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ncar_scripts/baselines/log_beltrami_derecho_cpu.intel-128cores
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| Currently Loaded Modules: | ||
| 1) ncarenv/23.09 (S) 4) ncarcompilers/1.0.0 7) netcdf/4.9.2 | ||
| 2) craype/2.7.23 5) cray-mpich/8.1.27 | ||
| 3) intel/2023.2.1 6) hdf5/1.12.2 | ||
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| Where: | ||
| S: Module is Sticky, requires --force to unload or purge | ||
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| CPU run; using 128 threads | ||
| Initializing SAMURAI 3D | ||
| iMin iMax iIncr jMin jMax jIncr kMin kMax kIncr | ||
| 12 28 0.5 -4 12 0.5 0 18 0.5 | ||
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| Can't open Reference State file for reading, 'dunion_mt.snd' using default... | ||
| DEBUG: center date = 2008-09-14 00:00:00.000000000, time = 0 | ||
| Found matching reference time 23:51:32 at 16.7150002, 148 | ||
| Physical (mish) State size = 2459968 | ||
| Nodal State size = 334425 | ||
| Grid dimensions: (33, 33, 37) | ||
| Loading preprocessed observations from samurai_Observations.in | ||
| Number of New Observations: 45134 | ||
| runTime: loadMetObs: 0.295442 | ||
| done with stof conversion... | ||
| kRankMax: 39 | ||
| runTime: initObCost3D: 0.012787 | ||
| runTime: gridDependentInit: 0.604037 | ||
| Outer Loop Iteration: 1 | ||
| Initializing state vector... | ||
| 4th Order Recursive Filter coefficients computed for lengthscale 2 Delta X | ||
| 4th Order Recursive Filter coefficients computed for lengthscale 2 Delta X | ||
| 4th Order Recursive Filter coefficients computed for lengthscale 2 Delta X | ||
| i Spline cutoff set to 2 | ||
| j Spline cutoff set to 2 | ||
| k Spline cutoff set to 2 | ||
| Mass continuity weight set to 1 | ||
| Initializing background... | ||
| Variable 0 RMS = 0 BG Error = 2.0003561e-264 ( Infinite! %) | ||
| Variable 1 RMS = 0 BG Error = 6.9244327e-77 ( Infinite! %) | ||
| Variable 2 RMS = 0 BG Error = 1.98973863e-264 ( Infinite! %) | ||
| Variable 3 RMS = 0 BG Error = 2.35119669e-154 ( Infinite! %) | ||
| Variable 4 RMS = 0 BG Error = 2.46005736e-91 ( Infinite! %) | ||
| Variable 5 RMS = 0 BG Error = 6.74774891e-67 ( Infinite! %) | ||
| Variable 6 RMS = 0 BG Error = 2.26065223e-264 ( Infinite! %) | ||
| Build H transform matrix... | ||
| calcHmatrix: Grid dimensions: (35, 35, 39) | ||
| CostFunction3D:: nonzeros 2913945 | ||
| Memory usage for [H] (Mbytes): 22.231636 | ||
| CostFunction3D::calcHmatrix: before big loop | ||
| CostFunction3D::calcHmatrix: after big loop | ||
| CostFunction3D::calcHmatrix: Before construction of H^t | ||
| CostFunction3D::calcHmatrix: After counting rows H^t | ||
| CostFunction3D::calcHmatrix: before H^t assignment | ||
| CostFunction3D::calcHmatrix: after H^t assignment | ||
| CostFunction3D::calcHmatrix: After construction of H^t | ||
| Memory usage for [obsVector] (Mbytes): 12.0520782 | ||
