------------------------------------------------------------------------------- ------------------------------------------------------------------------------- Program SPECFEM2D: ------------------------------------------------------------------------------- ------------------------------------------------------------------------------- Test for M2 UPPA ------------------------------------------------------------------------------- ------------------------------------------------------------------------------- D a t e : 14 - 01 - 2014 T i m e : 10:07:15 ------------------------------------------------------------------------------- ------------------------------------------------------------------------------- ********************* **** **** **** SPECFEM2D **** **** **** ********************* C o n t r o l ============= Number of spectral element control nodes. . .(npgeo) = 19481 Number of space dimensions. . . . . . . . . . (NDIM) = 2 C o n t r o l ============= Display frequency . . . .(NSTEP_BETWEEN_OUTPUT_INFO) = 100 Color display . . . . . . . . . . . . . . . (colors) = 1 == 0 black and white display == 1 color display Numbered mesh . . . . . . . . . . . . . . .(numbers) = 0 == 0 do not number the mesh == 1 number the mesh C o n t r o l ============= Seismograms recording type . . . . . . .(seismotype) = 1 Angle for first line of receivers. . . . .(anglerec) = 0.00 C o n t r o l ============= Read external initial field. . . . . .(initialfield) = F Add Bielak conditions . . . .(add_Bielak_conditions) = F Assign external model . . . .(assign_external_model) = F Read external SEP file . . .(READ_EXTERNAL_SEP_FILE) = F Attenuation on/off .(ATTENUATION_VISCOELASTIC_SOLID) = F Save grid in ASCII file or not . (output_grid_ASCII) = F Save a file with total energy or not.(output_energy) = F C o n t r o l ============= Vector display type . . . . . . . . .(imagetype_postscript) = 1 Percentage of cut for vector plots. . . . . . . .(cutsnaps) = 1.00 Subsampling of velocity model display. (subsamp_postscript) = 1 I t e r a t i o n s =================== Number of time iterations . . . . .(NSTEP) = 1600 Time step increment. . . . . . . .(deltat) = 1.000000E-03 Total simulation duration . . . . . (ttot) = 1.600000E+00 Source Type. . . . . . . . . . . . . . = Collocated Force X-position (meters). . . . . . . . . . = 2.5000000000E+03 Y-position (meters). . . . . . . . . . = 2.5000000000E+03 Fundamental frequency (Hz) . . . . . . = 1.0000000000E+01 Time delay (s) . . . . . . . . . . . . = 0.0000000000E+00 Multiplying factor . . . . . . . . . . = 1.0000000000E+10 Angle from vertical direction (deg). . = 0.0000000000E+00 Onset time. . . . . . = 0.120000000000000 Fundamental period. . = 0.100000000000000 Fundamental frequency = 10.0000000000000 --> onset time ok --> Spectral Elements (for mesh slice 0 only if using MPI runs) <-- Number of spectral elements . . . . . (nspec) = 4800 Number of control nodes per element . (ngnod) = 9 Number of points in X-direction . . . (NGLLX) = 5 Number of points in Y-direction . . . (NGLLZ) = 5 Number of points per element. . .(NGLLX*NGLLZ) = 25 Number of points for display . . .(pointsdisp) = 6 Number of element material sets . . . (numat) = 4 Number of absorbing elements . . . .(nelemabs) = 0 M a t e r i a l s e t s : 2 D (p o r o) e l a s t i c i t y ====================================================== Number of material sets . . . . . . (numat) = 4 ---------------------------------------- -- Elastic (solid) isotropic material -- ---------------------------------------- Material set number. . . . . . . . (jmat) = 1 P-wave velocity. . . . . . . . . . . (cp) = 3.00000000E+03 S-wave velocity. . . . . . . . . . . (cs) = 1.73205100E+03 Mass density. . . . . . . . . . (density) = 2.70000000E+03 Poisson's ratio. . . . . . . . .(poisson) = 2.49999917E-01 First Lame parameter Lambda. . . (lambda) = 8.09999640E+09 Second Lame parameter Mu. . . . . . .(mu) = 8.10000180E+09 Bulk modulus Kappa . . . . . . . .(kappa) = 1.34999976E+10 Young's modulus E. . . . . . . . .(young) = 2.02500031E+10 QKappa_attenuation . . . . . . .(QKappa) = 9.99900000E+03 Qmu_attenuation . . . . . . . . . . (Qmu) = 9.99900000E+03 ------------------------------- -- Acoustic (fluid) material -- ------------------------------- Material set number. . . . . . . . (jmat) = 2 P-wave velocity. . . . . . . . . . . (cp) = 2.70000000E+03 Mass density. . . . . . . . . . (density) = 2.50000000E+03 Bulk modulus Kappa . . . . . . . .