0 0.0 +SLV AD 21.3338 103.9050 50.0 0.0 +SZP AD 17.5520 120.4550 50.0 0.0 +CNG AF -26.2917 32.1883 100.0 0.0 +CVNA AF -31.4821 19.7617 1050.0 0.0 +GRM AF -33.3133 26.5733 610.0 0.0 +GSN AF -22.5667 17.1000 1728.0 0.0 +HVD AF -30.6050 25.4967 1342.0 0.0 +KIG AF -1.9634 30.0633 1545.0 0.0 +MOPA AF -23.5173 31.3977 362.0 0.0 +PKA AF -29.6700 22.7570 290.0 0.0 +POGA AF -28.3233 27.6250 1486.0 0.0 +SEK AF -28.3233 27.6250 1486.0 0.0 +SWZ AF -27.1817 25.3250 1342.0 0.0 +UPI AF -28.3620 21.2530 845.0 0.0 +WIN AF -22.5667 17.1000 1728.0 0.0 +CTAO AS -20.0882 146.2545 357.0 37.0 +KAAO AS 34.5407 69.0428 1920.0 7.0 +KONO AS 59.6491 9.5982 216.0 340.0 +MAJO AS 36.5409 138.2083 431.0 48.0 +ZOBO AS -16.2700 -68.1250 4450.0 300.0 +BVA2 AZ 33.3265 -116.3655 0.0 0.0 +BVDA2 AZ 33.3265 -116.3655 0.0 0.0 +BZN AZ 33.4915 -116.6670 1301.0 0.0 +CPE AZ 32.8889 -117.1051 150.0 0.0 +CRON AZ 33.6118 -116.4597 1268.0 0.0 +CRY AZ 33.5654 -116.7373 1128.0 0.0 +FLV2 AZ 32.9114 -117.0619 278.0 0.0 +FRD AZ 33.4947 -116.6022 1164.0 0.0 +FSE AZ 33.0057 -116.5926 1708.0 0.0 +GLA AZ 33.0512 -114.8270 579.0 0.0 +HWB AZ 33.0262 -116.9596 478.0 0.0 +JOHN AZ 33.6118 -116.4597 1268.0 0.0 +JOSE AZ 33.6118 -116.4597 1268.0 0.0 +KNW AZ 33.7141 -116.7119 1507.0 0.0 +LVA2 AZ 33.3516 -116.5615 1435.0 0.0 +MONP2 AZ 32.8920 -116.4223 1000.0 0.0 +MONP AZ 32.8927 -116.4225 1920.0 0.0 +PFO AZ 33.6117 -116.4594 1259.0 0.0 +RDM AZ 33.6300 -116.8478 1365.0 0.0 +SCV1 AZ 33.6118 -116.4597 1268.0 0.0 +SCV2 AZ 33.6118 -116.4597 1268.0 0.0 +SMER2 AZ 33.4577 -117.1708 355.0 0.0 +SMTC AZ 32.9449 -115.7999 100.0 0.0 +SND AZ 33.5519 -116.6129 1358.0 0.0 +SOL AZ 32.8410 -117.2480 245.0 0.0 +ST2C AZ 33.6118 -116.4597 1268.0 0.0 +STS2 AZ 33.6118 -116.4597 1268.0 0.0 +TRIL AZ 33.6118 -116.4597 1268.0 0.0 +TRO AZ 33.5234 -116.4257 2628.0 0.0 +WMC AZ 33.5736 -116.6747 1271.0 0.0 +YAQ AZ 33.1666 -116.3539 430.0 0.0 +MEM BE 50.6092 6.0067 250.0 0.0 +BFO BF 48.3319 8.3311 589.0 150.0 +ARC BK 40.8777 -124.0774 30.1 0.0 +BDM BK 37.9540 -121.8655 219.8 34.7 +BKS BK 37.8762 -122.2356 243.9 25.6 +BRIB BK 37.9188 -122.1518 218.9 3.3 +BRK BK 37.8735 -122.2610 49.4 2.7 +CMB BK 38.0346 -120.3865 697.0 2.0 +CVS BK 38.3453 -122.4584 295.1 23.2 +ELFS BK 40.6183 -120.7279 1553.8 0.7 +FARB BK 37.6978 -123.0011 -18.5 0.0 +GASB BK 39.6547 -122.7160 1354.8 1.5 +HAST BK 36.3887 -121.5514 539.5 2.5 +HATC BK 40.8161 -121.4612 1008.6 0.7 +HELL BK 36.6801 -119.0228 1137.5 2.5 +HOPS BK 38.9935 -123.0723 299.1 3.0 +HUMO BK 42.6071 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b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/interesting_locations.dat @@ -0,0 +1,32 @@ +# interesting locations +# for adding labels in blender +# +# format: +#city name #lat #lon +#Shigatse 29.2697 88.8870 +#Tingri 28.5762 86.6197 +#Kathmandu 27.7103 85.3222 + +# largest cities (https://en.wikipedia.org/wiki/Myanmar) +#Yangon 16.8409 96.1735 +Mandalay 21.9588 96.0891 +Naypyidaw 19.7633 96.0785 +Bago 17.3221 96.4663 +#Hpa-An 16.8759 97.6440 +Taunggyi 20.7888 97.0337 +#Monywa 22.1216 95.1536 +Lashio 22.9443 97.7514 +Katha 24.1821 96.3306 +Pyay 18.8406 95.2580 +Bangkok 13.8020 100.5470 + +# mountains +#Mount Everest 27.9881 86.9250 +#Kangchenjunga 27.7025 88.1475 +#Lhotse 27.9626 86.9336 +#Makalu 27.8857 87.0876 +#Cho Oyu 28.0960 86.6615 + +# not on mesh +#Lhasa 29.6526 91.1378 + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/meshfem3D_files/Mesh_Par_file b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/meshfem3D_files/Mesh_Par_file new file mode 100644 index 000000000..d610f6f4c --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/meshfem3D_files/Mesh_Par_file @@ -0,0 +1,113 @@ +#----------------------------------------------------------- +# +# Meshing input parameters +# +#----------------------------------------------------------- + +# coordinates of mesh block in latitude/longitude and depth in km +LATITUDE_MIN = 10.7 +LATITUDE_MAX = 30.7 +LONGITUDE_MIN = 89.9 +LONGITUDE_MAX = 103.9 +DEPTH_BLOCK_KM = 150.d0 +UTM_PROJECTION_ZONE = 47 +SUPPRESS_UTM_PROJECTION = .false. + +# file that contains the interfaces of the model / mesh +INTERFACES_FILE = interfaces.dat + +# file that contains the cavity +CAVITY_FILE = dummy + +# number of elements at the surface along edges of the mesh at the surface +# (must be 8 * multiple of NPROC below if mesh is not regular and contains mesh doublings) +# (must be multiple of NPROC below if mesh is regular) +NEX_XI = 512 +NEX_ETA = 512 + +# number of MPI processors along xi and eta (can be different) +NPROC_XI = 4 +NPROC_ETA = 4 + +#----------------------------------------------------------- +# +# Doubling layers +# +#----------------------------------------------------------- + +# Regular/irregular mesh +USE_REGULAR_MESH = .false. +# Only for irregular meshes, number of doubling layers and their position +NDOUBLINGS = 5 +# NZ_DOUBLING_1 is the parameter to set up if there is only one doubling layer +# (more doubling entries can be added if needed to match NDOUBLINGS value) +NZ_DOUBLING_1 = 2 +NZ_DOUBLING_2 = 7 +NZ_DOUBLING_3 = 9 +NZ_DOUBLING_4 = 11 +NZ_DOUBLING_5 = 14 + +#----------------------------------------------------------- +# +# Visualization +# +#----------------------------------------------------------- + +# create mesh files for visualisation or further checking +CREATE_ABAQUS_FILES = .false. +CREATE_DX_FILES = .false. +CREATE_VTK_FILES = .false. + +# stores mesh files as cubit-exported files into directory MESH/ (for single process run) +SAVE_MESH_AS_CUBIT = .false. + +# path to store the databases files +LOCAL_PATH = ./DATABASES_MPI + +#----------------------------------------------------------- +# +# CPML +# +#----------------------------------------------------------- + +# CPML perfectly matched absorbing layers +THICKNESS_OF_X_PML = 10.d0 +THICKNESS_OF_Y_PML = 10.d0 +THICKNESS_OF_Z_PML = 10.d0 + +# add PML layers as extra outer mesh layers +ADD_PML_AS_EXTRA_MESH_LAYERS = .false. +NUMBER_OF_PML_LAYERS_TO_ADD = 3 + +#----------------------------------------------------------- +# +# Domain materials +# +#----------------------------------------------------------- + +# number of materials +NMATERIALS = 1 +# define the different materials in the model as : +# #material_id #rho #vp #vs #Qkappa #Qmu #anisotropy_flag #domain_id +# Q : quality factor +# anisotropy_flag : 0=no anisotropy/ 1,2,.. check with implementation in aniso_model.f90 +# domain_id : 1=acoustic / 2=elastic +# for tomography: +# #material_id #type-keyword #domain-name #tomo-filename #tomo_id #domain_id +# example: +# -1 tomography elastic tomography_model.xyz 0 2 +# +-1 tomography elastic tomography_model.xyz 0 2 + +#----------------------------------------------------------- +# +# Domain regions +# +#----------------------------------------------------------- + +# number of regions +NREGIONS = 1 +# define the different regions of the model as : +#NEX_XI_BEGIN #NEX_XI_END #NEX_ETA_BEGIN #NEX_ETA_END #NZ_BEGIN #NZ_END #material_id +1 -1 1 -1 1 16 -1 + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/meshfem3D_files/interfaces.dat b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/meshfem3D_files/interfaces.dat new file mode 100644 index 000000000..f323bf582 --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/DATA/meshfem3D_files/interfaces.dat @@ -0,0 +1,37 @@ +# number of interfaces +4 +# +# We describe each interface below, structured as a 2D-grid, with several parameters : +# number of points along XI and ETA, minimal XI ETA coordinates +# and spacing between points which must be constant. +# Then the records contain the Z coordinates of the NXI x NETA points. +# +# SUPPRESS_UTM_PROJECTION NXI NETA LONG_MIN LAT_MIN SPACING_XI SPACING_ETA +# +# interface at 100km depth +.false. 1780 2257 88.6 30.9 0.008998126999998135 -0.00899822700000108 +ptopo.xyz.2.100km.dat + +# interface at 30km depth (see topo_extract.sh) +.false. 1780 2257 88.6 30.9 0.008998126999998135 -0.00899822700000108 +ptopo.xyz.2.dat + +# interface at 6km depth +.false. 1780 2257 88.6 30.9 0.008998126999998135 -0.00899822700000108 +ptopo.xyz.2.6km.dat + +# interface (topography, top of the mesh) +.false. 1780 2257 88.6 30.9 0.008998126999998135 -0.00899822700000108 +ptopo.xyz.1.dat + +# +# for each layer, we give the number of spectral elements in the vertical direction +# up to 100km +2 +# up to 30km layer +7 +# up to 6km layer +5 +# up to top layer +2 + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/README.md b/EXAMPLES/real_world/Myanmar_Mw7.7/README.md new file mode 100644 index 000000000..05c4b5dfd --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/README.md @@ -0,0 +1,184 @@ +# 2025 Myanmar Mw7.7 earthquake + +--- + +![screenshot of mesh with Vs velocities](./REF_SEIS/image.mesh-vs.jpg) + + +This examples sets up a model with the in-house mesher `xmeshfem3D` to simulate the 2025 Myanmar earthquake. The mesh is built for a rather large region around Myanmar (Burma) and extends until Bangkok, Thailand, in the South. + +About the event: +* The Myanmar earthquake happened on 2025-03-28 06:20:52 (UTC) with an estimated magnitude Mw 7.7. The USGS provides the following event page about the earthquake: + [2025 Myanmar Mw7.7 earthquake](https://earthquake.usgs.gov/earthquakes/eventpage/us7000pn9s/executive) + + The epicenter was located about 16 km NNW of Sagaing, Myanmar, with lat/lon position (21.6972 / 95.8950). + We will use the derived finite-fault solution of this event, provided on this detail page: + [Myanmar Mw7.7 finite-fault solution](https://earthquake.usgs.gov/earthquakes/eventpage/us7000pn9s/finite-fault) + + To download this USGS finite-fault solution in a CMT-format for our SPECFEM3D example, you can get it into the `DATA/` folder by: + ``` + > cd ./DATA/ + > wget https://earthquake.usgs.gov/product/finite-fault/us7000pn9s_1/us/1743603597922/CMTSOLUTION + ``` + +Given the size of this earthquake and its wide-spread affected area, we will use a lon/lat range of about 14 x 20 degrees. + +Our region of interest: + + Longitude range ~ 89.9 to 103.9 + Latitude 10.7 to 30.7 + + +Since we are also interested in the shaking at the Bangkok Chatuchak building collapse, we add that location (13.802 N, 100.547 E) as a station site to the `DATA/STATIONS` file. + +The model setup is kept fairly simple, yet it is computationally quite challenging already. For example, the simulation takes ~25 minutes on 16 GPUs (Nvidia A100). + + +## Step-by-step + +We'll first need to setup the surface topography of this region, together with internal interfaces to build a spectral-element mesh. +Our intention here is to run a simulation for creating a shakeMovie visualization, thus the focus is on creating a rather simple mesh. +However, you can use this as a starting point to build your own, more detailed and sophisticated, meshes. + +Furthermore, we want to use a (realistic) velocity model for this region. +We will take one of the EarthScope (IRIS) [EMC models](https://ds.iris.edu/ds/products/emc-earthmodels/). +For this region, a nice model seems to be [FWEA23](https://ds.iris.edu/ds/products/emc-fwea23/) by Liu et al. (2024). + + + +1. **Setup model**: + + 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 + ``` + + + 3. **Visualization**: + + For our simulation here, we turned on the surface movie and shake map outputs in `DATA/Par_file` like: + ``` + # save AVS or OpenDX movies + # MOVIE_TYPE = 1 to show the top surface + # MOVIE_TYPE = 2 to show all the external faces of the mesh + CREATE_SHAKEMAP = .true. + MOVIE_SURFACE = .true. + MOVIE_TYPE = 2 + MOVIE_VOLUME = .false. + SAVE_DISPLACEMENT = .false. + MOVIE_VOLUME_STRESS = .false. + USE_HIGHRES_FOR_MOVIES = .true. + 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. + + + That's it, try it out for yourself... + + +## Visualization with Blender (optional) + +![screenshot of wavefield](./REF_SEIS/image.wavefield.jpg) + +A single wavefield snapshot like above can be plotted using [Blender](https://www.blender.org) with: +``` +> ./xcreate_snapshot.sh 10000 +``` + + +Regarding shakemap image coloring, for conversion to Modified Mercalli Intensity (MMI), Wald et al. suggest a table like: + +| PGV (cm/s) | < 0.1 | 0.1-0.4 | 0.4-1.1 | 1.1-3.4 | 3.4-8.1 | 8.1-16.0 | 16.0-31.0 | 31.0-60.0 | 60.0-116.0 | > 116.0 | +| - | - | - | - | - | - | - | - | - | - | - | +| Intensity (MMI) | I | II | III | IV | V | VI | VII | VIII | IX | X+ | + + +USGS uses a scale like: + +| PGV (cm/s) | < 0.0215 | 0.135 | 1.41 | 4.65 | 9.64 | 20 | 41.4 | 85.8 | >178 | +| - | - | - | - | - | - | - | - | - | - | +| Intensity | I | II-III | IV | V | VI | VII | VIII | IX | X+ | + + +The PGV maximum value of this simulation is ~ 26.1 m/s. To cut the maximum color at intensity VIII: + ``` + 0.096 m/s == 9.64 cm/s that is up to intensity ~ VI + 0.2 == 20 cm/s that is up to intensity ~ VII + 0.414 == 41.4 cm/s that is up to intensity ~ VIII + ``` + +Adjust color-max accordingly: +``` +> ./plot_with_blender.py --vtk_file=OUTPUT_FILES/AVS_shaking_map.inp \ +--title="Myanmar (PGV)" --color-max=0.414 \ +--transparent-sea-level --background-dark \ +--locations=DATA/interesting_locations.dat --utm_zone=47 \ +--sea-level-separation=0.001 --vertical-exaggeration=2.0 +``` +![screenshot of wavefield](./REF_SEIS/image.shakemap.PGV.jpg) + + +## Spectral Acceleration (SA) - response spectrum at Bangkok Chatuchak building collapse + +Our simulation outputs the ground motions at the Chatuchak building site in Bangkok, Thailand. In particular, we are interested in how the [Spectral Acceleration (SA)](https://en.wikipedia.org/wiki/Spectral_acceleration) for a building at this location looked like. + +After running the simulation, we obtain the ground motion accelerations as `OUTPUT_FILES/DB.BANGKOK.BX*.sema` for N/E/Z directions. To plot the spectral acceleration response spectrum for these accelerations, we following this example on [Ground motions for engineering](https://github.com/danielpeter/teaching-seismic-waves/tree/master/11_Ground_motions_for_engineering). + +![screenshot of wavefield](./REF_SEIS/spectral_acceleration_BANGKOK.jpg) + +A simple script to produce this figure is provided in this example directory: +``` +> ./xcreate_spectral_response.sh +``` + +## Sonification of traces (optional) + + To hear how the ground shaking sounded, we can "sonify" the output traces, i.e., map the traces to an audible spectrum. + First, get the script from the [shakemovie](https://github.com/SPECFEM/shakemovie) repository: + ``` + > git clone https://github.com/SPECFEM/shakemovie.git + > ln -s shakemovie/scripts/run_create_sound.py + ``` + + and create sounds: + ``` + > ./run_create_sound.py 1.0 OUTPUT_FILES/DB.MANDALAY.BXZ.semv 25.0 + > ./run_create_sound.py 1.0 OUTPUT_FILES/DB.NAYPYIDAW.BXZ.semv 25.0 + ``` + + ## Reference solution + + For comparison, we provide a reference solution in folder `REF_SEIS/` with corresponding output files. + The simulation was run in parallel using 16 MPI processes, each using a single Nvidia A100 GPU. 