| Memory usage for [obsData] (Mbytes): 0.344345093 | ||
| Memory usage for [HCq] (Mbytes): 0.708839417 | ||
| Memory usage for [IH,JH] (Mbytes): 11.4601707 | ||
| Memory usage for [state] (Mbytes): 2.55146027 | ||
| Memory usage for [IHt,JHt] (Mbytes): 13.6672859 | ||
| Initializing innovation vector... | ||
| Innovation RMS : 1.11738249 | ||
| Outputting background... | ||
| Beginning analysis... | ||
| runTime: Cost3D Init: 1.978866 | ||
| Beginning minimize() | ||
| Solver conv. tolerance = 0.0001 | ||
| SOLVER: Samurai Truncated Newton | ||
| Newton Iteration: 0 J = 22845.4899 Residual = 8893.1589 | ||
| CG iteration 0: r_norm = 8893.15889806 rel_resid = 1.0000000000 | ||
| CG iteration 1: r_norm = 4162.93153086 rel_resid = 0.4681049308 | ||
| CG iteration 2: r_norm = 2047.43746854 rel_resid = 0.2302261201 | ||
| CG iteration 3: r_norm = 1238.49654418 rel_resid = 0.1392639622 | ||
| CG iteration 4: r_norm = 868.82281041 rel_resid = 0.0976956355 | ||
| CG iteration 5: r_norm = 602.01151759 rel_resid = 0.0676937773 | ||
| CG iteration 6: r_norm = 474.02685117 rel_resid = 0.0533024156 | ||
| CG iteration 7: r_norm = 355.57888632 rel_resid = 0.0399834176 | ||
| CG iteration 8: r_norm = 290.70520463 rel_resid = 0.0326886327 | ||
| CG iteration 9: r_norm = 264.01537576 rel_resid = 0.0296874686 | ||
| CG iteration 10: r_norm = 216.92878478 rel_resid = 0.0243927706 | ||
| CG iteration 11: r_norm = 207.52870253 rel_resid = 0.0233357691 | ||
| CG iteration 12: r_norm = 180.64181457 rel_resid = 0.0203124465 | ||
| CG iteration 13: r_norm = 147.97433934 rel_resid = 0.0166391201 | ||
| CG iteration 14: r_norm = 131.23412405 rel_resid = 0.0147567502 | ||
| CG iteration 15: r_norm = 115.75319538 rel_resid = 0.0130159819 | ||
| CG iteration 16: r_norm = 97.65788542 rel_resid = 0.0109812370 | ||
| CG iteration 17: r_norm = 94.68235310 rel_resid = 0.0106466503 | ||
| CG iteration 18: r_norm = 89.37095074 rel_resid = 0.0100494045 | ||
| CG iteration 19: r_norm = 80.17847261 rel_resid = 0.0090157472 | ||
| CG iteration 20: r_norm = 72.08148736 rel_resid = 0.0081052737 | ||
| CG iteration 21: r_norm = 68.49380676 rel_resid = 0.0077018535 | ||
| CG iteration 22: r_norm = 70.31787102 rel_resid = 0.0079069622 | ||
| CG iteration 23: r_norm = 64.82677166 rel_resid = 0.0072895101 | ||
| CG iteration 24: r_norm = 62.74736281 rel_resid = 0.0070556889 | ||
| CG iteration 25: r_norm = 67.29492475 rel_resid = 0.0075670440 | ||
| CG iteration 26: r_norm = 66.54665787 rel_resid = 0.0074829044 | ||
| CG iteration 27: r_norm = 58.84495271 rel_resid = 0.0066168786 | ||
| CG iteration 28: r_norm = 60.89486818 rel_resid = 0.0068473834 | ||
| CG iteration 29: r_norm = 62.21405828 rel_resid = 0.0069957210 | ||
| CG iteration 30: r_norm = 55.65349553 rel_resid = 0.0062580120 | ||
| CG iteration 31: r_norm = 48.11997939 rel_resid = 0.0054108984 | ||
| CG iteration 32: r_norm = 46.94731410 rel_resid = 0.0052790369 | ||