(kappa) = 1.82250000E+10 QKappa_attenuation. . . . . . . .(QKappa) = 9.99900000E+03 Qmu_attenuation. . . . . . . . . . .(Qmu) = 9.99900000E+03 ---------------------------------------- -- Elastic (solid) isotropic material -- ---------------------------------------- Material set number. . . . . . . . (jmat) = 3 P-wave velocity. . . . . . . . . . . (cp) = 2.50000000E+03 S-wave velocity. . . . . . . . . . . (cs) = 1.44337500E+03 Mass density. . . . . . . . . . (density) = 2.20000000E+03 Poisson's ratio. . . . . . . . .(poisson) = 2.50000350E-01 First Lame parameter Lambda. . . (lambda) = 4.58334188E+09 Second Lame parameter Mu. . . . . . .(mu) = 4.58332906E+09 Bulk modulus Kappa . . . . . . . .(kappa) = 7.63889459E+09 Young's modulus E. . . . . . . . .(young) = 1.14583259E+10 QKappa_attenuation . . . . . . .(QKappa) = 9.99900000E+03 Qmu_attenuation . . . . . . . . . . (Qmu) = 9.99900000E+03 ---------------------------------------- -- Elastic (solid) isotropic material -- ---------------------------------------- Material set number. . . . . . . . (jmat) = 4 P-wave velocity. . . . . . . . . . . (cp) = 2.20000000E+03 S-wave velocity. . . . . . . . . . . (cs) = 1.34337500E+03 Mass density. . . . . . . . . . (density) = 2.20000000E+03 Poisson's ratio. . . . . . . . .(poisson) = 2.02726178E-01 First Lame parameter Lambda. . . (lambda) = 2.70751188E+09 Second Lame parameter Mu. . . . . . .(mu) = 3.97024406E+09 Bulk modulus Kappa . . . . . . . .(kappa) = 5.35434125E+09 Young's modulus E. . . . . . . . .(young) = 9.55023293E+09 QKappa_attenuation . . . . . . .(QKappa) = 9.99900000E+03 Qmu_attenuation . . . . . . . . . . (Qmu) = 9.99900000E+03 Number of absorbing elements: 0 nspec_left = 0 nspec_right = 0 nspec_bottom = 0 nspec_top = 0 Number of free surface elements: 40 Generating global mesh numbering (fast version)... Total number of elements: 4800 decomposed as follows: Total number of elastic/visco/poro elements: 3420 Total number of acoustic elements: 1380 Exact total number of grid points in the mesh: 77361 Approximate number of acoustic degrees of freedom in the mesh: 22241 Approximate number of elastic degrees of freedom in the mesh: 110239 (there are 2 degrees of freedom per point for elastic elements) Approximate total number of degrees of freedom in the mesh (sum of the two values above): 132480 (for simplicity viscoelastic or poroelastic elements, if any, are counted as elastic in the above three estimates; in reality they have more degrees of freedom) Total number of receivers = 11 Xmin,Xmax of the whole mesh = 0.000000000000000E+000 4000.00000000000 Zmin,Zmax of the whole mesh = 0.000000000000000E+000 3355.83634055500 ******************************* locating force source ******************************* Force source: original x: 2500.000 original z: 2500.000 closest estimate found: 4.5474735E-13 m away in element 3890 at xi,gamma coordinates = 1.00000000000000 -5.084745762710147E-002 end of force source detection ******************** locating receivers ******************** reading receiver information from the DATA/STATIONS file Station # 1 S0001 AA original x: 300.0000 original z: 2997.730 distance from source: 2255.601 closest estimate found: 4.5474735E-13 m away in element 4726 at process 0 at xi,gamma coordinates = 1.00000000000000 1.00000000131952 Station # 2 S0002 AA original x: 640.0000 original z: 3008.043 distance from source: 1928.136 closest estimate found: 4.6874283E-13 m away in element 4733 at process 0 at xi,gamma coordinates = 0.600000000000001 0.999901601524681 Station # 3 S0003 AA original x: 980.0000 original z: 3090.823 distance from source: 1630.788 closest estimate found: 4.6874283E-13 m away in element 4740 at process 0 at xi,gamma coordinates = 0.200000000000007 0.999957357542703 Station # 4 S0004 AA original x: 1320.000 original z: 3283.030 distance from source: 1416.170 closest estimate found: 2.2737368E-13 m away in element 4747 at process 0 at xi,gamma coordinates = -0.200000000000015 0.999881428961184 Station # 5 S0005 AA original x: 1660.000 original z: 3347.877 distance from source: 1193.522 closest estimate found: 5.0842300E-13 m away in element 4754 at process 0 at