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b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/image.shakemap.PGV.jpg new file mode 100644 index 000000000..6bb408380 Binary files /dev/null and b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/image.shakemap.PGV.jpg differ diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/image.wavefield.jpg b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/image.wavefield.jpg new file mode 100644 index 000000000..fde4f7a11 Binary files /dev/null and b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/image.wavefield.jpg differ diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/output_generate_databases.txt b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/output_generate_databases.txt new file mode 100644 index 000000000..a806915c0 --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/output_generate_databases.txt @@ -0,0 +1,332 @@ + + ***************************************** + *** Specfem3D MPI database generation *** + ***************************************** + + Running Git package version of the code: 4.1.1 + which is Git unknown + dating unknown + + This is process 0 + There are 16 MPI processes + Processes are numbered from 0 to 15 + + There is a total of 16 slices + + NGLLX = 5 + NGLLY = 5 + NGLLZ = 5 + + Shape functions defined by NGNOD = 8 control nodes + Surface shape functions defined by NGNOD2D = 4 control nodes + Beware! Curvature (i.e. HEX27 elements) is not handled by our internal mesher + + velocity model: default + + + using UTM projection in region 47 + + incorporating attenuation using 3 standard linear solids + not using attenuation from Olsen et al. + + no anisotropy + + incorporating the oceans using equivalent load + + incorporating Stacey absorbing conditions + + using a CMTSOLUTION source + + + ************************************ + reading partition files in the model + ************************************ + + external mesh points : 10967184 + defined materials : 0 + undefined materials : 1 + total number of spectral elements: 1291264 + absorbing boundaries: + xmin,xmax : 3360 3360 + ymin,ymax : 3360 3360 + bottom,top: 256 262144 + + total number of C-PML elements in the global mesh: 0 + + number of MPI partition interfaces: 84 + + minimum memory used so far : 288.788818 MB per process + minimum total memory requested : 1306.35767 MB per process + + create regions: + + ...allocating arrays + NGLLX = 5 + NGLLY = 5 + NGLLZ = 5 + NGNOD = 8 + NGNOD2D = 4 + + main process setup: + nspec = 80704 + + required minimum memory per process for model setup = 923.891846 MB + = 0.902238131 GB + + separating regular/irregular element shapes + nspec regular = 0 + nspec irregular = 80704 + + absorbing boundary faces: + num_abs_boundary_faces = 1696 + + free surface faces: + num_free_surface_faces = 16384 + + + File DATA/Par_file_faults not found: assuming that there are no faults + + + ...setting up jacobian + mesh jacobian: min/max = 1.8775E+09 / 1.9800E+13 + + + ...indexing global points + creating ibool indexing : x min/max = -499054.000 / 969517.500 + creating indirect addressing: nglob = 5323729 + creating unique point locations + + ...preparing MPI interfaces + number of interfaces : 3 + creating MPI indexing : x min/max = -499054.000 / 969517.500 + tolerance = 1.4685715027251553E-004 + + total MPI interface points: 663252 + total assembled MPI interface points: 658572 + + ...setting up absorbing boundaries + boundary xmin : 3360 + boundary xmax : 3360 + boundary ymin : 3360 + boundary ymax : 3360 + boundary bottom : 256 + boundary top : 262144 + absorbing boundary: + total number of free faces = 262144 + total number of faces = 13696 + + ...setting up mesh surface + + ...determining velocity model + + number of tomographic models = 1 + maximum number of data records = 93126 + size of required tomography arrays = 1.42098999 MB per process + + material id: -1 + file : DATA/tomo_files/tomography_model.xyz + domain : elastic + tomo model : uses lon / lat / depth as coordinates + data format: #x #y #z #vp #vs #density #Q_p #Q_s + number of grid points = NX*NY*NZ: 93126 + + 10 % - elapsed time: 20.0168037 s + 20 % - elapsed time: 39.9305420 s + 30 % - elapsed time: 59.9834213 s + 40 % - elapsed time: 80.0341415 s + 50 % - elapsed time: 100.089523 s + 60 % - elapsed time: 120.007294 s + 70 % - elapsed time: 140.077072 s + 80 % - elapsed time: 160.063187 s + 90 % - elapsed time: 180.120651 s + 100 % - elapsed time: 200.146973 s + + ...detecting acoustic-elastic-poroelastic surfaces + total acoustic elements : 0 + total elastic elements : 1291264 + total poroelastic elements: 0 + + acoustic - elastic coupling : total number of faces = 0 + acoustic - poroelastic coupling : total number of faces = 0 + elastic - poroelastic coupling : total number of faces = 0 + + + ...element inner/outer separation + for overlapping of communications with calculations: + percentage of edge elements 2.51040649 % + percentage of volume elements 97.4895935 % + + + ...element mesh coloring + use coloring = F + + ...external binary models + no external binary model used + + ...creating mass matrix + ...creating ocean load mass matrix + + ...setting up mesh adjacency + + mesh adjacency: + total number of elements in this slice = 80704 + + maximum number of neighbors allowed = 300 + minimum array memory required per slice = 92.6662598 (MB) + + maximum number of elements per shared node = 16 + node-to-element array memory required per slice = 324.934631 (MB) + + 10 % - elapsed time: 0.617673874 s + 20 % - elapsed time: 1.01634932 s + 30 % - elapsed time: 1.51443529 s + 40 % - elapsed time: 2.01561809 s + 50 % - elapsed time: 2.51982045 s + 60 % - elapsed time: 2.98825908 s + 70 % - elapsed time: 3.23245740 s + 80 % - elapsed time: 3.48961639 s + 90 % - elapsed time: 3.57340956 s + 100 % - elapsed time: 3.65575624 s + + maximum neighbors found per element = 37 + (maximum neighbor of neighbors) = 167 + total number of neighbors = 9912696 + + Elapsed time for detection of neighbors in seconds = 3.98851252 + + + ...saving mesh databases + using binary file format + database file (for rank 0): DATABASES_MPI/proc000000_external_mesh.bin + + + ...checking mesh resolution + Mesh resolution: + + ******** + minimum and maximum number of elements + and points in the CUBIT + SCOTCH mesh: + + NSPEC_global_min = 80704 + NSPEC_global_max = 80704 + NSPEC_global_max / NSPEC_global_min imbalance = 1.00000000 = 0.00000000 % + NSPEC_global_sum = 1291264 + + NGLOB_global_min = 5323729 + NGLOB_global_max = 5323729 + NGLOB_global_max / NGLOB_global_min imbalance = 1.00000000 = 0.00000000 % + NGLOB_global_sum = 85179664 + + If you have elements of a single type (all acoustic, all elastic, all poroelastic, and without CPML) + in the whole mesh, then there should be no significant imbalance in the above numbers. + Otherwise, it is normal to have imbalance in elements and points because the domain decomposer + compensates for the different cost of different elements by partitioning them unevenly among processes. + ******** + + + ******** + Model: P velocity min,max = 1940.67395 8576.67773 + Model: S velocity min,max = 513.437500 4890.29541 + + Model: Poisson's ratio min,max = 0.142332003 0.463092238 + ******** + + ********************************************* + *** Verification of simulation parameters *** + ********************************************* + + *** Xmin and Xmax of the model = -499054.000 969517.500 + *** Ymin and Ymax of the model = 1197631.88 3406621.00 + *** Zmin and Zmax of the model = -150000.000 6764.55225 + + *** Max GLL point distance = 45191.5000 + *** Min GLL point distance = 209.578613 + *** Max/min ratio = 215.630310 + + *** Max element size = 138062.000 + *** Min element size = 1213.72949 + *** Max/min ratio = 113.750221 + + *** Minimum period resolved = 41.2253227 (s) + *** (as frequency) = 2.42569353E-02 (Hz) + *** Maximum suggested time step = 2.54999995E-02 + + Elapsed time for checking mesh resolution in seconds = 0.11421228500000780 + + ...saving attenuation databases + + Attenuation: + The code uses a constant Q quality factor, but approximated + based on a series of Zener standard linear solids (SLS). + + Approximation is performed in the following frequency band: + Reference frequency requested by the user (Hz): 1.00000000 period (s): 1.00000000 + + Frequency band min/max (Hz): 2.00000009E-03 1.00000000 + Period band min/max (s) : 1.00000000 500.000000 + Logarithmic central frequency (Hz): 4.47213612E-02 period (s): 22.3606796 + + Using full attenuation with both Q_kappa and Q_mu. + + Q_mu min/max : 31.0912514 329.318146 + Q_kappa min/max : 9000.00000 9000.00000 + + + mesh regions done + + min and max of elevation (i.e. height of the upper surface of the mesh) included in mesh in m is -3572.5408171601894 6764.5520790027676 + + + done mesh setup + + + Repartition of elements: + ----------------------- + + load distribution: + element loads: min/max = 4761536 4761536 + + partition 0 has 4761536 load units + partition 1 has 4761536 load units + partition 2 has 4761536 load units + partition 3 has 4761536 load units + partition 4 has 4761536 load units + partition 5 has 4761536 load units + partition 6 has 4761536 load units + partition 7 has 4761536 load units + partition 8 has 4761536 load units + partition 9 has 4761536 load units + partition 10 has 4761536 load units + partition 11 has 4761536 load units + partition 12 has 4761536 load units + partition 13 has 4761536 load units + partition 14 has 4761536 load units + partition 15 has 4761536 load units + + load per partition: min/max = 4761536 4761536 + load per partition: imbalance = 0.00000000 % + (0% being totally balanced, 100% being unbalanced) + + total number of elements in mesh slice 0: 80704 + total number of regular elements in mesh slice 0: 0 + total number of irregular elements in mesh slice 0: 80704 + total number of points in mesh slice 0: 5323729 + + total number of elements in entire mesh: 1291264 + approximate total number of points in entire mesh (with duplicates on MPI edges): 85179664 + approximate total number of DOFs in entire mesh (with duplicates on MPI edges): 255538992 + + total number of time steps in the solver will be: 40000 + + using single precision for the calculations + + smallest and largest possible floating-point numbers are: 1.17549435E-38 3.40282347E+38 + + + Elapsed time for mesh generation and buffer creation in seconds = 216.767990 + Elapsed time for mesh generation and buffer creation in hh:mm:ss = 0 h 03 m 36 s + + End of mesh generation + + done + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/output_meshfem3D.txt b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/output_meshfem3D.txt new file mode 100644 index 000000000..9065ee2d7 --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/output_meshfem3D.txt @@ -0,0 +1,360 @@ + + ****************************************** + *** Specfem3D MPI meshfem3D - f90 version *** + ****************************************** + + Running Git package version of the code: 4.1.1 + which is Git unknown + dating unknown + + Reading parameters from ./DATA/Par_file + + Reading mesh parameters from file ./DATA/meshfem3D_files/Mesh_Par_file + input parameters... + doubling layers... + visualization... + CPML... + domain materials... + material -1 elastic + domain regions... + region 1 with material -1 + nex_xi begin/end = 1 512 + nex_eta begin/end = 1 512 + nz begin/end = 1 16 + + reading Mesh_Par_file done successfully + + checking mesh setup... + all okay + + + Reading interface data from file ./DATA/meshfem3D_files/interfaces.dat + maximum interface points x/y = 1780 2257 + interfaces done + + parameter setup: + total number of elements = 80704 + total number of points = 685449 + + + Creating global slice addressing + + Spatial distribution of slice numbers: + 12 13 14 15 + 8 9 10 11 + 4 5 6 7 + 0 1 2 3 + This is process 0 + There are 16 MPI processes + Processes are numbered from 0 to 15 + + There are 512 elements along xi + There are 512 elements along eta + There are 16 elements along Z + + There are 2 spectral elements along Z in layer 1 + There are 7 spectral elements along Z in layer 2 + There are 5 spectral elements along Z in layer 3 + There are 2 spectral elements along Z in layer 4 + + There are 4 slices along xi + There are 4 slices along eta + There is a total of 16 slices + + Shape functions defined by NGNOD = 8 control nodes + Surface shape functions defined by NGNOD2D = 4 control nodes + Beware! Curvature (i.e. HEX27 elements) is not handled by our internal mesher + + region selected: + + latitude min = 10.699999999999999 + latitude max = 30.699999999999999 + + longitude min = 89.900000000000006 + longitude max = 103.90000000000001 + + this is mapped to UTM in region 47 + + UTM X min = -499054.01114232128 + UTM X max = 969517.49158283405 + + UTM Y min = 1197631.8220341213 + UTM Y max = 3406620.9310680553 + + UTM size of model along X is 1468.5715027251554 km + UTM size of model along Y is 2208.9891090339338 km + + Bottom of the mesh is at a depth of 150.00000000000000 km + + + using UTM projection in region 47 + + + ************************** + Creating interfaces + ************************** + + Reading interface data from file ./DATA/meshfem3D_files/interfaces.dat + + number of interfaces: 4 + + mesh: + origin UTM minimum x/y (m) = -499054.000 1197631.88 + lat/lon (deg) = 10.6999998 89.9000015 + origin UTM maximum x/y (m) = 969517.500 3406621.00 + lat/lon (deg) = 30.7000008 103.900002 + + reading interface 1 + interface file : ptopo.xyz.2.100km.dat + + number of points x/y = 1780 2257 + origin x/y (deg) = 88.5999985 30.8999996 + spacing x/y (deg) = 8.99812672E-03 -8.99822731E-03 + (m) = 1001.67053 -1001.68164 + + dimension x-direction (deg) = 88.5999985 / 104.607666 + dimension y-direction (deg) = 30.8999996 / 10.5999994 + + total number of file points = 4017460 should be 4017460 + this point total is okay + + original elevation