| CG iteration 33: r_norm = 43.76094925 rel_resid = 0.0049207430 | ||
| CG iteration 34: r_norm = 44.70758848 rel_resid = 0.0050271888 | ||
| CG iteration 35: r_norm = 44.72064494 rel_resid = 0.0050286569 | ||
| CG iteration 36: r_norm = 41.35665015 rel_resid = 0.0046503892 | ||
| CG iteration 37: r_norm = 42.16742241 rel_resid = 0.0047415573 | ||
| CG iteration 38: r_norm = 38.56333405 rel_resid = 0.0043362920 | ||
| CG iteration 39: r_norm = 37.62799631 rel_resid = 0.0042311171 | ||
| CG iteration 40: r_norm = 35.34243590 rel_resid = 0.0039741150 | ||
| CG iteration 41: r_norm = 33.61047335 rel_resid = 0.0037793627 | ||
| CG iteration 42: r_norm = 31.60390820 rel_resid = 0.0035537325 | ||
| CG iteration 43: r_norm = 30.40648847 rel_resid = 0.0034190875 | ||
| CG iteration 44: r_norm = 30.76831463 rel_resid = 0.0034597734 | ||
| CG iteration 45: r_norm = 28.72439874 rel_resid = 0.0032299433 | ||
| CG iteration 46: r_norm = 29.70275956 rel_resid = 0.0033399560 | ||
| CG iteration 47: r_norm = 26.88786278 rel_resid = 0.0030234322 | ||
| CG iteration 48: r_norm = 25.95826203 rel_resid = 0.0029189023 | ||
| CG iteration 49: r_norm = 23.75956315 rel_resid = 0.0026716674 | ||
| CG iteration 50: r_norm = 23.47248221 rel_resid = 0.0026393864 | ||
| CG iteration 51: r_norm = 21.64059958 rel_resid = 0.0024333985 | ||
| CG iteration 52: r_norm = 21.58347000 rel_resid = 0.0024269745 | ||
| CG iteration 53: r_norm = 22.15319672 rel_resid = 0.0024910380 | ||
| CG iteration 54: r_norm = 22.18192833 rel_resid = 0.0024942688 | ||
| CG iteration 55: r_norm = 22.28958106 rel_resid = 0.0025063739 | ||
| CG iteration 56: r_norm = 20.56453781 rel_resid = 0.0023123997 | ||
| CG iteration 57: r_norm = 18.92880434 rel_resid = 0.0021284680 | ||
| CG iteration 58: r_norm = 17.07489257 rel_resid = 0.0019200031 | ||
| CG iteration 59: r_norm = 17.29416734 rel_resid = 0.0019446597 | ||
| CG iteration 60: r_norm = 17.47935010 rel_resid = 0.0019654827 | ||
| CG iteration 61: r_norm = 16.86648760 rel_resid = 0.0018965688 | ||
| CG iteration 62: r_norm = 15.92286284 rel_resid = 0.0017904620 | ||
| CG iteration 63: r_norm = 15.52547686 rel_resid = 0.0017457775 | ||
| CG iteration 64: r_norm = 14.56473001 rel_resid = 0.0016377454 | ||
| CG iteration 65: r_norm = 13.37195416 rel_resid = 0.0015036225 | ||
| CG iteration 66: r_norm = 12.21969102 rel_resid = 0.0013740552 | ||
| CG iteration 67: r_norm = 11.95532287 rel_resid = 0.0013443280 | ||
| CG iteration 68: r_norm = 12.13270685 rel_resid = 0.0013642742 | ||
| CG iteration 69: r_norm = 11.82062274 rel_resid = 0.0013291816 | ||
| CG iteration 70: r_norm = 11.21483718 rel_resid = 0.0012610634 | ||
| CG iteration 71: r_norm = 11.24227308 rel_resid = 0.0012641485 | ||
| CG iteration 72: r_norm = 11.71015645 rel_resid = 0.0013167601 | ||
| CG iteration 73: r_norm = 11.40490381 rel_resid = 0.0012824356 | ||
| CG iteration 74: r_norm = 9.99458472 rel_resid = 0.0011238509 | ||
| CG iteration 75: r_norm = 9.63897382 rel_resid = 0.0010838639 | ||