xi,gamma coordinates = -0.599999999999987 1.00019757795581 Station # 6 S0006 AA original x: 2000.000 original z: 3250.000 distance from source: 901.3878 closest estimate found: 0.0000000E+00 m away in element 4760 at process 0 at xi,gamma coordinates = 1.00000000000000 1.00000000000001 Station # 7 S0007 AA original x: 2340.000 original z: 3197.314 distance from source: 715.4345 closest estimate found: 0.0000000E+00 m away in element 4767 at process 0 at xi,gamma coordinates = 0.599999999999983 1.00009029643200 Station # 8 S0008 AA original x: 2680.000 original z: 3150.962 distance from source: 675.3899 closest estimate found: 0.0000000E+00 m away in element 4774 at process 0 at xi,gamma coordinates = 0.200000000000024 0.999975386026959 Station # 9 S0009 AA original x: 3020.000 original z: 3086.594 distance from source: 783.8957 closest estimate found: 6.4310986E-13 m away in element 4781 at process 0 at xi,gamma coordinates = -0.200000000000011 0.999996150237904 Station # 10 S0010 AA original x: 3360.000 original z: 3042.852 distance from source: 1017.000 closest estimate found: 1.2862197E-12 m away in element 4788 at process 0 at xi,gamma coordinates = -0.599999999999965 0.999992306571351 Station # 11 S0011 AA original x: 3700.000 original z: 3020.689 distance from source: 1308.097 closest estimate found: 4.5474735E-13 m away in element 4794 at process 0 at xi,gamma coordinates = 1.00000000000001 1.00000000131640 end of receiver detection ******** Model: P (or PI) velocity min,max = 2200.00000000000 3000.00000000000 Model: PII velocity min,max = 0.000000000000000E+000 0.000000000000000E+000 Model: S velocity min,max = 1343.37500000000 1732.05100000000 Model: density min,max = 2200.00000000000 2700.00000000000 ******** ********************************************* *** Verification of simulation parameters *** ********************************************* *** Max grid size = 75.3627123089502 *** Min grid size = 35.8064159633300 *** Max/min ratio = 2.10472649332261 *** Max stability for P wave velocity = 0.436694842740027 ---- Nb pts / lambdaPI_fmax min = 5.30766459625545 Nb pts / lambdaPI_fmax max = 9.56952923664599 ---- Nb pts / lambdaPII_fmax min = 0.000000000000000E+000 Nb pts / lambdaPII_fmax max = 0.000000000000000E+000 ---- Nb pts / lambdaS_fmax min = 3.06438015464808 Nb pts / lambdaS_fmax max = 5.52497089462064 ---- ----------------------------------------- histogram of min number of points per S wavelength in solid regions: there are 3420 elements out of 4800 in solid regions (i.e., 71.25000 % of the total) (too small = poor resolution of calculations - too big = wasting memory and CPU time) (threshold value is around 4.5 points per S wavelength in elastic regions and 5.5 per P wavelength in fluid regions): 3.064380 - 3.187410 180 5.263158 % 3.187410 - 3.310439 100 2.923977 % 3.310439 - 3.433469 80 2.339181 % 3.433469 - 3.556498 60 1.754386 % 3.556498 - 3.679528 80 2.339181 % 3.679528 - 3.802557 60 1.754386 % 3.802557 - 3.925587 80 2.339181 % 3.925587 - 4.048616 40 1.169591 % 4.048616 - 4.171646 80 2.339181 % 4.171646 - 4.294675 240 7.017544 % 4.294675 - 4.417705 100 2.923977 % 4.417705 - 4.540735 304 8.888889 % 4.540735 - 4.663764 916 26.78363 % 4.663764 - 4.786794 240 7.017544 % 4.786794 - 4.909823 200 5.847953 % 4.909823 - 5.032853 60 1.754386 % 5.032853 - 5.155882 80 2.339181 % 5.155882 - 5.278912 100 2.923977 % 5.278912 - 5.401941 200 5.847953 % 5.401941 - 5.524971 220 6.432748 % total percentage = 100.000000000000 % ----------------------------------------- histogram of min number of points per P wavelength in fluid regions: there are 1380 elements out of 4800 in fluid regions (i.e., 28.75000 % of the total) (too small = poor resolution of calculations - too big = wasting memory and CPU time) (threshold value is around 4.5 points per S wavelength in elastic regions and 5.5 per P wavelength in fluid regions): 8.387367 - 8.399999 3 0.2173913 % 8.399999 - 8.412629 4 0.2898551 % 8.412629 - 8.425261 5 0.3623188 % 8.425261 - 8.437891 6 0.4347826 % 8.437891 - 8.450522 13 0.9420290 % 8.450522 - 8.463153 9 0.6521739 % 8.463153 - 8.475784 16 1.159420 % 8.475784 - 8.488415 13 0.9420290 % 8.488415 - 8.501046 16 1.159420 % 8.501046 - 8.513678 32 2.318841 % 8.513678 - 8.526308 38 2.753623 % 8.526308 - 8.538939 54 3.913043 % 8.538939 - 8.551570 94 6.811594 % 8.551570 - 8.564201 76 5.507246 % 8.564201 - 8.576832 79 5.724638 % 8.576832 - 8.589463 90 6.521739 % 8.589463 - 8.602094 99 7.173913 % 8.602094 - 8.614725 122 8.840580 % 8.614725 - 8.627357 167 12.10145 % 8.627357 - 8.639987 444 32.17391 % total percentage = 100.000000000000 % total number of elements in fluid and solid regions = 4800 Creating PostScript file with stability condition End of creation of PostScript file with stability condition Creating PostScript file with mesh dispersion End of creation of PostScript file with mesh dispersion Creating PostScript file with velocity model End of creation of PostScript file with velocity model Creating PostScript file with mesh partitioning End of creation of PostScript file with partitioning locating all the pixels of color images done locating all the pixels of color images Saving the source time function in a text file... Mixed acoustic/elastic simulation Beginning of fluid/solid edge detection Checking fluid/solid edge topology... End of fluid/solid edge detection ========================================= = T i m e e v o l u t i o n l o o p = ========================================= Time step number 5 t = 0.0040 s out of 1600 We have done 0.2501563 % of the total Max norm of vector field in solid (elastic) = 8.133173651003744E-006 Max absolute value of scalar field in fluid (acoustic) = 0.000000000000000E+000 Elapsed time in seconds = 3.699994087219238E-002 Elapsed time in hh:mm:ss = 0 h 00 m 00 s Mean elapsed time per time step in seconds = 7.399988174438476E-003 Time steps remaining = 1595 Estimated remaining time in seconds = 11.8029811382294 Estimated remaining time in hh:mm:ss = 0 h 00 m 11 s Estimated total run time in seconds = 11.8399810791016 Estimated total run time in hh:mm:ss = 0 h 00 m 11 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 5 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.133173309730506E-006 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 5 drawing scalar image of part of the displacement vector... Color image created Time step number 100 t = 0.0990 s out of 1600 We have done 6.191370 % of the total Max norm of vector field in solid (elastic) = 0.201247617602348 Max absolute value of scalar field in fluid (acoustic) = 1.391841692566231E-006 Elapsed time in seconds = 0.804999828338623 Elapsed time in hh:mm:ss = 0 h 00 m 00 s Mean elapsed time per time step in seconds = 8.049998283386230E-003 Time steps remaining = 1500 Estimated remaining time in seconds = 12.0749974250793 Estimated remaining time in hh:mm:ss = 0 h 00 m 12 s Estimated total run time in seconds = 12.8799972534180 Estimated total run time in hh:mm:ss = 0 h 00 m 12 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 100 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 0.201247619332736 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 100 drawing scalar image of part of the displacement vector... Color image created Time step number 200 t = 0.1990 s out of 1600 We have done 12.44528 % of the total Max norm of vector field in solid (elastic) = 0.162826165556908 Max absolute value of scalar field in fluid (acoustic) = 1.220989786088467E-002 Elapsed time in seconds = 1.61299991607666 Elapsed time in hh:mm:ss = 0 h 00 m 01 s Mean elapsed time per time step in seconds = 8.064999580383300E-003 Time steps remaining = 1400 Estimated remaining time in seconds = 11.2909994125366 Estimated remaining time in hh:mm:ss = 0 h 00 m 11 s Estimated total run time in seconds = 12.9039993286133 Estimated total run time in hh:mm:ss = 0 h 00 m 12 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 200 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 0.162826170210963 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 200 drawing scalar image of part of the displacement vector... Color image created Time step number 300 t = 0.2990 s out of 1600 We have done 18.69919 % of the total Max norm of vector field in solid (elastic) = 0.122662782669067 Max absolute value of scalar field in fluid (acoustic) = 5368.27929687500 Elapsed time in seconds = 2.44499993324280 Elapsed time in hh:mm:ss = 0 h 00 m 02 s Mean elapsed time per time step in seconds = 8.149999777475993E-003 Time steps remaining = 1300 Estimated remaining time in seconds = 10.5949997107188 Estimated remaining time in hh:mm:ss = 0 h 00 m 