min/max = -100000.000 -100000.000 + interpolated mesh elevation min/max = -100000.000 -100000.000 + + interpolated mesh longitude min/max (deg) = 88.6297455 / 103.900002 + interpolated mesh latitude min/max (deg) = 10.6999998 / 30.7926331 + + interpolated mesh UTM minimum x/y (m) = -499054.000 1197631.88 + interpolated mesh UTM maximum x/y (m) = 969517.500 3406621.00 + + reading interface 2 + interface file : ptopo.xyz.2.dat + + number of points x/y = 1780 2257 + origin x/y (deg) = 88.5999985 30.8999996 + spacing x/y (deg) = 8.99812672E-03 -8.99822731E-03 + (m) = 1001.67053 -1001.68164 + + dimension x-direction (deg) = 88.5999985 / 104.607666 + dimension y-direction (deg) = 30.8999996 / 10.5999994 + + total number of file points = 4017460 should be 4017460 + this point total is okay + + original elevation min/max = -30000.0000 -30000.0000 + interpolated mesh elevation min/max = -30000.0000 -30000.0000 + + interpolated mesh longitude min/max (deg) = 88.6297455 / 103.900002 + interpolated mesh latitude min/max (deg) = 10.6999998 / 30.7926331 + + interpolated mesh UTM minimum x/y (m) = -499054.000 1197631.88 + interpolated mesh UTM maximum x/y (m) = 969517.500 3406621.00 + + reading interface 3 + interface file : ptopo.xyz.2.6km.dat + + number of points x/y = 1780 2257 + origin x/y (deg) = 88.5999985 30.8999996 + spacing x/y (deg) = 8.99812672E-03 -8.99822731E-03 + (m) = 1001.67053 -1001.68164 + + dimension x-direction (deg) = 88.5999985 / 104.607666 + dimension y-direction (deg) = 30.8999996 / 10.5999994 + + total number of file points = 4017460 should be 4017460 + this point total is okay + + original elevation min/max = -6000.00000 -6000.00000 + interpolated mesh elevation min/max = -6000.00000 -6000.00000 + + interpolated mesh longitude min/max (deg) = 88.6297455 / 103.900002 + interpolated mesh latitude min/max (deg) = 10.6999998 / 30.7926331 + + interpolated mesh UTM minimum x/y (m) = -499054.000 1197631.88 + interpolated mesh UTM maximum x/y (m) = 969517.500 3406621.00 + + reading interface 4 + interface file : ptopo.xyz.1.dat + + number of points x/y = 1780 2257 + origin x/y (deg) = 88.5999985 30.8999996 + spacing x/y (deg) = 8.99812672E-03 -8.99822731E-03 + (m) = 1001.67053 -1001.68164 + + dimension x-direction (deg) = 88.5999985 / 104.607666 + dimension y-direction (deg) = 30.8999996 / 10.5999994 + + total number of file points = 4017460 should be 4017460 + this point total is okay + + original elevation min/max = -3640.72852 7137.66553 + interpolated mesh elevation min/max = -3613.59814 6918.57422 + + interpolated mesh longitude min/max (deg) = 88.6297455 / 103.900002 + interpolated mesh latitude min/max (deg) = 10.6999998 / 30.7926331 + + interpolated mesh UTM minimum x/y (m) = -499054.000 1197631.88 + interpolated mesh UTM maximum x/y (m) = 969517.500 3406621.00 + + + ************************** + Creating mesh in the model + ************************** + + creating mesh: + NGLLX_M/NGLLY_M/NGLLZ_M = 3 3 3 + NGNOD/NGNOD2D = 8 4 + NSPEC_AB = 80704 + NGLOB_AB = 685449 + + allocating mesh arrays + + number of subregions = 1 + defining subregion 1 + has material -1 + + number of mesh regions = 11 + creating mesh region 1 (regular mesh) + creating mesh region 2 (with doubling layer) + doubling layer positioned at layer: 2 + creating mesh region 3 (regular mesh) + creating mesh region 4 (with doubling layer) + doubling layer positioned at layer: 7 + creating mesh region 5 (regular mesh) + creating mesh region 6 (with doubling layer) + doubling layer positioned at layer: 9 + creating mesh region 7 (regular mesh) + creating mesh region 8 (with doubling layer) + doubling layer positioned at layer: 11 + creating mesh region 9 (regular mesh) + creating mesh region 10 (with doubling layer) + doubling layer positioned at layer: 14 + creating mesh region 11 (regular mesh) + + mesh dimensions: + Xmin and Xmax of the model = -499054.000 969517.500 + Ymin and Ymax of the model = 1197631.88 3406621.00 + Zmin and Zmax of the model = -150000.000 6764.55225 + + exact area = 3.24405848E+12 (m^2) + = 3244058.50 (km^2) + + Max element size = 138062.000 (m) + Min element size = 1213.72949 (m) + Max/min ratio = 113.750221 + + + creating indirect addressing for unstructured mesh + + + File "./DATA/meshfem3D_files/dummy" not found: assume no cavity + + no PML region + + + saving mesh files + + ************************** + Checking mesh quality + ************************** + + start computing the minimum and maximum edge size + done processing + + ------------ + mesh quality parameter definitions: + + equiangle skewness: 0. perfect, 1. bad + skewness max deviation angle: 0. perfect, 90. bad + edge aspect ratio: 1. perfect, above 1. gives stretching factor + diagonal aspect ratio: 1. perfect, above 1. gives stretching factor + ------------ + + minimum length of an edge in the whole mesh (m) = 1213.7295914199049 + + maximum length of an edge in the whole mesh (m) = 138061.81931462139 + + *** + *** max equiangle skewness = 0.90841467618257010 in element 325 of slice 0 + *** + + max deviation angle from a right angle (90 degrees) is therefore = 81.757320856431306 + + worst angle in the mesh is therefore 8.2426791435686901 + or 171.75732085643131 degrees + + max edge aspect ratio = 13.806181931462179 + + max diagonal aspect ratio = 1.9845247350082869 + + *** + *** Maximum suggested time step for simulation = 98.58574031 + *** + *** Max CFL stability condition of the time scheme (must be below about 0.55 or so) = 0.47040000000000004 + *** computed using the maximum P wave velocity = 1.0000000000000000 + *** + that value is below the upper CFL limit of 0.55000000000000004 + therefore the run should be stable + + creating histogram of mesh quality + + histogram of skewness (0. good - 1. bad): + + 0.00000000 - 5.00000007E-02 654301 50.6713562 % + 5.00000007E-02 - 0.100000001 78983 6.11671972 % + 0.100000001 - 0.150000006 26519 2.05372405 % + 0.150000006 - 0.200000003 29121 2.25523210 % + 0.200000003 - 0.250000000 2345 0.181604996 % + 0.250000000 - 0.300000012 41425 3.20809698 % + 0.300000012 - 0.349999994 65608 5.08091307 % + 0.349999994 - 0.400000006 2 1.54886991E-04 % + 0.400000006 - 0.449999988 131072 10.1506739 % + 0.449999988 - 0.500000000 0 0.00000000 % + 0.500000000 - 0.550000012 0 0.00000000 % + 0.550000012 - 0.600000024 65536 5.07533693 % + 0.600000024 - 0.649999976 0 0.00000000 % + 0.649999976 - 0.699999988 131072 10.1506739 % + 0.699999988 - 0.750000000 20480 1.58604288 % + 0.750000000 - 0.800000012 0 0.00000000 % + 0.800000012 - 0.850000024 41216 3.19191122 % + 0.850000024 - 0.899999976 1536 0.118953213 % + 0.899999976 - 0.949999988 2048 0.158604279 % + 0.949999988 - 1.00000000 0 0.00000000 % + + + ********************************************* + ********************************************* + WARNING, mesh is bad (max skewness >= 0.75) + ********************************************* + ********************************************* + + plotting skewness to VTK-file: ./DATABASES_MPI/proc000000_skewness.vtk + + + mesh files: + saving files: proc***_Database + done mesh files + + + Repartition of elements: + ----------------------- + + total number of elements in mesh slice 0: 80704 + total number of points in mesh slice 0: 685449 + + total number of elements in entire mesh: 1291264 + approximate total number of points in entire mesh (with duplicates on MPI edges): 10967184 + approximate total number of DOFs in entire mesh (with duplicates on MPI edges): 32901552 + + using single precision for the calculations + + smallest and largest possible floating-point numbers are: 1.17549435E-38 3.40282347E+38 + + + Elapsed time for mesh generation and buffer creation in seconds = 15.5326300 + Elapsed time for mesh generation and buffer creation in hh:mm:ss = 0 h 00 m 15 s + + End of mesh generation + + done + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/output_solver.txt b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/output_solver.txt new file mode 100644 index 000000000..521538ba8 --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/output_solver.txt @@ -0,0 +1,1036 @@ + ********************************************** + **** Specfem 3-D Solver - MPI version f90 **** + ********************************************** + + Running Git package version of the code: 4.1.1 + which is Git unknown + dating unknown + + + + + There are 16 MPI processes + Processes are numbered from 0 to 15 + + There is a total of 16 slices + + NDIM = 3 + + NGLLX = 5 + NGLLY = 5 + NGLLZ = 5 + + using single precision for the calculations + using force vectorization + + smallest and largest possible floating-point numbers are: 1.17549435E-38 3.40282347E+38 + + velocity model: default + + + GPU_MODE Active. + GPU number of devices per node: min = 4 + max = 4 + + Reading mesh databases... + reads binary mesh files: proc***_external_mesh.bin + from directory : DATABASES_MPI + + simulation w/ acoustic domain: F + simulation w/ elastic domain: T + simulation w/ poroelastic domain: F + + slice 0 has: + number of elements acoustic : 0 + number of elements elastic : 80704 + number of elements poroelastic: 0 + done + + total acoustic elements : 0 + total elastic elements : 1291264 + total poroelastic elements : 0 + + Mesh resolution: + + ******** + minimum and maximum number of elements + and points in the CUBIT + SCOTCH mesh: + + NSPEC_global_min = 80704 + NSPEC_global_max = 80704 + NSPEC_global_max / NSPEC_global_min imbalance = 1.00000000 = 0.00000000 % + NSPEC_global_sum = 1291264 + + NGLOB_global_min = 5323729 + NGLOB_global_max = 5323729 + NGLOB_global_max / NGLOB_global_min imbalance = 1.00000000 = 0.00000000 % + NGLOB_global_sum = 85179664 + + If you have elements of a single type (all acoustic, all elastic, all poroelastic, and without CPML) + in the whole mesh, then there should be no significant imbalance in the above numbers. + Otherwise, it is normal to have imbalance in elements and points because the domain decomposer + compensates for the different cost of different elements by partitioning them unevenly among processes. + ******** + + + ******** + Model: P velocity min,max = 1940.67395 8576.67773 + Model: S velocity min,max = 513.437500 4890.29541 + + Model: Poisson's ratio min,max = 0.142332003 0.463092238 + ******** + + ********************************************* + *** Verification of simulation parameters *** + ********************************************* + + *** Xmin and Xmax of the model = -499054.000 969517.500 + *** Ymin and Ymax of the model = 1197631.88 3406621.00 + *** Zmin and Zmax of the model = -150000.000 6764.55225 + + *** Max GLL point distance = 45191.5000 + *** Min GLL point distance = 209.578613 + *** Max/min ratio = 215.630310 + + *** Max element size = 138062.000 + *** Min element size = 1213.72949 + *** Max/min ratio = 113.750221 + + *** Minimum period resolved = 41.2253227 (s) + *** (as frequency) = 2.42569353E-02 (Hz) + *** Maximum suggested time step = 2.54999995E-02 + + *** for DT : 2.0000000000000000E-002 + *** Max stability for wave velocities = 0.387803555 + + Elapsed time for checking mesh resolution in seconds = 0.11326547200000001 + + ****************************************** + There is a total of 16 slices + ****************************************** + + movie simulation: + shakemap output + surface movie + + mesh surfaces: + high-resolution = T + nfaces per slice = 18080 17240 17240 18080 17240 16400 16400 17240 17240 16400 16400 17240 18080 17240 17240 18080 + + total number of surface faces is 275840 + + shakemap: + movie type 2: maximum length of particle vector + + surface movies: + saving: particle velocities + number of steps between frames = 100 + + + kd-tree: + total data points: 2179008 + theoretical number of nodes: 4358006 + tree memory size: 132.995789 MB + actual number of nodes: 4358015 + tree memory size: 132.996063 MB + maximum depth : 27 + creation timing : 0.721088886 (s) + + + sources: 265 + + ******************** + locating sources + ******************** + + reading source information from ./DATA/CMTSOLUTION file + + UTM projection: + UTM zone: 47 + + + source # 1 + source located in slice 9 + in element 23249 + in elastic domain + + using moment tensor source: + xi coordinate of source in that element: -0.32170622149105860 + eta coordinate of source in that element: 0.12262493900471658 + gamma coordinate of source in that element: -0.95106636802568800 + + source time function: + using (quasi) Heaviside source time function + half duration: 3.0000000000000000 seconds + + time shift: 0.0000000000000000 seconds + + magnitude of the source: + scalar moment M0 = 2.3310503207774575E+025 dyne-cm + moment magnitude Mw = 6.2117012899416579 + + original (requested) position of the source: + + latitude: 21.983000000000001 + longitude: 96.001099999999994 + + UTM x: 190311.65426178472 + UTM y: 2433981.0326496675 + depth: 10.000000000000000 km + topo elevation: 111.47842407226562 + + position of the source that will be used: + + UTM x: 190311.65426178472 + UTM y: 2433981.0326496675 + depth: 9.9999999999999982 km + z: -9888.5215759277326 + + error in location of the source: 4.66573447E-10 m + + + for all following sources we will suppress the detail infos to avoid getting to long here... + + In case you wish to see detailed source informations for all source points, consider turning on the + parameter SHOW_DETAILS_LOCATE_SOURCE in setup/constants.h + + using a total of 265 sources + + + ******************** + + finite source combined over all 265 sources applied: + total scalar moment M0 = 4.4012465377491977E+027 dyne-cm + total moment magnitude Mw = 7.7290506550279368 + + source ranges: + depth : min/max = 1.08759999 / 18.9123993 km + half duration: min/max = 1.50000000 / 9.00000000 + time shift : min/max = 0.00000000 / 130.472198 + + ******************** + + maximum error in location of the sources: 1.16456811E-09 m + + + Elapsed time for detection of sources in seconds = 9.07186642E-02 + + End of source detection - done + + + Each source is being convolved with HDUR_MOVIE = 0.0000000000000000 + + + receivers: + + there are 1067 stations in file ./DATA/STATIONS + saving 18 stations inside the model in file ./DATA/STATIONS_FILTERED + excluding 1049 stations located outside the model + + Total number of receivers = 18 + + + ******************** + locating receivers + ******************** + + reading receiver information from ./DATA/STATIONS_FILTERED file + + + station # 1 DB YANGON + original latitude : 16.8409004 + longitude : 