| CG iteration 76: r_norm = 9.44004541 rel_resid = 0.0010614952 | ||
| CG iteration 77: r_norm = 9.48480114 rel_resid = 0.0010665278 | ||
| CG iteration 78: r_norm = 8.87386995 rel_resid = 0.0009978310 | ||
| CG iteration 79: r_norm = 8.36685943 rel_resid = 0.0009408197 | ||
| CG iteration 80: r_norm = 7.77376291 rel_resid = 0.0008741284 | ||
| CG iteration 81: r_norm = 7.29505530 rel_resid = 0.0008202997 | ||
| CG iteration 82: r_norm = 7.39570557 rel_resid = 0.0008316174 | ||
| CG iteration 83: r_norm = 7.25638160 rel_resid = 0.0008159510 | ||
| CG iteration 84: r_norm = 6.92466577 rel_resid = 0.0007786509 | ||
| CG iteration 85: r_norm = 6.90214451 rel_resid = 0.0007761184 | ||
| CG iteration 86: r_norm = 6.69068487 rel_resid = 0.0007523406 | ||
| CG iteration 87: r_norm = 6.64120062 rel_resid = 0.0007467763 | ||
| CG iteration 88: r_norm = 6.22775740 rel_resid = 0.0007002863 | ||
| CG iteration 89: r_norm = 6.00583613 rel_resid = 0.0006753322 | ||
| CG iteration 90: r_norm = 5.65447372 rel_resid = 0.0006358229 | ||
| CG iteration 91: r_norm = 5.56643990 rel_resid = 0.0006259238 | ||
| CG iteration 92: r_norm = 5.49256369 rel_resid = 0.0006176167 | ||
| CG iteration 93: r_norm = 5.23172798 rel_resid = 0.0005882868 | ||
| CG iteration 94: r_norm = 5.10392229 rel_resid = 0.0005739156 | ||
| CG iteration 95: r_norm = 5.08984235 rel_resid = 0.0005723323 | ||
| CG iteration 96: r_norm = 4.72277256 rel_resid = 0.0005310568 | ||
| CG iteration 97: r_norm = 4.65545328 rel_resid = 0.0005234870 | ||
| CG iteration 98: r_norm = 4.52631123 rel_resid = 0.0005089655 | ||
| CG iteration 99: r_norm = 4.57129724 rel_resid = 0.0005140240 | ||
| CG iteration 100: r_norm = 4.54460937 rel_resid = 0.0005110231 | ||
| CG iteration 101: r_norm = 4.39884497 rel_resid = 0.0004946324 | ||
| CG iteration 102: r_norm = 4.23931901 rel_resid = 0.0004766944 | ||
| CG iteration 103: r_norm = 3.97345914 rel_resid = 0.0004467995 | ||
| CG iteration 104: r_norm = 3.71478107 rel_resid = 0.0004177122 | ||
| CG iteration 105: r_norm = 3.58829070 rel_resid = 0.0004034889 | ||
| CG iteration 106: r_norm = 3.57938777 rel_resid = 0.0004024878 | ||
| CG iteration 107: r_norm = 3.38103596 rel_resid = 0.0003801839 | ||
| CG iteration 108: r_norm = 3.35069452 rel_resid = 0.0003767721 | ||
| CG iteration 109: r_norm = 3.19970660 rel_resid = 0.0003597942 | ||
| CG iteration 110: r_norm = 3.07443917 rel_resid = 0.0003457083 | ||
| CG iteration 111: r_norm = 3.04813185 rel_resid = 0.0003427502 | ||
| CG iteration 112: r_norm = 2.81360367 rel_resid = 0.0003163784 | ||
| CG iteration 113: r_norm = 2.80285026 rel_resid = 0.0003151693 | ||
| CG iteration 114: r_norm = 2.62541830 rel_resid = 0.0002952177 | ||
| CG iteration 115: r_norm = 2.38092428 rel_resid = 0.0002677254 | ||
| CG iteration 116: r_norm = 2.41001169 rel_resid = 0.0002709961 | ||
| CG iteration 117: r_norm = 2.37950511 rel_resid = 0.0002675658 | ||