10 s Estimated total run time in seconds = 13.0399996439616 Estimated total run time in hh:mm:ss = 0 h 00 m 13 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 300 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 0.122662775216738 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 300 drawing scalar image of part of the displacement vector... Color image created Time step number 400 t = 0.3990 s out of 1600 We have done 24.95310 % of the total Max norm of vector field in solid (elastic) = 9.694832563400269E-002 Max absolute value of scalar field in fluid (acoustic) = 4268.74462890625 Elapsed time in seconds = 3.32999992370605 Elapsed time in hh:mm:ss = 0 h 00 m 03 s Mean elapsed time per time step in seconds = 8.324999809265137E-003 Time steps remaining = 1200 Estimated remaining time in seconds = 9.98999977111816 Estimated remaining time in hh:mm:ss = 0 h 00 m 09 s Estimated total run time in seconds = 13.3199996948242 Estimated total run time in hh:mm:ss = 0 h 00 m 13 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 400 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 9.694832758372626E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 400 drawing scalar image of part of the displacement vector... Color image created Time step number 500 t = 0.4990 s out of 1600 We have done 31.20700 % of the total Max norm of vector field in solid (elastic) = 8.675847202539444E-002 Max absolute value of scalar field in fluid (acoustic) = 4897.73193359375 Elapsed time in seconds = 4.28399991989136 Elapsed time in hh:mm:ss = 0 h 00 m 04 s Mean elapsed time per time step in seconds = 8.567999839782715E-003 Time steps remaining = 1100 Estimated remaining time in seconds = 9.42479982376099 Estimated remaining time in hh:mm:ss = 0 h 00 m 09 s Estimated total run time in seconds = 13.7087997436523 Estimated total run time in hh:mm:ss = 0 h 00 m 13 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 500 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.675847014281116E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 500 drawing scalar image of part of the displacement vector... Color image created Time step number 600 t = 0.5990 s out of 1600 We have done 37.46091 % of the total Max norm of vector field in solid (elastic) = 8.533116430044174E-002 Max absolute value of scalar field in fluid (acoustic) = 4289.17968750000 Elapsed time in seconds = 5.30999994277954 Elapsed time in hh:mm:ss = 0 h 00 m 05 s Mean elapsed time per time step in seconds = 8.849999904632568E-003 Time steps remaining = 1000 Estimated remaining time in seconds = 8.84999990463257 Estimated remaining time in hh:mm:ss = 0 h 00 m 08 s Estimated total run time in seconds = 14.1599998474121 Estimated total run time in hh:mm:ss = 0 h 00 m 14 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 600 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.533117085700721E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 600 drawing scalar image of part of the displacement vector... Color image created Time step number 700 t = 0.6990 s out of 1600 We have done 43.71482 % of the total Max norm of vector field in solid (elastic) = 8.645710349082947E-002 Max absolute value of scalar field in fluid (acoustic) = 4840.45849609375 Elapsed time in seconds = 6.42299985885620 Elapsed time in hh:mm:ss = 0 h 00 m 06 s Mean elapsed time per time step in seconds = 9.175714084080288E-003 Time steps remaining = 900 Estimated remaining time in seconds = 8.25814267567226 Estimated remaining time in hh:mm:ss = 0 h 00 m 08 s Estimated total run time in seconds = 14.6811425345285 Estimated total run time in hh:mm:ss = 0 h 00 m 14 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 700 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.645709817763229E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 700 drawing scalar image of part of the displacement vector... Color image created Time step number 800 t = 0.7990 s out of 1600 We have done 49.96873 % of the total Max norm of vector field in solid (elastic) = 8.730734884738922E-002 Max absolute value of scalar field in fluid (acoustic) = 4354.50634765625 Elapsed time in seconds = 7.61199998855591 Elapsed time in hh:mm:ss = 0 h 00 m 07 s Mean elapsed time per time step in seconds = 9.514999985694885E-003 Time steps remaining = 800 Estimated