96.1735001 + UTM x : 198783.125 + UTM y : 1864108.50 + depth : 0.00000000 m + horizontal distance : 569.935486 km + target x, y, z : 198783.125 1864108.50 11.5456257 + closest estimate found: 4.69285166E-10 m away + + receiver located in slice 5 + in element 67764 + in elastic domain + at coordinates: + xi = -0.41475240439811051 + eta = -4.7771982302505803E-002 + gamma = 1.0002358604035650 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 198783.12879978312 + UTM y: 1864108.5093769270 + z: 11.545625686645387 + depth: 1.2079226507921703E-013 m + + + + station # 2 DB MANDALAY + original latitude : 21.9587994 + longitude : 96.0891037 + UTM x : 199353.922 + UTM y : 2431124.25 + depth : 0.00000000 m + horizontal distance : 9.48282623 km + target x, y, z : 199353.922 2431124.25 79.4372253 + closest estimate found: 2.84217094E-14 m away + + receiver located in slice 9 + in element 68148 + in elastic domain + at coordinates: + xi = -1.6748973456746936E-002 + eta = 0.79833216083594483 + gamma = 0.99998436768616061 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 199353.92479838728 + UTM y: 2431124.2272624429 + z: 79.437225341796903 + depth: 2.8421709430404007E-014 m + + + + station # 3 DB NAYPYIDAW + original latitude : 19.7632999 + longitude : 96.0784988 + UTM x : 193838.594 + UTM y : 2187929.25 + depth : 0.00000000 m + horizontal distance : 246.076935 km + target x, y, z : 193838.594 2187929.25 139.989853 + closest estimate found: 0.00000000 m away + + receiver located in slice 5 + in element 77362 + in elastic domain + at coordinates: + xi = 0.13754492558384238 + eta = 6.2752132744040831E-002 + gamma = 0.99985148048256456 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 193838.59577761212 + UTM y: 2187929.3720383621 + z: 139.98985290527344 + depth: 0.0000000000000000 m + + + + station # 4 DB BAGO + original latitude : 17.3220997 + longitude : 96.4663010 + UTM x : 230697.000 + UTM y : 1916961.62 + depth : 0.00000000 m + horizontal distance : 518.594299 km + target x, y, z : 230697.000 1916961.62 18.6413708 + closest estimate found: 4.65661287E-10 m away + + receiver located in slice 5 + in element 69311 + in elastic domain + at coordinates: + xi = -0.16196321554425891 + eta = 0.45284182831037056 + gamma = 1.0002992277091287 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 230697.00069215713 + UTM y: 1916961.6430341229 + z: 18.641370773315337 + depth: 9.2370555648813024E-014 m + + + + station # 5 DB HPAAN + original latitude : 16.8759003 + longitude : 97.6439972 + UTM x : 355557.031 + UTM y : 1866322.88 + depth : 0.00000000 m + horizontal distance : 591.220642 km + target x, y, z : 355557.031 1866322.88 16.4549274 + closest estimate found: 2.32830644E-10 m away + + receiver located in slice 6 + in element 67690 + in elastic domain + at coordinates: + xi = 0.89995968521399161 + eta = 0.97870687667302558 + gamma = 1.0002485111483395 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 355557.02655729774 + UTM y: 1866322.8167405233 + z: 16.454927444458008 + depth: 0.0000000000000000 m + + + + station # 6 DB TAUNGGYI + original latitude : 20.7887993 + longitude : 97.0336990 + UTM x : 295328.438 + UTM y : 2300020.75 + depth : 0.00000000 m + horizontal distance : 170.217209 km + target x, y, z : 295328.438 2300020.75 1386.39490 + closest estimate found: 0.00000000 m away + + receiver located in slice 6 + in element 80597 + in elastic domain + at coordinates: + xi = 0.90398887137850781 + eta = 2.3840315451959710E-002 + gamma = 0.99686736094770800 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 295328.43003981793 + UTM y: 2300020.6795205087 + z: 1386.3948974609375 + depth: 0.0000000000000000 m + + + + station # 7 DB MONYWA + original latitude : 22.1215992 + longitude : 95.1536026 + UTM x : 103095.680 + UTM y : 2451308.50 + depth : 0.00000000 m + horizontal distance : 88.9205856 km + target x, y, z : 103095.680 2451308.50 79.7818985 + closest estimate found: 1.27897692E-13 m away + + receiver located in slice 9 + in element 68754 + in elastic domain + at coordinates: + xi = 0.86466634965340117 + eta = 0.15498269977118626 + gamma = 1.0000048359640370 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 103095.67708181427 + UTM y: 2451308.5864290819 + z: 79.781898498535284 + depth: 1.2789769243681803E-013 m + + + + station # 8 DB BANGKOK + original latitude : 13.8020000 + longitude : 100.546997 + UTM x : 667221.875 + UTM y : 1526367.38 + depth : 0.00000000 m + horizontal distance : 1025.28333 km + target x, y, z : 667221.875 1526367.38 7.23101616 + closest estimate found: 2.60312577E-10 m away + + receiver located in slice 3 + in element 74071 + in elastic domain + at coordinates: + xi = 0.21645870005098930 + eta = -0.61121439215599171 + gamma = 1.0000122137783252 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 667221.90434754489 + UTM y: 1526367.3327525214 + z: 7.2310161590576474 + depth: 3.0198066269804258E-014 m + + + + station # 9 DB X1 + original latitude : 21.6972008 + longitude : 95.8949966 + UTM x : 178708.281 + UTM y : 2402532.50 + depth : 0.00000000 m + horizontal distance : 33.5207901 km + target x, y, z : 178708.281 2402532.50 119.493851 + closest estimate found: 4.26325641E-14 m away + + receiver located in slice 9 + in element 67373 + in elastic domain + at coordinates: + xi = -0.41246443438365471 + eta = -0.45563529887008292 + gamma = 0.99958428909403285 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 178708.28508840437 + UTM y: 2402532.5807515127 + z: 119.49385070800777 + depth: 4.2632564145606011E-014 m + + + + station # 10 AD SIM + original latitude : 20.1331997 + longitude : 92.8852005 + UTM x : -140033.797 + UTM y : 2238008.25 + depth : 0.00000000 m + horizontal distance : 384.100769 km + target x, y, z : -140033.797 2238008.25 4.65732384 + closest estimate found: 6.30606678E-14 m away + + receiver located in slice 4 + in element 78910 + in elastic domain + at coordinates: + xi = -0.66374090420258203 + eta = -0.72260691706158675 + gamma = 1.0002897360852052 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: -140033.80141816696 + UTM y: 2238008.3715540334 + z: 4.6573238372802104 + depth: 6.3060667798708891E-014 m + + + + station # 11 CD KMI + original latitude : 25.1233006 + longitude : 102.739998 + UTM x : 877197.312 + UTM y : 2783832.50 + depth : 35.0000000 m + horizontal distance : 770.848816 km + target x, y, z : 877197.312 2783832.50 1915.04395 + closest estimate found: 4.65661509E-10 m away + + receiver located in slice 11 + in element 78624 + in elastic domain + at coordinates: + xi = 0.62732084697241441 + eta = 0.29989118863173064 + gamma = 0.97893665786714323 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 877197.28150966438 + UTM y: 2783832.4402666762 + z: 1915.0439453124995 + depth: 35.000000000000455 m + + + + station # 12 CD LSA + original latitude : 29.7000008 + longitude : 91.1500015 + UTM x : -260598.688 + UTM y : 3311462.00 + depth : 15.0000000 m + horizontal distance : 986.556152 km + target x, y, z : -260598.688 3311462.00 3926.81689 + closest estimate found: 4.65661287E-10 m away + + receiver located in slice 12 + in element 77844 + in elastic domain + at coordinates: + xi = -0.73077063055592040 + eta = 0.88807285075532572 + gamma = 0.99150502940718510 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: -260598.68199548265 + UTM y: 3311462.0451572924 + z: 3926.8168945312500 + depth: 15.000000000000000 m + + + + station # 13 HG CHG + original latitude : 18.7900009 + longitude : 98.9768982 + UTM x : 497565.688 + UTM y : 2077591.88 + depth : 0.00000000 m + horizontal distance : 470.551056 km + target x, y, z : 497565.688 2077591.88 316.830383 + closest estimate found: 4.69285166E-10 m away + + receiver located in slice 6 + in element 74012 + in elastic domain + at coordinates: + xi = -8.0770481895766841E-002 + eta = 0.91468560193190018 + gamma = 1.0001824899432035 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 497565.69375857373 + UTM y: 2077591.8358469177 + z: 316.83038330078131 + depth: 5.6843418860808015E-014 m + + + + station # 14 IC KMI + original latitude : 25.1233006 + longitude : 102.739998 + UTM x : 877197.312 + UTM y : 2783832.50 + depth : 35.0000000 m + horizontal distance : 770.848816 km + target x, y, z : 877197.312 2783832.50 1915.04395 + closest estimate found: 4.65661509E-10 m away + + receiver located in slice 11 + in element 78624 + in elastic domain + at coordinates: + xi = 0.62732084697241441 + eta = 0.29989118863173064 + gamma = 0.97893665786714323 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 877197.28150966438 + UTM y: 2783832.4402666762 + z: 1915.0439453124995 + depth: 35.000000000000455 m + + + + station # 15 IC LSA + original latitude : 29.7031002 + longitude : 91.1269989 + UTM x : -262810.688 + UTM y : 3311960.25 + depth : 15.0000000 m + horizontal distance : 988.011719 km + target x, y, z : -262810.688 3311960.25 3839.64746 + closest estimate found: 0.00000000 m away + + receiver located in slice 12 + in element 77971 + in elastic domain + at coordinates: + xi = -0.27316021196259532 + eta = -0.88102164469754740 + gamma = 0.99787742139052937 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: -262810.69760367332 + UTM y: 3311960.1511846818 + z: 3839.6474609375000 + depth: 15.000000000000000 m + + + + station # 16 IU CHTO + original latitude : 18.8141003 + longitude : 98.9442978 + UTM x : 494131.094 + UTM y : 2080259.12 + depth : 0.00000000 m + horizontal distance : 466.289001 km + target x, y, z : 494131.094 2080259.12 481.649719 + closest estimate found: 2.32830644E-10 m away + + receiver located in slice 6 + in element 74139 + in elastic domain + at coordinates: + xi = -0.47562318575800133 + eta = 0.15113123860800826 + gamma = 0.99577486546644345 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 494131.10078550025 + UTM y: 2080259.1528644869 + z: 481.64971923828119 + depth: 5.6843418860808015E-014 m + + + + station # 17 SR CHTO + original latitude : 18.7900009 + longitude : 98.9768982 + UTM x : 497565.688 + UTM y : 2077591.88 + depth : 100.000000 m + horizontal distance : 470.551056 km + target x, y, z : 497565.688 2077591.88 216.830383 + closest estimate found: 5.82077234E-11 m away + + receiver located in slice 6 + in element 74012 + in elastic domain + at coordinates: + xi = -8.0770481895807433E-002 + eta = 0.91468560193168436 + gamma = 0.93685670347012595 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: 497565.69375857362 + UTM y: 2077591.8358469172 + z: 216.83038330078116 + depth: 100.00000000000009 m + + + + station # 18 SR SHIO + original latitude : 25.5666008 + longitude : 91.8830032 + UTM x : -216008.516 + UTM y : 2846946.00 + depth : 91.0000000 m + horizontal distance : 579.341248 km + target x, y, z : -216008.516 2846946.00 1458.23486 + closest estimate found: 0.00000000 m away + + receiver located in slice 8 + in element 80547 + in elastic domain + at coordinates: + xi = 0.36088838603431123 + eta = -0.44310176989566430 + gamma = 0.94944374448010804 + rotation matrix: + nu1 = 1.00000000 0.00000000 0.00000000 + nu2 = 0.00000000 1.00000000 0.00000000 + nu3 = 0.00000000 0.00000000 1.00000000 + found UTM x: -216008.52341561648 + UTM y: 2846946.1187068922 + z: 1458.2348632812500 + depth: 91.000000000000000 m + + + + maximum error in location of all the receivers: 4.69285166E-10 m + + Elapsed time for receiver detection in seconds = 9.86365005E-02 + + End of receiver detection - done + + found a total of 18 receivers in all the slices + + source arrays: + number of sources is 265 + size of source array = 0.379085541 MB + = 3.70200723E-04 GB + + seismograms: + seismograms written by all processes + + Total number of simulation steps (NSTEP) = 50000 + writing out seismograms at every NTSTEP_BETWEEN_OUTPUT_SEISMOS = 50000 + number of subsampling steps for seismograms = 1 + Total number of samples for seismograms = 50000 + + + maximum number of local receivers is 5 in slice 6 + size of maximum seismogram array = 8.58306885 MB + = 8.38190317E-03 GB + + + Total number of samples for seismograms = 50000 + + Using 265 point sources + + + Simulation setup: + + no acoustic simulation + incorporating elastic simulation + no poroelastic simulation + + incorporating attenuation using 3 standard linear solids + not using attenuation from Olsen et al. + no anisotropy + incorporating the oceans using equivalent load + no gravity + incorporating movie simulation + + + preparing mass matrices + preparing constants + preparing wavefields + preparing fault simulation + no dynamic faults + no kinematic faults + no fault simulation + preparing attenuation + The code uses a constant Q quality factor, but approximated + based on a series of Zener standard linear solids (SLS). + Approximation is performed in the following frequency band: + + number of SLS bodies: 3 + + Reference frequency of anelastic model (Hz): 1.00000000 + period (s): 1.00000000 + Attenuation frequency band min/max (Hz): 2.00000009E-03 / 1.00000000 + period band min/max (s) : 1.00000000 / 500.000000 + Logarithmic center frequency (Hz): 4.47213612E-02 + period (s): 22.3606796 + + preparing gravity + no gravity simulation + preparing Stacey absorbing boundaries + preparing fields and constants on GPU devices + + minimum memory requested : 1984.5667610168457 MB per process + + loading elastic arrays + transferring initial wavefield + + GPU usage: free = 62334.5000 MB 96 % + used = 2610.31250 MB 4 % + total = 64944.8125 MB 100 % + + preparing optimized arrays + number of regular shaped elements : 0 + number of irregular shaped elements: 80704 + fused array done + bandwidth test (STREAM TRIAD): + memory accesses = 182.775726 MB + timing min/max = 1.53572103E-02 s / 1.55089730E-02 s + timing avg = 1.54403197E-02 s + bandwidth = 11.5601187 GB/s + with force_vectorization: + timing min/max = 1.54477358E-02 s / 1.55299157E-02 s + timing avg = 1.54961180E-02 s + bandwidth = 11.5184927 GB/s + + + Elapsed time for preparing timerun in seconds = 1.8112154519999999 + + ************ + time loop + ************ + scheme: Newmark + + time step: 1.99999996E-02 s + number of time steps: 50000 + total simulated time: 1000.00000 seconds + start time: -14.8161001 seconds + + All processes are synchronized before the time loop + + Starting time iteration loop... + + Time step # 5 + Time: -14.7361002 seconds + Elapsed time in seconds = 0.10504598000000032 + Elapsed time in hh:mm:ss = 0 h 00 m 00 s + Mean elapsed time per time step in seconds = 2.10091956E-02 + Max norm displacement vector