| CG iteration 118: r_norm = 2.30051427 rel_resid = 0.0002586836 | ||
| CG iteration 119: r_norm = 2.19909196 rel_resid = 0.0002472791 | ||
| CG iteration 120: r_norm = 2.14157848 rel_resid = 0.0002408119 | ||
| CG iteration 121: r_norm = 2.06127150 rel_resid = 0.0002317817 | ||
| CG iteration 122: r_norm = 1.96671461 rel_resid = 0.0002211492 | ||
| CG iteration 123: r_norm = 1.90756005 rel_resid = 0.0002144975 | ||
| CG iteration 124: r_norm = 1.87359055 rel_resid = 0.0002106777 | ||
| CG iteration 125: r_norm = 1.91550687 rel_resid = 0.0002153911 | ||
| CG iteration 126: r_norm = 1.78644462 rel_resid = 0.0002008785 | ||
| CG iteration 127: r_norm = 1.66072477 rel_resid = 0.0001867418 | ||
| CG iteration 128: r_norm = 1.62003045 rel_resid = 0.0001821659 | ||
| CG iteration 129: r_norm = 1.62113823 rel_resid = 0.0001822905 | ||
| CG iteration 130: r_norm = 1.59533477 rel_resid = 0.0001793890 | ||
| CG iteration 131: r_norm = 1.44329085 rel_resid = 0.0001622923 | ||
| CG iteration 132: r_norm = 1.41321668 rel_resid = 0.0001589105 | ||
| CG iteration 133: r_norm = 1.40829051 rel_resid = 0.0001583566 | ||
| CG iteration 134: r_norm = 1.32176348 rel_resid = 0.0001486270 | ||
| CG iteration 135: r_norm = 1.32989402 rel_resid = 0.0001495412 | ||
| CG iteration 136: r_norm = 1.34231612 rel_resid = 0.0001509381 | ||
| CG iteration 137: r_norm = 1.30437025 rel_resid = 0.0001466712 | ||
| CG iteration 138: r_norm = 1.26083915 rel_resid = 0.0001417763 | ||
| CG iteration 139: r_norm = 1.26903707 rel_resid = 0.0001426981 | ||
| CG iteration 140: r_norm = 1.23673534 rel_resid = 0.0001390659 | ||
| CG iteration 141: r_norm = 1.21438356 rel_resid = 0.0001365526 | ||
| CG iteration 142: r_norm = 1.16227793 rel_resid = 0.0001306935 | ||
| CG iteration 143: r_norm = 1.19017860 rel_resid = 0.0001338308 | ||
| CG iteration 144: r_norm = 1.15322936 rel_resid = 0.0001296760 | ||
| CG iteration 145: r_norm = 1.15515919 rel_resid = 0.0001298930 | ||
| CG iteration 146: r_norm = 1.19631853 rel_resid = 0.0001345212 | ||
| CG iteration 147: r_norm = 1.14829536 rel_resid = 0.0001291212 | ||
| CG iteration 148: r_norm = 1.00166296 rel_resid = 0.0001126330 | ||
| CG iteration 149: r_norm = 0.98818708 rel_resid = 0.0001111177 | ||
| CG iteration 150: r_norm = 0.95645222 rel_resid = 0.0001075492 | ||
| CG iteration 151: r_norm = 0.92715127 rel_resid = 0.0001042544 | ||
| CG iteration 152: r_norm = 0.84393961 rel_resid = 0.0000948976 | ||
| MT LS: Number of function evals = 1 | ||
| MT LS: step = 1.0000000000 | ||
| Newton Iteration: 1 J = 53.3723651020 Residual = 0.8439396137 | ||
| Minimum J: 53.3723651020 | ||
| Found minimum in 1 outer Newton iterations. | ||
| (and a total of 152 inner CG iterations.) | ||
| FINAL ||g(X)||/||g(X0)|| = 0.0000948976 | ||
| (Linesearch iterations = 1 ) | ||
| runTime: Cost3D minimize: 4.4299580000 | ||
| Outputting increment... | ||
| Outputting analysis... | ||
| runTime: Cost3d update: 3.1956590000 | ||
| Analysis successful! |