remaining time in seconds = 7.61199998855591 Estimated remaining time in hh:mm:ss = 0 h 00 m 07 s Estimated total run time in seconds = 15.2239999771118 Estimated total run time in hh:mm:ss = 0 h 00 m 15 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 800 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.730734842142775E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 800 drawing scalar image of part of the displacement vector... Color image created Time step number 900 t = 0.8990 s out of 1600 We have done 56.22264 % of the total Max norm of vector field in solid (elastic) = 7.967577129602432E-002 Max absolute value of scalar field in fluid (acoustic) = 4336.45556640625 Elapsed time in seconds = 8.88100004196167 Elapsed time in hh:mm:ss = 0 h 00 m 08 s Mean elapsed time per time step in seconds = 9.867777824401855E-003 Time steps remaining = 700 Estimated remaining time in seconds = 6.90744447708130 Estimated remaining time in hh:mm:ss = 0 h 00 m 06 s Estimated total run time in seconds = 15.7884445190430 Estimated total run time in hh:mm:ss = 0 h 00 m 15 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 900 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 7.967577276042288E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 900 drawing scalar image of part of the displacement vector... Color image created Time step number 1000 t = 0.9990 s out of 1600 We have done 62.47655 % of the total Max norm of vector field in solid (elastic) = 8.379675447940826E-002 Max absolute value of scalar field in fluid (acoustic) = 4996.41455078125 Elapsed time in seconds = 10.2300000190735 Elapsed time in hh:mm:ss = 0 h 00 m 10 s Mean elapsed time per time step in seconds = 1.023000001907349E-002 Time steps remaining = 600 Estimated remaining time in seconds = 6.13800001144409 Estimated remaining time in hh:mm:ss = 0 h 00 m 06 s Estimated total run time in seconds = 16.3680000305176 Estimated total run time in hh:mm:ss = 0 h 00 m 16 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 1000 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.379674526469734E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 1000 drawing scalar image of part of the displacement vector... Color image created Time step number 1100 t = 1.0990 s out of 1600 We have done 68.73045 % of the total Max norm of vector field in solid (elastic) = 8.711880445480347E-002 Max absolute value of scalar field in fluid (acoustic) = 4241.02539062500 Elapsed time in seconds = 11.6549999713898 Elapsed time in hh:mm:ss = 0 h 00 m 11 s Mean elapsed time per time step in seconds = 1.059545451944525E-002 Time steps remaining = 500 Estimated remaining time in seconds = 5.29772725972262 Estimated remaining time in hh:mm:ss = 0 h 00 m 05 s Estimated total run time in seconds = 16.9527272311124 Estimated total run time in hh:mm:ss = 0 h 00 m 16 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 1100 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.711880371898406E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 1100 drawing scalar image of part of the displacement vector... Color image created Time step number 1200 t = 1.1990 s out of 1600 We have done 74.98437 % of the total Max norm of vector field in solid (elastic) = 0.115984924137592 Max absolute value of scalar field in fluid (acoustic) = 4306.55419921875 Elapsed time in seconds = 13.1199998855591 Elapsed time in hh:mm:ss = 0 h 00 m 13 s Mean elapsed time per time step in seconds = 1.093333323796590E-002 Time steps remaining = 400 Estimated remaining time in seconds = 4.37333329518636 Estimated remaining time in hh:mm:ss = 0 h 00 m 04 s Estimated total run time in seconds = 17.4933331807454 Estimated total run time in hh:mm:ss = 0 h 00 m 17 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 1200 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 0.115984928847689 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 1200 drawing scalar image of part of the displacement vector... Color image created Time step number 1300 t = 1.2990 s out of 1600 We have done 81.23827 % of the total Max norm of vector field in solid (elastic) = 8.662046492099762E-002 Max absolute value of scalar field in fluid (acoustic) = 4911.78271484375 Elapsed time in seconds = 14.5559999942780 Elapsed time in hh:mm:ss = 0 h 00 m 14 s Mean