U in all slices (m) = 1.19018132E-05 + Time steps done = 5 out of 50000 + Time steps remaining = 49995 + Estimated remaining time in seconds = 1050.35474 + Estimated remaining time in hh:mm:ss = 0 h 17 m 30 s + Estimated total run time in seconds = 1050.45984 + Estimated total run time in hh:mm:ss = 0 h 17 m 30 s + We have done 9.99999978E-03 % of that + The run will finish approximately on (in local time): Mon Dec 01, 2025 17:45 + ************************************************************ + **** BEWARE: the above time estimates are not very reliable + **** because fewer than 100 iterations have been performed + ************************************************************ + + Time step # 5000 + Time: 85.1639023 seconds + Elapsed time in seconds = 141.95203608800000 + Elapsed time in hh:mm:ss = 0 h 02 m 21 s + Mean elapsed time per time step in seconds = 2.83904076E-02 + Max norm displacement vector U in all slices (m) = 100.621078 + Time steps done = 5000 out of 50000 + Time steps remaining = 45000 + Estimated remaining time in seconds = 1277.56836 + Estimated remaining time in hh:mm:ss = 0 h 21 m 17 s + Estimated total run time in seconds = 1419.52039 + Estimated total run time in hh:mm:ss = 0 h 23 m 39 s + We have done 10.0000000 % of that + The run will finish approximately on (in local time): Mon Dec 01, 2025 17:50 + + Time step # 10000 + Time: 185.163895 seconds + Elapsed time in seconds = 283.75095838300001 + Elapsed time in hh:mm:ss = 0 h 04 m 43 s + Mean elapsed time per time step in seconds = 2.83750966E-02 + Max norm displacement vector U in all slices (m) = 100.801865 + Time steps done = 10000 out of 50000 + Time steps remaining = 40000 + Estimated remaining time in seconds = 1135.00378 + Estimated remaining time in hh:mm:ss = 0 h 18 m 55 s + Estimated total run time in seconds = 1418.75476 + Estimated total run time in hh:mm:ss = 0 h 23 m 38 s + We have done 20.0000000 % of that + The run will finish approximately on (in local time): Mon Dec 01, 2025 17:50 + + Time step # 15000 + Time: 285.163910 seconds + Elapsed time in seconds = 426.80151426200001 + Elapsed time in hh:mm:ss = 0 h 07 m 06 s + Mean elapsed time per time step in seconds = 2.84534339E-02 + Max norm displacement vector U in all slices (m) = 100.849419 + Time steps done = 15000 out of 50000 + Time steps remaining = 35000 + Estimated remaining time in seconds = 995.870178 + Estimated remaining time in hh:mm:ss = 0 h 16 m 35 s + Estimated total run time in seconds = 1422.67175 + Estimated total run time in hh:mm:ss = 0 h 23 m 42 s + We have done 30.0000000 % of that + The run will finish approximately on (in local time): Mon Dec 01, 2025 17:51 + + Time step # 20000 + Time: 385.163910 seconds + Elapsed time in seconds = 568.65500327600000 + Elapsed time in hh:mm:ss = 0 h 09 m 28 s + Mean elapsed time per time step in seconds = 2.84327511E-02 + Max norm displacement vector U in all slices (m) = 100.863564 + Time steps done = 20000 out of 50000 + Time steps remaining = 30000 + Estimated remaining time in seconds = 852.982483 + Estimated remaining time in hh:mm:ss = 0 h 14 m 12 s + Estimated total run time in seconds = 1421.63745 + Estimated total run time in hh:mm:ss = 0 h 23 m 41 s + We have done 40.0000000 % of that + The run will finish approximately on (in local time): Mon Dec 01, 2025 17:50 + + Time step # 25000 + Time: 485.163910 seconds + Elapsed time in seconds = 711.12409413199998 + Elapsed time in hh:mm:ss = 0 h 11 m 51 s + Mean elapsed time per time step in seconds = 2.84449644E-02 + Max norm displacement vector U in all slices (m) = 100.869759 + Time steps done = 25000 out of 50000 + Time steps remaining = 25000 + Estimated remaining time in seconds = 711.124084 + Estimated remaining time in hh:mm:ss = 0 h 11 m 51 s + Estimated total run time in seconds = 1422.24817 + Estimated total run time in hh:mm:ss = 0 h 23 m 42 s + We have done 50.0000000 % of that + The run will finish approximately on (in local time): Mon Dec 01, 2025 17:50 + + Time step # 30000 + Time: 585.163879 seconds + Elapsed time in seconds = 852.34378112200000 + Elapsed time in hh:mm:ss = 0 h 14 m 12 s + Mean elapsed time per time step in seconds = 2.84114592E-02 + Max norm displacement vector U in all slices (m) = 100.870010 + Time steps done = 30000 out of 50000 + Time steps remaining = 20000 + Estimated remaining time in seconds = 568.229187 + Estimated remaining time in hh:mm:ss = 0 h 09 m 28 s + Estimated total run time in seconds = 1420.57300 + Estimated total run time in hh:mm:ss = 0 h 23 m 40 s + We have done 60.0000000 % of that + The run will finish approximately on (in local time): Mon Dec 01, 2025 17:50 + + Time step # 35000 + Time: 685.163879 seconds + Elapsed time in seconds = 997.11861808200001 + Elapsed time in hh:mm:ss = 0 h 16 m 37 s + Mean elapsed time per time step in seconds = 2.84891035E-02 + Max norm displacement vector U in all slices (m) = 100.871735 + Time steps done = 35000 out of 50000 + Time steps remaining = 15000 + Estimated remaining time in seconds = 427.336548 + Estimated remaining time in hh:mm:ss = 0 h 07 m 07 s + Estimated total run time in seconds = 1424.45520 + Estimated total run time in hh:mm:ss = 0 h 23 m 44 s + We have done 70.0000000 % of that + The run will finish approximately on (in local time): Mon Dec 01, 2025 17:50 + + Time step # 40000 + Time: 785.163879 seconds + Elapsed time in seconds = 1138.5972244580000 + Elapsed time in hh:mm:ss = 0 h 18 m 58 s + Mean elapsed time per time step in seconds = 2.84649301E-02 + Max norm displacement vector U in all slices (m) = 100.871773 + Time steps done = 40000 out of 50000 + Time steps remaining = 10000 + Estimated remaining time in seconds = 284.649292 + Estimated remaining time in hh:mm:ss = 0 h 04 m 44 s + Estimated total run time in seconds = 1423.24658 + Estimated total run time in hh:mm:ss = 0 h 23 m 43 s + We have done 80.0000000 % of that + The run will finish approximately on (in local time): Mon Dec 01, 2025 17:51 + + Time step # 45000 + Time: 885.163879 seconds + Elapsed time in seconds = 1310.0934470000000 + Elapsed time in hh:mm:ss = 0 h 21 m 50 s + Mean elapsed time per time step in seconds = 2.91131884E-02 + Max norm displacement vector U in all slices (m) = 100.872635 + Time steps done = 45000 out of 50000 + Time steps remaining = 5000 + Estimated remaining time in seconds = 145.565933 + Estimated remaining time in hh:mm:ss = 0 h 02 m 25 s + Estimated total run time in seconds = 1455.65942 + Estimated total run time in hh:mm:ss = 0 h 24 m 15 s + We have done 90.0000000 % of that + The run will finish approximately on (in local time): Mon Dec 01, 2025 17:50 + + Time step # 50000 + Time: 985.163879 seconds + Elapsed time in seconds = 1452.0558882260000 + Elapsed time in hh:mm:ss = 0 h 24 m 12 s + Mean elapsed time per time step in seconds = 2.90411171E-02 + Max norm displacement vector U in all slices (m) = 100.872971 + Time steps done = 50000 out of 50000 + 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 = 1452.05591 + Estimated total run time in hh:mm:ss = 0 h 24 m 12 s + We have done 100.000000 % of that + + Writing the seismograms + Total number of time steps written: 50000 + Writing the seismograms in parallel took 2.72585320 seconds + + Time loop finished. Timing info: + Total elapsed time in seconds = 1455.2080263569999 + Total elapsed time in hh:mm:ss = 0 h 24 m 15 s + + finalizing simulation + + + End of the simulation + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/spectral_acceleration_BANGKOK.jpg b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/spectral_acceleration_BANGKOK.jpg new file mode 100644 index 000000000..9b6fd1329 Binary files /dev/null and b/EXAMPLES/real_world/Myanmar_Mw7.7/REF_SEIS/spectral_acceleration_BANGKOK.jpg differ diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/plot_spectral_response_BANGKOK.py b/EXAMPLES/real_world/Myanmar_Mw7.7/plot_spectral_response_BANGKOK.py new file mode 100755 index 000000000..0911e988b --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/plot_spectral_response_BANGKOK.py @@ -0,0 +1,151 @@ +#!/usr/bin/env python +# +# script to plot figure for spectral responses for Bangkok building collapse site +# +################################################################################# +import sys,os +import numpy as np +import matplotlib.pyplot as plt +import seaborn as sns # Optional: For more advanced styling + +# show figure (or only save to output file) +show = False +add_subplot = True +datadir = "OUTPUT_FILES" # default input file directory + +# get input +for arg in sys.argv: + if "--dir" in arg: + datadir = arg.split('=')[1] + elif "--show" in arg: + show = True + +print("plotting spectral responses:") + + +# checks data directory +if not os.path.isdir(datadir): + print(f" directory {datadir} not found") + print("") + print("Please specify directory holding files DB.BANGKOK.BX*.sema.spectral_response.dat with --dir=") + print("exiting...") + print("") + sys.exit(1) + +files = ( datadir + "/DB.BANGKOK.BXZ.sema.spectral_response.dat", + datadir + "/DB.BANGKOK.BXN.sema.spectral_response.dat", + datadir + "/DB.BANGKOK.BXE.sema.spectral_response.dat" ) + +print("files:") +for file in files: + print(" ",file) +print("") + +dat1 = np.loadtxt(files[0]) +dat2 = np.loadtxt(files[1]) +dat3 = np.loadtxt(files[2]) + +x = dat1[:,0] +y1 = dat1[:,1] +y2 = dat2[:,1] +y3 = dat3[:,1] + +# --- Enhanced Styling --- + +# color palette (using seaborn's default) +sns.set_palette("viridis") # Try other palettes like "viridis", "muted", "pastel", "deep" +colors = sns.color_palette() # Get the color palette + +# Adjust figure size for better readability +if add_subplot: + fig, ax1 = plt.subplots(figsize=(10, 7)) # Create the main figure and axes +else: + plt.figure(figsize=(10, 7)) + +# colored areas with transparency +alpha_value = 0.3 # Adjust for desired transparency + +plt.fill_between(x, y1, 0, color=colors[0], alpha=alpha_value, label='_nolegend_') # _nolegend_ prevents duplicate legend entries +plt.fill_between(x, y2, 0, color=colors[1], alpha=alpha_value, label='_nolegend_') +plt.fill_between(x, y3, 0, color=colors[2], alpha=alpha_value, label='_nolegend_') + +# lines +plt.plot(x, y1, label='Z - vertical component', color=sns.color_palette()[0], linestyle='-', linewidth=2, marker='o', markersize=6) +plt.plot(x, y2, label='N - horizontal', color=sns.color_palette()[1], linestyle='-', linewidth=2, marker='s', markersize=6) +plt.plot(x, y3, label='E - horizontal', color=sns.color_palette()[2], linestyle='-', linewidth=2, marker='^', markersize=6) +plt.ylim(0,0.01) + +plt.xlabel('Period (s)', fontsize=14) +plt.ylabel('Spectral Acceleration (g)', fontsize=14) +plt.title('Spectral response acceleration - BANGKOK Chatuchak building site', fontsize=16, fontweight='bold') + +# Enhance the legend +plt.legend(fontsize=12, loc='upper right', frameon=True, shadow=False) + +# Improve grid appearance +plt.grid(True, linestyle='--', alpha=0.5) + +# Add annotations (optional, but can highlight specific points) +#plt.annotate('Peak SA', xy=(3.2, 0.006), xytext=(4.5, 0.007), +# arrowprops=dict(facecolor='black', shrink=0.05), fontsize=10) + +# Adjust tick parameters for better readability +plt.xticks(fontsize=12) +plt.yticks(fontsize=12) + +# Add a subtle background style (optional) +plt.style.use('ggplot') # Try other styles like 'ggplot', 'seaborn-v0_8-darkgrid', 'seaborn-v0_8-whitegrid' + +# --- Create the subplot --- +# Sample data for the extra line plot in the subplot +file = datadir + "/DB.BANGKOK.BXZ.semd" +if add_subplot and os.path.isfile(file): + # reads trace + dat = np.loadtxt(file) + x_subplot = dat[:,0] + y_subplot = dat[:,1] + + # Define the position and size of the subplot (left, bottom, width, height) as fractions of the figure size + left, bottom, width, height = 0.6, 0.6, 0.38, 0.2 + ax2 = fig.add_axes([left, bottom, width, height]) + + # Show a line at y=0 + #ax2.axhline(y=0, color='black', linewidth=0.5, linestyle='-') + + # Move x-axis ticks to y=0 + ax2.spines['bottom'].set_position(('data', 0)) + ax2.spines['top'].set_visible(False) # Hide the default top spine + ax2.yaxis.set_ticks_position('left') + ax2.xaxis.set_ticks_position('bottom') + + # Plot a y=0 line in the subplot + ax2.plot(x_subplot, y_subplot, color=colors[0], linestyle='-', linewidth=1.2, label='displacement - Z component') + + # Style the subplot (optional) + #ax2.set_xlabel('Time', fontsize=10) + #ax2.set_ylabel('Value', fontsize=10) + #ax2.set_title('Additional Data', fontsize=12) + #ax2.tick_params(axis='both', which='major', labelsize=8) + ax2.set_xticks([0,500]) + ax2.set_yticks([]) + #ax2.grid(True, linestyle=':', alpha=0.0) + ax2.grid(False) + ax2.set_facecolor('white') + ax2.legend(fontsize=8,loc='lower right') + + # --- Show the plot --- + plt.tight_layout(rect=[0, 0, 1, 1]) # Adjust layout to make space for the subplot + +else: + # --- Show the plot --- + plt.tight_layout() # Adjust layout to prevent labels from overlapping + +# saves as JPEG file +filename = datadir + "/spectral_acceleration_BANGKOK.jpg" # "out.jpg" +plt.savefig(filename) +print("") +print("plotted spectral responses in: ",filename) +print("") + +if show: plt.show() + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/run_this_example.sh b/EXAMPLES/real_world/Myanmar_Mw7.7/run_this_example.sh new file mode 100755 index 000000000..3fe2fa179 --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/run_this_example.sh @@ -0,0 +1,100 @@ +#!/bin/bash + +echo "running example: `date`" +currentdir=`pwd` + +# check if topo files are created +if [ ! -e DATA/meshfem3D_files/ptopo.xyz.1.dat ]; then echo "Please run setup script ./setup_model.sh first..."; exit 1; fi + +# sets up directory structure in current example directory +echo +echo " setting up example..." +echo + +# cleans output files +mkdir -p OUTPUT_FILES +rm -rf OUTPUT_FILES/* + +# SPECFEM3D root directory +ROOT=../../../ + +# links executables +mkdir -p bin +cd bin/ +rm -f x* +for f in ../$ROOT/bin/x*; do + #echo "link executable: $f" + ln -s $f +done +cd ../ + +# stores setup +cp DATA/meshfem3D_files/Mesh_Par_file OUTPUT_FILES/ +cp DATA/Par_file OUTPUT_FILES/ +cp DATA/CMTSOLUTION OUTPUT_FILES/ +cp DATA/STATIONS OUTPUT_FILES/ + +# get the number of processors, ignoring comments in the Par_file +NPROC=`grep ^NPROC DATA/Par_file | grep -v -E '^[[:space:]]*#' | cut -d = -f 2` + +BASEMPIDIR=`grep ^LOCAL_PATH DATA/Par_file | cut -d = -f 2 ` +mkdir -p $BASEMPIDIR + +# runs in-house mesher +if [ "$NPROC" -eq 1 ]; then + # This is a serial simulation + echo + echo " running mesher..." + echo + ./bin/xmeshfem3D +else + # This is a MPI simulation + echo + echo " running mesher on $NPROC processors..." + echo + mpirun -np $NPROC ./bin/xmeshfem3D +fi +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +# runs database generation +if [ "$NPROC" -eq 1 ]; then + # This is a serial simulation + echo + echo " running database generation..." + echo + ./bin/xgenerate_databases +else + # This is a MPI simulation + echo + echo " running database generation on $NPROC processors..." + echo + mpirun -np $NPROC ./bin/xgenerate_databases +fi +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +# runs simulation +if [ "$NPROC" -eq 1 ]; then + # This is a serial simulation + echo + echo " running solver..." + echo + ./bin/xspecfem3D +else + # This is a MPI simulation + echo + echo " running solver on $NPROC processors..." + echo + mpirun -np $NPROC ./bin/xspecfem3D +fi +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +echo +echo "see results in directory: OUTPUT_FILES/" +echo +echo "done" +echo `date` + + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/setup_model.sh b/EXAMPLES/real_world/Myanmar_Mw7.7/setup_model.sh new file mode 100755 index 000000000..df8ca251c --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/setup_model.sh @@ -0,0 +1,236 @@ +#!/bin/bash +# +# script to download topography and EMC model data +# +################################################ + +## User parameters + +# topography resolution (topo30 == 30 arc-seconds) +topo=topo30 + +# shifted internal interface (in m) +toposhift=30000.0 +toposcale=0.0 + +# EMC model +model=FWEA23.r0.0-n4.nc + +################################################ + +# working directory +currentdir=`pwd` +echo +echo "directory: $currentdir" +echo + +# check needed scripts +if [ ! -e ./run_get_simulation_topography.py ]; then ln -s ../../../utils/scripts/run_get_simulation_topography.py; fi +if [ ! -e ./run_get_simulation_USGS_Vs30.py ]; then ln -s ../../../utils/scripts/run_get_simulation_USGS_Vs30.py; fi +if [ ! -e ./run_convert_IRIS_EMC_netCDF_2_tomo.py ]; then ln -s ../../../utils/scripts/run_convert_IRIS_EMC_netCDF_2_tomo.py; fi + +# region setup +if [ "$1" == "" ] || [ "$2" == "" ] || [ "$3" == ""] || [ "$4" == "" ]; then + echo + echo "using default region" + echo "(optional) to specify your own region, use: > ./setup_model.sh lon_min lon_max lat_min lat_max" + echo + + ## default region + # epicenter + lat=21.70 + lon=95.90 + # margin +/- + margin_lat=10.0 # includes Bangkok at around lat/lon: 13.7/100.5 + margin_lon=7.0 + shift_lat=-1.0 # to shift center location for better Bangkok distance to absorbing boundaries + shift_lon=1.0 + + # input region + lon_min=`echo "scale=2;$lon-$margin_lon+$shift_lon" | bc` + lon_max=`echo "scale=2;$lon+$margin_lon+$shift_lon" | bc` + lat_min=`echo "scale=2;$lat-$margin_lat+$shift_lat" | bc` + lat_max=`echo "scale=2;$lat+$margin_lat+$shift_lat" | bc` + + echo "epicenter: lat = $lat" + echo " lon = $lon" + echo + echo "range: lat min/max = $lat_min / $lat_max" + echo " lon min/max = $lon_min / $lon_max" + echo " using margin +/- $margin (degrees)" + echo " using shift center by lat/lon $shift_lat / $shift_lon" + echo + + region="${lon_min} ${lat_min} ${lon_max} ${lat_max}" + regionShort="${lon_min},${lat_min},${lon_max},${lat_max}" + + # extended area for velocity model and Vs30 + # from: ./run_get_simulation_topography.py 89.9 10.70 103.90 30.70 .. + # region: (89.9, 10.7, 103.9, 30.7) + # extended region: (88.6, 10.6, 104.61, 30.9) + regionExtended="88.6 10.6 104.61 30.9" + regionShortExtended="88.6,10.6,104.61,30.9" + +else + # region given as arguments + echo + echo "using input as region" + echo + # input region + lon_min=$1 + lon_max=$2 + lat_min=$3 + lat_max=$4 + + echo "range: lat min/max = $lat_min / $lat_max" + echo " lon min/max = $lon_min / $lon_max" + echo + + region="${lon_min} ${lat_min} ${lon_max} ${lat_max}" + regionShort="${lon_min},${lat_min},${lon_max},${lat_max}" + + # extended area for velocity model and Vs30 + lon_min_ext=`echo "scale=2;$lon_min-0.2" | bc` + lon_max_ext=`echo "scale=2;$lon_max+0.2" | bc` + lat_min_ext=`echo "scale=2;$lat_min-0.2" | bc` + lat_max_ext=`echo "scale=2;$lat_max+0.2" | bc` + regionExtended="${lon_min_ext} ${lat_min_ext} ${lon_max_ext} ${lat_max_ext}" + regionShortExtended="${lon_min_ext},${lat_min_ext},${lon_max_ext},${lat_max_ext}" +fi + +echo +echo "#################################################" +echo +echo "model setup..." +echo +echo "region: $region" +echo " short $regionShort" +echo +echo "#################################################" +echo + +# topo +./run_get_simulation_topography.py $region --SRTM=$topo --toposhift=$toposhift --toposcale=$toposcale + +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +# create additional dummy interface at 100km depth for meshing +if [ -e topo_data/ptopo.xyz.2.dat ]; then + # dummy at 100km depth + echo "creating dummy interface at 100km depth" + awk '{printf("%.6f\n",-100000.0);}' topo_data/ptopo.xyz.2.dat > topo_data/ptopo.xyz.2.100km.dat + cd DATA/meshfem3D_files/ + rm -f ptopo.xyz.2.100km.dat + ln -s ../../topo_data/ptopo.xyz.2.100km.dat + cd ../../ +fi + +# create additional dummy interface at 6km depth for meshing to accommodate topo +# topography in region has: min/max = <-3635.461182/7137.665527> +# for example: by 2 element layers +# -> at sea level : top elements (depth) ~ 6 / 2 = 3 km +# -> at lowest point : 2.4 / 2 = 1.2 km +# highest point: 13 / 2 = 6.5 km +# +if [ -e topo_data/ptopo.xyz.1.dat ]; then + # dummy at 6km depth + echo "creating dummy interface at 6km depth" + awk '{printf("%.6f\n",-6000.0);}' topo_data/ptopo.xyz.1.dat > ./topo_data/ptopo.xyz.2.6km.dat + cd DATA/meshfem3D_files/ + rm -f ptopo.xyz.2.6km.dat + ln -s ../../topo_data/ptopo.xyz.2.6km.dat + cd ../../ +fi + +echo +echo + +## +## download IRIS model +## + +# EMC model +if [ ! -e IRIS_EMC/${model} ]; then + echo + echo "downloading IRIS model..." + echo + echo "model: ${model}" + echo + + mkdir -p IRIS_EMC + cd IRIS_EMC/ + + wget https://ds.iris.edu/ds/products/script/emcscript/meta_2.py?model=${model} + # checks exit code + if [[ $? -ne 0 ]]; then exit 1; fi + + mv -v meta_2.py\?model=${model} ${model}.metadata.txt + # checks exit code + if [[ $? -ne 0 ]]; then exit 1; fi + + wget https://ds.iris.edu/files/products/emc/emc-files/${model} + + # checks exit code + if [[ $? -ne 0 ]]; then exit 1; fi + + cd ../ +fi + +# tomography model +echo +echo "#################################################" +echo +echo "setting up tomography model..." +echo +echo "#################################################" +echo + +# get the depth from Mesh_Par_file +DEP=`grep ^DEPTH_BLOCK_KM DATA/meshfem3D_files/Mesh_Par_file | grep -v -E '^[[:space:]]*#' | cut -d = -f 2` + +# Replace 'd' with '.'; for example "180.d0" -> "180.0" +DEPTH=$(echo "$DEP" | sed 's/d//') + +echo " model : ${model}" +echo " extended region : $regionShortExtended" +echo " depth (from Mesh_Par_file): $DEPTH (km)" +echo + +# EMC model +./run_convert_IRIS_EMC_netCDF_2_tomo.py --EMC_file=IRIS_EMC/${model} --mesh_area=$regionShortExtended --maximum_depth="${DEPTH}" +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +mkdir -p DATA/tomo_files +mv -v tomography_model.* DATA/tomo_files/ + +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +# USGS Vs30 +echo +echo "#################################################" +echo +echo "setting up USGS Vs30" +echo +echo "#################################################" +echo +echo " extended region : $regionExtended" +echo + +./run_get_simulation_USGS_Vs30.py $regionExtended +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +# add symbolic link +if [ -e USGS_VS30/interface_vs30.dat ]; then + echo "adding Vs30 interface to DATA/" + cd DATA/ + ln -s ../USGS_VS30/interface_vs30.dat + cd ../ +fi + +echo +echo "done" +echo diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_movie_files.sh b/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_movie_files.sh new file mode 100755 index 000000000..178e46340 --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_movie_files.sh @@ -0,0 +1,26 @@ +#!/bin/bash + +# simulation steps +NSTEP=`grep ^NSTEP DATA/Par_file | grep -v -E '^[[:space:]]*#' | cut -d = -f 2` + +echo "Par_file:" +echo " NSTEP = $NSTEP" +echo + +# creates movie files w/ norm of velocity + +./bin/xcreate_movie_shakemap_AVS_DX_GMT << EOF +2 +1 +$NSTEP +1 +1 +EOF + +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +echo +echo "done" +echo + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_shakemap.sh b/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_shakemap.sh new file mode 100755 index 000000000..9d4792dfc --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_shakemap.sh @@ -0,0 +1,43 @@ +#!/bin/bash + +pg=$1 + +if [ "$pg" == "" ]; then echo "usage: ./xcreate_shakemap.sh PG-Value[1==displ/2==vel/3==acc]"; exit 1; fi + +./bin/xcreate_movie_shakemap_AVS_DX_GMT << EOF +2 +-1 +$pg +2 +EOF + +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +# update parameter name in shakemap file +if [ -e OUTPUT_FILES/AVS_shaking_map.inp ]; then +echo "renaming shaking map variable..." + +case "$pg" in +1) + echo "peak-ground is 1: PGD" + sed -i "s:^ a, .*: PGD, b:" OUTPUT_FILES/AVS_shaking_map.inp + ;; +2) + echo "peak-ground is 2: PGV" + sed -i "s:^ a, .*: PGV, b:" OUTPUT_FILES/AVS_shaking_map.inp + ;; +3) + echo "peak-ground is 3: PGA" + sed -i "s:^ a, .*: PGA, b:" OUTPUT_FILES/AVS_shaking_map.inp + ;; +*) + echo "peak-ground is $pg: something else" + ;; +esac +fi + +echo +echo "done" +echo + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_snapshot.sh b/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_snapshot.sh new file mode 100755 index 000000000..1c7dd8fed --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_snapshot.sh @@ -0,0 +1,42 @@ +#!/bin/bash + +# single snapshot +nstep=$1 + +if [ "$1" == "" ]; then echo "usage: ./xcreate_snapshot.sh moviedata-timestep [e.g. 10000]"; exit 1; fi + +# check needed scripts +if [ ! -e ./plot_with_blender.py ]; then ln -s ../../../utils/Visualization/Blender/python_blender/plot_with_blender.py; fi + +# check output file folder +if [ ! -e OUTPUT_FILES ]; then echo "sorry, folder OUTPUT_FILES/ not found..."; exit 1; fi + +# creates movie files w/ norm of velocity +./bin/xcreate_movie_shakemap_AVS_DX_GMT << EOF +2 +$nstep +$nstep +1 +1 +EOF + +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +# render images +echo "******************************************" +echo "movie image: 1 out of 1" +echo "******************************************" + +# larger scale +./plot_with_blender.py --vtk_file=OUTPUT_FILES/AVS_movie_000001.inp --color-max=0.1 --colormap=2 --title="Myanmar" --transparent-sea-level --background-dark --locations=interesting_locations.dat --utm_zone=47 --sea-level-separation=0.001 --vertical-exaggeration=2.0 + +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +mv -v out.jpg OUTPUT_FILES/image.snapshot_$nstep.jpg + +echo +echo "plotted snapshot to: OUTPUT_FILES/image.snapshot_$nstep.jpg" +echo + diff --git a/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_spectral_response.sh b/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_spectral_response.sh new file mode 100755 index 000000000..ed48ee26f --- /dev/null +++ b/EXAMPLES/real_world/Myanmar_Mw7.7/xcreate_spectral_response.sh @@ -0,0 +1,32 @@ +#!/bin/bash + +dir=$1 + +if [ "$1" == "" ]; then echo "usage: ./xcreate_spectral_response.sh directory[holding input files DB.BANGKOK.BX*.sema; e.g. OUTPUT_FILES/]"; exit 1; fi + + +# check needed scripts +if [ ! -e ./run_spectral_response.py ]; then ln -s ../../../utils/scripts/run_spectral_response.py; fi + +# calculates spectral responses +./run_spectral_response.py $dir/DB.BANGKOK.BXN.sema +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +./run_spectral_response.py $dir/DB.BANGKOK.BXE.sema +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +./run_spectral_response.py $dir/DB.BANGKOK.BXZ.sema +# checks exit code +if [[ $? -ne 0 ]]; then exit 1; fi + +# plot combined figure w/ all direction (N/E/Z) +if [ -e ./OUTPUT_FILES/DB.BANGKOK.BXN.sema.spectral_response.dat ] && [ -e ./OUTPUT_FILES/DB.BANGKOK.BXE.sema.spectral_response.dat ] && [ -e ./OUTPUT_FILES/DB.BANGKOK.BXZ.sema.spectral_response.dat ] ; then + ./plot_spectral_response_BANGKOK.py +fi + +echo +echo "done" +echo + diff --git a/src/generate_databases/model_scattering.f90 b/src/generate_databases/model_scattering.f90 index adef931c4..96e8bcfdb 100644 --- a/src/generate_databases/model_scattering.f90 +++ b/src/generate_databases/model_scattering.f90 @@ -45,6 +45,7 @@ module model_scattering_par ! perturbation array (regular x/y/z grid) 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] @@ -52,6 +53,7 @@ module model_scattering_par ! for mesh interpolations ! 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 double precision :: grid_dx double precision :: grid_cell_size ! fft grid cell size @@ -303,6 +305,10 @@ subroutine setup_grid() grid_origin_y = y_min_all grid_origin_z = z_min_all + grid_dim_x = dim_x + grid_dim_y = dim_y + grid_dim_z = dim_z + ! store normalization factor to get fft grid in range [0,1] grid_normalization_factor = dim_max @@ -445,7 +451,9 @@ subroutine generate_perturbations() real(kind=CUSTOM_REAL),dimension(:),allocatable :: freqs integer :: N,npower_of_2,index_k_lambda integer :: i,j,k,ik,ier + double precision :: mb_size + ! complex array in double precision (must match with fft.f90 precision) integer, parameter :: CUSTOM_CMPLX = 8 complex(kind=CUSTOM_CMPLX),dimension(:,:,:),allocatable :: kxyz_dist complex(kind=CUSTOM_CMPLX) :: k_random @@ -521,11 +529,22 @@ subroutine generate_perturbations() write(IMAIN,*) ' FFT using number of grid points : N = ',N write(IMAIN,*) ' FFT using power of 2 : npower_of_2 = ',npower_of_2 write(IMAIN,*) ' grid spacing : dx = ',sngl(grid_dx * grid_normalization_factor),'(m)' - write(IMAIN,*) ' grid memory size : ',dble(N) * dble(N) * dble(N) * dble(CUSTOM_REAL) / 1024.d0 / 1024.d0,'MB' + ! memory required + mb_size = dble(N) * dble(N) * dble(N) * dble(CUSTOM_REAL) / 1024.d0 / 1024.d0 + write(IMAIN,*) ' grid memory size : ',sngl(mb_size),'MB' 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 + ! 