elapsed time per time step in seconds = 1.119692307252150E-002 Time steps remaining = 300 Estimated remaining time in seconds = 3.35907692175645 Estimated remaining time in hh:mm:ss = 0 h 00 m 03 s Estimated total run time in seconds = 17.9150769160344 Estimated total run time in hh:mm:ss = 0 h 00 m 17 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 1300 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.662046394386569E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 1300 drawing scalar image of part of the displacement vector... Color image created Time step number 1400 t = 1.3990 s out of 1600 We have done 87.49218 % of the total Max norm of vector field in solid (elastic) = 8.670961856842041E-002 Max absolute value of scalar field in fluid (acoustic) = 5186.70019531250 Elapsed time in seconds = 16.0969998836517 Elapsed time in hh:mm:ss = 0 h 00 m 16 s Mean elapsed time per time step in seconds = 1.149785705975124E-002 Time steps remaining = 200 Estimated remaining time in seconds = 2.29957141195025 Estimated remaining time in hh:mm:ss = 0 h 00 m 02 s Estimated total run time in seconds = 18.3965712956020 Estimated total run time in hh:mm:ss = 0 h 00 m 18 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 1400 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.670961933147532E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 1400 drawing scalar image of part of the displacement vector... Color image created Time step number 1500 t = 1.4990 s out of 1600 We have done 93.74609 % of the total Max norm of vector field in solid (elastic) = 8.173421025276184E-002 Max absolute value of scalar field in fluid (acoustic) = 2989.15917968750 Elapsed time in seconds = 17.6889998912811 Elapsed time in hh:mm:ss = 0 h 00 m 17 s Mean elapsed time per time step in seconds = 1.179266659418742E-002 Time steps remaining = 100 Estimated remaining time in seconds = 1.17926665941874 Estimated remaining time in hh:mm:ss = 0 h 00 m 01 s Estimated total run time in seconds = 18.8682665506999 Estimated total run time in hh:mm:ss = 0 h 00 m 18 s The run will finish approximately on: Tue Jan 14, 2014 10:07 Writing PostScript vector plot for time step 1500 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.173420301467561E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 1500 drawing scalar image of part of the displacement vector... Color image created Time step number 1600 t = 1.5990 s out of 1600 We have done 100.0000 % of the total Max norm of vector field in solid (elastic) = 8.237194269895554E-002 Max absolute value of scalar field in fluid (acoustic) = 4374.12060546875 Elapsed time in seconds = 19.3120000362396 Elapsed time in hh:mm:ss = 0 h 00 m 19 s Mean elapsed time per time step in seconds = 1.207000002264976E-002 Time steps remaining = 0 Estimated remaining time in seconds = 0.000000000000000E+000 Estimated remaining time in hh:mm:ss = 0 h 00 m 00 s Estimated total run time in seconds = 19.3120000362396 Estimated total run time in hh:mm:ss = 0 h 00 m 19 s Writing PostScript vector plot for time step 1600 drawing displacement vector as small arrows... X min, max = 0.000000000000000E+000 4000.00000000000 Z min, max = 0.000000000000000E+000 3355.83634055500 Max norm = 8.237194126952149E-002 Interpolating the vector field... Interpolation uniform grid element 1000 Interpolation uniform grid element 2000 Interpolation uniform grid element 3000 Interpolation uniform grid element 4000 PostScript file written Creating color image of size 562 x 496 for time step 1600 drawing scalar image of part of the displacement vector... Color image created ------------------------------------------------------------------------------- ------------------------------------------------------------------------------- Program SPECFEM2D: ------------------------------------------------------------------------------- ------------------------------------------------------------------------------- Test for M2 UPPA ------------------------------------------------------------------------------- ------------------------------------------------------------------------------- D a t e : 14 - 01 - 2014 T i m e : 10:07:36 ------------------------------------------------------------------------------- -------------------------------------------------------------------------------