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 + ! wavenumbers ! min/max: k_max = 2 pi / (2 dx) k_min = real(2.d0 * PI / (N * grid_dx),kind=CUSTOM_REAL) @@ -615,12 +634,7 @@ subroutine generate_perturbations() !call random_number(rand_phase) !print *,'debug: rank ',myrank,'random number 1: ',rand_phase - ! perturbation grid array - allocate(perturbation_grid(N,N,N),stat=ier) - if (ier /= 0) stop 'Error allocating perturbation_grid array' - perturbation_grid(:,:,:) = 0.0_CUSTOM_REAL - - ! wavenumber distribution + ! 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) @@ -650,10 +664,8 @@ subroutine generate_perturbations() enddo ! user output - if (myrank == 0) then - write(IMAIN,*) ' starting 3D FFTs' - call flush_IMAIN() - endif + write(IMAIN,*) ' starting 3D FFTs' + call flush_IMAIN() ! define symmetry conditions for 3D FFT call fft_apply_3D_symmetry(kxyz_dist,N) @@ -690,10 +702,24 @@ subroutine generate_perturbations() ! 3D FFT call FFT_3D(N, npower_of_2, kxyz_dist, -1.0_CUSTOM_REAL, dk, mpow) ! inverse 3D FFT (zign == -1) + ! user output + write(IMAIN,*) + write(IMAIN,*) ' perturbations: grid Nx/Ny/Nz = ',pert_Nx,'/',pert_Ny,'/',pert_Nz + ! memory required + mb_size = dble(pert_Nx) * dble(pert_Ny) * dble(pert_Nz) * 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 + ! stores real part - do k = 1,N - do j = 1,N - do i = 1,N + 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) enddo @@ -701,22 +727,26 @@ subroutine generate_perturbations() enddo ! user output - if (myrank == 0) then - write(IMAIN,*) ' applying scaling: maximum amplitude = ',SCATTERING_STRENGTH - call flush_IMAIN() - endif + write(IMAIN,*) ' applying scaling: maximum amplitude = ',SCATTERING_STRENGTH + call flush_IMAIN() ! debug !print *,'before scattering perturbation: min/max = ',minval(perturbation_grid),'/',maxval(perturbation_grid) !print *,' average = ',sum(perturbation_grid)/(N*N*N) ! applies scaling + ! + ! note: let's get the average and absolute maximum value from the actual perturbation_grid() array. + ! this might differ a bit from the full kxyz_dist() array, depending on the chosen (partial) + ! 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) + ! makes sure it has a zero average - val_avg = sum(perturbation_grid) / (N*N*N) perturbation_grid(:,:,:) = perturbation_grid(:,:,:) - val_avg ! normalizes to range [-1,1] - val_max = maxval(abs(perturbation_grid)) if (val_max > 0.0_CUSTOM_REAL) then perturbation_grid(:,:,:) = perturbation_grid(:,:,:) / val_max endif @@ -739,19 +769,19 @@ subroutine generate_perturbations() ! allocates grid on secondary processes if (myrank /= 0) then ! perturbation grid array - allocate(perturbation_grid(N,N,N),stat=ier) + 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 ! main process distributes grid to all other arrays - call bcast_all_cr(perturbation_grid,N*N*N) + call bcast_all_cr(perturbation_grid,pert_Nx * pert_Ny * pert_Nz) ! 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)/(N*N*N) + write(IMAIN,*) ' average = ',sum(perturbation_grid)/ real(pert_Nx * pert_Ny * pert_Nz,kind=CUSTOM_REAL) write(IMAIN,*) ! timing tCPU = wtime() - time_start @@ -764,7 +794,7 @@ subroutine generate_perturbations() if (SAVE_MESH_FILES .and. myrank == 0) then ! output VTU file for visual inspection name = 'perturbation_grid' - call plot_grid_data(perturbation_grid,N,name) + call plot_grid_data(perturbation_grid,pert_Nx,pert_Ny,pert_Nz,name) endif end subroutine generate_perturbations @@ -773,15 +803,65 @@ end subroutine generate_perturbations !------------------------------------------------------------------------------------------------- ! - subroutine plot_grid_data(array,N,name) + subroutine get_grid_average_max(array,Nx,Ny,Nz,val_avg,val_max) + + use constants, only: CUSTOM_REAL,SIZE_DOUBLE + + implicit none + + integer, intent(in) :: Nx,Ny,Nz + real(kind=CUSTOM_REAL),dimension(Nx,Ny,Nz), intent(in) :: array + real(kind=CUSTOM_REAL), intent(out) :: val_avg,val_max + + ! local parameters + integer :: i,j,k + double precision :: davg,dmax,dval + + ! initializes + val_avg = 0.0_CUSTOM_REAL + val_max = 0.0_CUSTOM_REAL + + ! in custom real + !val_avg = sum(perturbation_grid) / real(pert_Nx * pert_Ny * pert_Nz, kind=CUSTOM_REAL) + !val_max = maxval(abs(perturbation_grid)) + + ! determine average and maximum value (in double precision) + davg = 0.d0 + dmax = 0.d0 + do k = 1,Nz + do j = 1,Ny + do i = 1,Nx + ! in double precision + dval = real(array(i,j,k),kind=SIZE_DOUBLE) + ! for avg + davg = davg + dval + ! for max + dmax = max(dmax,abs(dval)) + enddo + enddo + enddo + ! takes average + davg = davg / dble(Nx * Ny * Nz) + + ! return as custom real values + val_avg = real(davg, kind=CUSTOM_REAL) + val_max = real(dmax, kind=CUSTOM_REAL) + + end subroutine get_grid_average_max + +! +!------------------------------------------------------------------------------------------------- +! + + subroutine plot_grid_data(array,Nx,Ny,Nz,name) use constants, only: myrank,IMAIN,CUSTOM_REAL,MAX_STRING_LEN use model_scattering_par, only: grid_origin_x,grid_origin_y,grid_origin_z,grid_dx,grid_normalization_factor implicit none - integer, intent(in) :: N - real(kind=CUSTOM_REAL),dimension(N,N,N),intent(in) :: array + integer, intent(in) :: Nx,Ny,Nz + real(kind=CUSTOM_REAL),dimension(Nx,Ny,Nz),intent(in) :: array character(len=MAX_STRING_LEN),intent(in) :: name ! local parameters @@ -796,8 +876,8 @@ subroutine plot_grid_data(array,N,name) character(len=MAX_STRING_LEN) :: mesh_file,var_name ! regular grid - np = N * N * N ! total number of points - ne = (N-1) * (N-1) * (N-1) ! total number of elements + np = Nx * Ny * Nz ! total number of points + ne = (Nx-1) * (Ny-1) * (Nz-1) ! total number of elements ! creates array to hold point data allocate(total_dat(np),stat=ier) @@ -815,14 +895,14 @@ subroutine plot_grid_data(array,N,name) ! regular grid points values np = 0 - do k = 1,N - do j = 1,N - do i = 1,N + do k = 1,Nz + do j = 1,Ny + do i = 1,Nx ! number counter np = np + 1 ! checks point index - ixyz = i + (j-1) * (N) + (k-1) * (N * N) + ixyz = i + (j-1) * (Nx) + (k-1) * (Nx * Ny) if (np /= ixyz) stop 'Invalid grid point' ! array value @@ -837,9 +917,9 @@ subroutine plot_grid_data(array,N,name) enddo ! element connections ne = 0 - do k = 1,N-1 - do j = 1,N-1 - do i = 1,N-1 + do k = 1,Nz-1 + do j = 1,Ny-1 + do i = 1,Nx-1 ! element counter ne = ne + 1 @@ -847,14 +927,14 @@ subroutine plot_grid_data(array,N,name) !ixyz = i + (j-1) * (N) + (k-1) * (N * N) ! element corners - n1 = i + (j-1) * (N) + (k-1) * (N * N) ! i ,j ,k - n2 = (i+1) + (j-1) * (N) + (k-1) * (N * N) ! i+1,j ,k - n3 = (i+1) + (j ) * (N) + (k-1) * (N * N) ! i+1,j+1,k - n4 = i + (j ) * (N) + (k-1) * (N * N) ! i ,j+1,k - n5 = i + (j-1) * (N) + (k ) * (N * N) ! i ,j ,k+1 - n6 = (i+1) + (j-1) * (N) + (k ) * (N * N) ! i+1,j ,k+1 - n7 = (i+1) + (j ) * (N) + (k ) * (N * N) ! i+1,j+1,k+1 - n8 = i + (j ) * (N) + (k ) * (N * N) ! i ,j+1,k+1 + n1 = i + (j-1) * (Nx) + (k-1) * (Nx * Ny) ! i ,j ,k + n2 = (i+1) + (j-1) * (Nx) + (k-1) * (Nx * Ny) ! i+1,j ,k + n3 = (i+1) + (j ) * (Nx) + (k-1) * (Nx * Ny) ! i+1,j+1,k + n4 = i + (j ) * (Nx) + (k-1) * (Nx * Ny) ! i ,j+1,k + n5 = i + (j-1) * (Nx) + (k ) * (Nx * Ny) ! i ,j ,k+1 + n6 = (i+1) + (j-1) * (Nx) + (k ) * (Nx * Ny) ! i+1,j ,k+1 + n7 = (i+1) + (j ) * (Nx) + (k ) * (Nx * Ny) ! i+1,j+1,k+1 + n8 = i + (j ) * (Nx) + (k ) * (Nx * Ny) ! i ,j+1,k+1 ! note: indices for VTK start at 0 total_dat_con(1,ne) = n1 - 1 @@ -913,7 +993,7 @@ subroutine model_scattering_add_perturbations(imaterial_id,xmesh,ymesh,zmesh, & ! local parameters double precision :: pert_val,scaling - integer :: ix,iy,iz,N + integer :: ix,iy,iz,Nx,Ny,Nz ! positioning double precision :: offset_x,offset_y,offset_z double precision :: spac_x,spac_y,spac_z @@ -949,15 +1029,17 @@ subroutine model_scattering_add_perturbations(imaterial_id,xmesh,ymesh,zmesh, & iz = iz + 1 ! number of grid points (in x,y,z direction) - N = grid_N + 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 gamma_interp_x = 0.d0 endif - if (ix > N-1) then - ix = N-1 + if (ix > Nx-1) then + ix = Nx-1 gamma_interp_x = 1.d0 endif @@ -965,8 +1047,8 @@ subroutine model_scattering_add_perturbations(imaterial_id,xmesh,ymesh,zmesh, & iy = 1 gamma_interp_y = 0.d0 endif - if (iy > N-1) then - iy = N-1 + if (iy > Ny-1) then + iy = Ny-1 gamma_interp_y = 1.d0 endif @@ -974,8 +1056,8 @@ subroutine model_scattering_add_perturbations(imaterial_id,xmesh,ymesh,zmesh, & iz = 1 gamma_interp_z = 0.d0 endif - if (iz > N-1) then - iz = N-1 + if (iz > Nz-1) then + iz = Nz-1 gamma_interp_z = 1.d0 endif diff --git a/utils/Visualization/Blender/python_blender/plot_with_blender.py b/utils/Visualization/Blender/python_blender/plot_with_blender.py index b1423f039..a7ee87800 100755 --- a/utils/Visualization/Blender/python_blender/plot_with_blender.py +++ b/utils/Visualization/Blender/python_blender/plot_with_blender.py @@ -2159,7 +2159,7 @@ def add_title(title: str="") -> None: def add_location_labels(locations_file: str="") -> None: """ - adds locations defined in file + adds locations defined in file """ global centered_view,use_white_location_labels global location_labels_color diff --git a/utils/scripts/clean_listings_specfem.py b/utils/scripts/clean_listings_specfem.py index f3030bba8..c1bc8dad7 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','.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'] diff --git a/utils/scripts/run_spectral_response.py b/utils/scripts/run_spectral_response.py new file mode 100755 index 000000000..16d0be2fe --- /dev/null +++ b/utils/scripts/run_spectral_response.py @@ -0,0 +1,647 @@ +#!/usr/bin/env python +# +# calculates the spectral reponse of a building represented as a single-degree-of-freedom (SDOF) system +# due to shaking caused by an earthquake. +# +# Note: this python script requires extra packages for +# - matplotlib (version 2.1.2) : > pip install -U matplotlib +# - numpy (version 1.14.0): > pip install -U numpy +# - obspy (version 1.1.0) : > pip install -U obspy +from __future__ import print_function +import os,sys + +import matplotlib as mpl +print("matplotlib version: ",mpl.__version__) + +import matplotlib.pyplot as plt +plt.style.use('ggplot') +plt.rcParams['figure.figsize'] = 20, 5 +plt.rcParams['lines.linewidth'] = 0.5 + +## numpy +import numpy as np +print("numpy version: ",np.__version__) + +# do not show scipy warnings +import warnings +warnings.filterwarnings('ignore') + +# uses obspy +# http://docs.obspy.org +# a python framework for seismology +import obspy +print("obspy version: ",obspy.__version__) +print("") + +#################################################################################### +# USER parameter + +# show amplitude spectra +show_spectra = True + +#################################################################################### + + +# ## Theory +# +# To model the spectral response, we use a single-degree-of-freedom (SDOF) damped oscillator to mimick a building. +# The building has a specified mass $m$, stiffness $k$ and damping coefficient $c$. The spectral response is governed by the equation +# +# $$ +# \partial_t^2 u(t) + 2 \xi \omega_0 \, \partial_t u(t) + \omega_0^2 \, u(t) = F(t) +# $$ +# +# for the building's natural frequency $\omega_0 = \sqrt{\frac{k}{m}}$ and damping factor $\xi = \frac{c}{2 m \omega_0}$, +# driven by the earthquake ground motion $F(t)$. The building's natural period is $T_0 = \frac{2 \pi}{\omega_0}$. +# The earthquake forcing $F(t)$ is given by the ground motion acceleration recorded at the building site.
+# +# To solve this equation, we discrectize $t^n = n \Delta t$ and solve the equation by a Newmark time scheme. +# The Newmark scheme is a predictor-corrector scheme using displacement $u(t)$, velocity $\dot{u}(t)$ and acceleration $\ddot{u}(t)$. +# +# Each time step starts with a predictor step for displacement, velocity and acceleration: +# $$ +# {u}^{n+1} = {u}^{n} + \Delta t \, \dot{u}^{n} + \frac{\Delta t^2}{2} \, \ddot{u}^{n} \\ +# \dot{u}^{n+1} = \dot{u}^{n} + \frac{\Delta t}{2} \, \ddot{u}^{n} \\ +# \ddot{u}^{n+1} = 0 +# $$ +# +# followed by solving the right-hand side of the SDOF equation for acceleration $\ddot{u}$: +# $$ +# \ddot{u}^{n+1} = - \omega_0^2 \, u^{n+1} - 2 \xi \omega_0 \, \dot{u}^{n+1} + F(t^{n+1}) +# $$ +# +# and finished by a corrector step for velocity: +# $$ +# \dot{u}^{n+1} = \dot{u}^{n+1} + \frac{\Delta t}{2} \, \ddot{u}^{n+1} +# $$ +# +# Since the equation holds a velocity damping term, the acceleration $\ddot{u}^{n+1}$ will have to be multiplied +# by a factor $\frac{1}{M + \frac{\Delta t}{2} C}$ where mass matrix $M = 1$ and damping matrix $C = 2 \xi \omega_0$ for our case. + + +def download_data(): + # Myanmar 2025-03-28 Mw7.7 earthquake + print("getting event information...") + from obspy.clients.fdsn import Client + + event_time = obspy.UTCDateTime("2025-03-28T06:20:54") + + # data client + # data centers: FDSN, IRIS, ORFEUS, IPGP, ETH, GFZ, RESIF, GEONET, USGS, .. + c = Client("IRIS") + + # plus/minus 10 min + starttime = event_time - 10 * 60 + endtime = event_time + 10 * 60 + Mw_min = 7.0 + + catalog = c.get_events(starttime=starttime, endtime=endtime, minmagnitude=Mw_min) + # or + #catalog = c.get_events(eventid=3320897) + print("Event catalog:") + print(catalog) + + # see wilber + # https://ds.iris.edu/wilber3/find_stations/11952284 + # + # closest station: IU.CHTO + print("getting station information...") + + # gets station informations + t1 = event_time + # adds 10 minutes + t2 = t1 + 10 * 60 + + # see wilber info: + # CHTO loc 00: Streckeisen at depth 0.0 + # loc 10: Streckeisen at depth 100.0 + # + # traces of 00 seem to be clipped, better for loc 10 + # however, after removing and converting to acc/disp both look ok... + # -> taking the one on the surface "00" + + net = "IU" # network + sta = "CHTO" # station name + loc = "00" #"*" + cha = "BHZ" # vertical component + + # see if station has some valuable records + inventory = c.get_stations(network=net, station=sta,starttime=t1,endtime=t2) + print(inventory) + + # dowloads seismogram as a stream + st = c.get_waveforms(network=net, station=sta, location=loc, channel=cha, + starttime=t1,endtime=t2, attach_response=True) + print(st) + print("") + + return st + +def get_processed_data_accel(st): + ## data processing + # trace statistics + tr = st[0] + + #print(tr.stats) + npts = tr.stats.npts # number of samples + dt = tr.stats.delta # time step + duration = npts * dt + + freq_Ny = 1.0/(2.0 * dt) # Nyquist frequency + freq_min = 1./duration # minimal possible frequency for length of trace + + print("trace:") + print(" dt = ",dt) + print(" duration = ",duration,"s"," = ",duration/60.,"min"," = ",duration/60./60.,"h") + print(" Nyquist frequency = ",freq_Ny) + print(" minimum frequency = ",freq_min) + print("") + + # plotting traces + st.plot(); + + ## data processing + # detrending & tapering + st.detrend("linear") + st.detrend("demean") + st.taper(max_percentage=0.05) + + # instrument response removal + # (unstable procedure) + # + # STS-2 instrument has a broadband range between 120s - 50 Hz + # Streckeisen STS-2.5: range between 120s - 50 Hz (https://streckeisen.swiss/en/products/sts-2.5/) + # frequency range + f1 = 1.0/150.0 # low-frequency taper range (Hz) + f2 = 1.0/120.0 + f3 = 50.0 # high-frequency taper range (Hz) + f4 = 60.0 + + # acceleration + st_accel = st.copy() + st_accel.remove_response(output="ACC",pre_filt=(f1,f2,f3,f4)) + + print("data converted to acceleration:") + print(" vertical acceleration min/max = ",st_accel[0].data.min(),"/",st_accel[0].data.max(),"(m)") + print("") + + # plotting + st_accel.plot() + + return st_accel + +# +# +# ## Model spectral response +# +# Let us model the spectral response for this ground motion record. +# +# spectral response +def spectral_response(F,T_period,damping,deltat,show_info=False): + + # sets natural frequency + omega_0 = 2.0 * np.pi / T_period + + # building damping coefficient + xi = damping + + print("spectral response - natural period = {:1.2f} (s)".format(T_period)) + print(" building damping = {:.1f} (%)".format(xi * 100.0)) + #print(" natural (angular) frequency = {:1.2} (Hz)".format(omega_0)) + + # equation: a + 2 xi omega v + omega^2 d = F + # + # we model: M a + C v + K d = F + # and M = 1 + # C = 2 xi omega + # K = omega^2 + # + # the building damping given as input here is directly xi. + # + # if we would know the building mass (m), stiffness (k) and viscous damping (c), we could find + # the building damping factor xi = c / (2.0 * m * omega_0), and the natural frequency omega_0 = sqrt(k/m) + # + # as example: let estimate building mass & effective stiffness of the building with the given natural period + # + # for buildings, we define stiffness k in [N/m] = [Pascal * m], and mass m in [kg] + # -> frequency omega = sqrt(k/m) has units sqrt([N/m]/[kg]) = sqrt([kg m s^(-2) / m] / [kg] ) + # = sqrt([1/s^2]) = [1/s] = [Hz] + # + # stiffness k would related to the elastic modulus kappa by a certain area A (e.g., base area), + # and length L of the structure (e.g., building height): + # k = kappa * A/L + # + # for wave speeds, we define c = sqrt( kappa /rho ) + # with units c [m/s] and elastic modulus kappa in [N/m^2]=[Pascal] and density rho in [kg/m^3] + # + # + # steel buildings: we just make a rough estimate about the weight, stiffness a number of stories + # for such a building + # + # weight : 600 (floor) + 200 (top) tons per story + # stiffness: 60,000 - 80,000 kN/m smaller buildings are stiffer, + # taller buildings more flexible + # + if show_info: + # assumed effective building stiffness + k = 80.0 * 10**6 # 80,000 kN/m = 80.0 * 10**6 N/m + + # estimated building mass: + # given the building natural frequency, we have omega_0 = sqrt( k / m ) + # with k = [N/m], m = [kg], omega = [Hz] -> mass m + m = k / (omega_0**2) + + # estimated number of stories + mass_per_story = 800. * 1000.0 # 800 tons + number_of_stories = int(m / mass_per_story) + + # estimated damping coefficient c: + # xi = c / (2.0 * m * omega_0) # building damping xi is unit-less, c has units [kg s^{-1}] + c = xi * 2.0 * m * omega_0 + + # info + print("") + print(" example: assumed building stiffness = {:.2f} (kN/m)".format(k/1000.0)) + print(" -> building c = {:.2e} (kg/s)".format(c)) + print(" building mass = {:.2f} (tons)".format(m/1000.0)) + print(" estimated a {}-story building".format(number_of_stories)) + print("") + + # time loop + DT = deltat + NSTEP = len(F) + + u = np.zeros(NSTEP) # displacement + v = np.zeros(NSTEP) # velocity + a = np.zeros(NSTEP) # acceleration + + # Newmark scheme for equations with damping: + # system: M a + C v + K d = F + # -> requires a mass matrix correction (M + DT/2 C) to solve for a in a Newmark scheme: + # a = 1/(M + DT/2 C) [ - K d - C v + F] + # + # in our case: a + 2 xi omega * v + omega^2 * d = F + # and therefore M = 1, C = 2 xi omega_0 + # -> the mass "correction" factor becomes: 1/(1 + DT/2 C) + # + # note that the forcing F is usually taken in the opposite direction as the ground motion acceleration + # F = - a_ground + # + # stability condition: + # the scheme we use is an explicit scheme and imposes a stability condition on the time step size: + # (see Hughes, 1987, book on Finite-element method, chapter 9, section 9.1.2) + # dt/T < C_critical / (2 pi) + # or + # dt < T/(2pi) * C_critical = 1/omega * C_critical + # with constant C_critical~2 and period T + if DT >= 2.0 / omega_0: + print(" stability condition not satisfied: DT =",DT," should be < ",2.0/omega_0) + return u,v,a + + fac_damp_scheme = 1.0 / (1.0 + DT/2.0 * 2.0 * xi * omega_0) + + for i in range(len(F)-1): + # predictor + u[i+1] = u[i] + DT * v[i] + DT**2/2.0 * a[i] + v[i+1] = v[i] + DT/2.0 * a[i] + a[i+1] = 0.0 + + # solve + a[i+1] = - omega_0**2 * u[i+1] - 2.0 * xi * omega_0 * v[i+1] - F[i+1] + a[i+1] = fac_damp_scheme * a[i+1] + + # corrector + v[i+1] = v[i+1] + DT/2.0 * a[i+1] + + # checks stability of the scheme + if u[i+1] > 1.e50: + print("modeling became unstable") + u[:] = 0.0 + v[:] = 0.0 + a[:] = 0.0 + return u,v,a + + return u,v,a # displacement,velocity,acceleration + + + +def get_spectral_response(traceName=None,T_period=None,damping=0.05,SA_max_value=None,show=False): + ## computes spectral response for trace + global show_spectra + + print("*****************") + print("Spectral response") + print("*****************") + print("") + + # get trace values + if traceName == None: + # download data as data stream + st = download_data() + + # get acceleration + st_accel = get_processed_data_accel(st) + + # selects acceleration trace + tr = st_accel[0] + + else: + # read from file + if 1 == 0: + # doesn't work... + st = obspy.read(traceName,format='TSPAIR') + print(st) + print("") + tr = st[0] + else: + # read data w/ numpy + data = np.loadtxt(traceName) + # time/trace data + data_time = data[:,0] + data_trace = data[:,1] + # determine t0,deltat + t0 = data_time[0] + deltat = data_time[1] - data_time[0] + + # obspy trace object + tr = obspy.Trace() + + # specfem file: **network**.**station**.**comp**.sem.ascii + basename = os.path.basename(traceName) + names = str.split(basename,".") + #print("names: ",names) + + # sets trace stats + tr.stats.network = names[0] + tr.stats.station = names[1] + tr.stats.channel = names[2] + tr.stats.location = "00" + tr.stats._format = "specfem ascii" + tr.stats.ascii = {u'unit': u'M'} + tr.stats.mseed = {u'dataquality': u'B'} + # arbitrary starttime + tr.stats.starttime = obspy.UTCDateTime(2025, 1, 1, 1, 0, 0) + + # sets trace data + tr.data = data_trace + #tr.stats.npts = n # automatically set + # sets time step + tr.stats.delta = deltat + #tr.sampling_rate = 1.0/delta #automatically set + # sets start time + tr.stats.starttime += t0 + #print("start time: ",tr.stats.starttime) + + + print("trace: ",tr) + + # show plots + if show: tr.plot() + + # checks trace + tr.verify() + + # plotting spectra + if show_spectra: + print("plotting amplitude spectra...") + # vertical component + #tr = st.select(component="Z").copy() # in case stream has more components (E,N,Z) + tr_amp = tr.copy() + # Nyquist frequency + freq_Ny = 1.0/(2.0 * tr_amp.stats.delta) + # Frequency domain + FT = np.fft.rfft(tr_amp.data) + # amplitude spectrum + FT = np.abs(FT) + # Frequency axis for plotting + freqs = np.fft.rfftfreq(tr_amp.stats.npts, d=tr_amp.stats.delta) + # Figure + plt.title("amplitude spectra - raw data",size=10) + plt.loglog(freqs, FT,color='black') + plt.xlim(1e-2, freq_Ny) + plt.xlabel("Frequency [Hz]",size=8) + #plt.legend() + # saves as JPEG file + if traceName == None: + name = f"{tr.stats.network}.{tr.stats.station}.{tr.stats.channel}.amplitude_spectra" + else: + name = f"{traceName}.amplitude_spectra" + filename = name + ".jpg" + plt.savefig(filename) + print("") + print(" amplitude spectra plotted as: ",filename) + print("") + if show: plt.show() + + # ground motion acceleration data + F = tr.data.copy() + + # time step + deltat = tr.stats.delta + + # plotting + # time axis for plotting (in min) + npts = tr.stats.npts # number of samples + dt = tr.stats.delta # time step + duration = npts * dt + t_d = np.linspace(0,duration,npts) / (60.0) + + # clear figures + plt.clf() + + ## building + print("input building specs:") + print(" damping = ",damping) + if T_period != None: + print(" natural period = ",T_period) + print("") + + # show specified single building response + if T_period != None: + # spectral response + u,v,a = spectral_response(F,T_period,damping,deltat,show_info=True) + + print("") + print("building response:") + print(" displacement min /max = {} / {} (m)".format(u.min(),u.max())) + print(" velocity min /max = {} / {} (m/s)".format(v.min(),v.max())) + print(" acceleration min /max = {} / {} (m/s^2)".format(a.min(),a.max())) + print("") + + if show: + # ground motion acceleration + plt.plot(t_d, F, color='black', linewidth=1.0,label="ground motion acceleration") + plt.legend() + plt.xlabel("Time (min)") + plt.ylabel("Ground motion acceleration") + plt.show() + + # building displacement + plt.plot(t_d, u, color='blue', linewidth=1.0,label="building displacement") + plt.legend() + plt.xlabel("Time (min)") + plt.ylabel("building displacement (m)") + plt.show() + + # building velocity + plt.plot(t_d, v, color='green', linewidth=1.0,label="building velocity") + plt.legend() + plt.xlabel("Time (min)") + plt.ylabel("building velocity (m/s)") + plt.show() + + # building acceleration + plt.plot(t_d, a, color='red', linewidth=1.0,label="building acceleration") + plt.legend() + plt.xlabel("Time (min)") + plt.ylabel("building acceleration (m/s^2)") + plt.show() + + # all done + return + + # computes spectral response over a given period range + # range of natural periods + Np = 40 + DeltaTp = 0.2 + # range starting at 0.1 s + periods = np.linspace(0.1,Np*DeltaTp,Np) + + # maximum spectral_response values at each period + spectral_max_u = np.zeros(Np) + spectral_max_v = np.zeros(Np) + spectral_max_a = np.zeros(Np) + spectral_max_a_total = np.zeros(Np) + + for i,T_period in enumerate(periods): + # spectral response + u,v,a = spectral_response(F,T_period,damping,deltat) + + # determines absolute maximum + spectral_max_u[i] = np.abs(u).max() + spectral_max_v[i] = np.abs(v).max() + spectral_max_a[i] = np.abs(a).max() + + print(" maximum: displ = {} / veloc = {} / accel = {}".format(spectral_max_u[i],spectral_max_v[i],spectral_max_a[i])) + print("") + + ## spectral response acceleration + ## usually given as total acceleration measured in g + # take total acceleration + a_total = a + F + + # convert acceleration to unit of g (9.81 m/s^2 average gravitational acceleration) + a_total /= 9.81 + + spectral_max_a_total[i] = np.abs(a_total).max() + + + # plot + # spectral response displacement + if show: + plt.plot(periods, spectral_max_u, color='blue', linewidth=1.0,label="Spectral response displacement") + plt.legend() + plt.xlabel("Period (s)") + plt.ylabel("Spectral response displacement (m)") + plt.show() + + # spectral response velocity + if show: + plt.plot(periods, spectral_max_v, color='green', linewidth=1.0,label="Spectral response velocity") + plt.legend() + plt.xlabel("Period (s)") + plt.ylabel("Spectral response velocity (m/s)") + plt.show() + + # spectral response displacement + if show: + plt.plot(periods, spectral_max_a, color='red', linewidth=1.0,label="Spectral response acceleration") + plt.legend() + plt.xlabel("Period (s)") + plt.ylabel("Spectral response acceleration (m/s^2)") + plt.show() + + # total spectral response acceleration + plt.plot(periods, spectral_max_a_total, color='black', linewidth=1.0,label="total Spectral response acceleration (g)") + plt.legend() + plt.xlabel("Period (s)") + plt.ylabel("Spectral response acceleration (g)") + plt.xticks(np.arange(0.0, max(periods)+DeltaTp, 0.5)) + # set maximum + if SA_max_value != None: + plt.ylim(0.0, SA_max_value) + + # saves as JPEG file + if traceName == None: + name = f"{tr.stats.network}.{tr.stats.station}.{tr.stats.channel}.spectral_response" + else: + name = f"{traceName}.spectral_response" + filename = name + ".jpg" + plt.savefig(filename) + print("") + print(" total spectral response plotted as: ",filename) + print("") + if show: plt.show() + + def save_spectral_response_data(filename,p,sa): + with open(filename,"w") as f: + f.write("# total spectral response acceleration (g)\n") + f.write("# format: #period #maximum_spectral_acceleration (in g)\n") + for i in range(len(p)): + f.write(f"{p[i]} {sa[i]}\n") + print(" data written to: ",filename) + + save_spectral_response_data(name + ".dat",periods, spectral_max_a_total) + + print("") + print("done") + print("") + + +def usage(): + print("./run_spectral_response.py accel_trace [--natural_period=val] [--damping=val] [--max_value=val] [--show]") + print("with") + print(" accel_trace - acceleration trace [e.g., DB.BANGKOK.BXZ.sema]") + print(" natural_period - (optional) show single building with natural period (e.g., --natural_period=1.0)") + print(" damping - (optional) specific building damping (e.g., --damping=0.01), default is a value of 0.05 (5% damping)") + print(" max_value - (optional) maximum SA value for plotting total spectral response acceleration in (g) (e.g., --max_value=0.025)") + print(" show - (optional) show figures (otherwise only console and plot to output files)") + print("") + sys.exit(1) + +if __name__ == '__main__': + # input + traceName = None + SA_max_value = None + show = False + # natural period + T_period = None + # by default, assuming 5% damping for the building(s) + damping = 0.05 + + if len(sys.argv) >= 2: + # trace + if "download" in sys.argv[1]: # for downloading real data for the Myanmar earthquake + pass + else: + traceName = sys.argv[1] + + # optional arguments + for arg in sys.argv: + # natural period + if "--natural_period" in arg: + T_period = float(arg.split('=')[1]) + # damping + elif "--damping" in arg: + damping = float(arg.split('=')[1]) + # set maximum SA for figures + elif "--max_value" in arg: + SA_max_value = float(arg.split('=')[1]) + elif "--show" in arg: + show = True + + else: + usage() + + # main routine + get_spectral_response(traceName,T_period,damping,SA_max_value,show)