PageRenderTime 0ms CodeModel.GetById 5ms app.highlight 2ms RepoModel.GetById 1ms app.codeStats 0ms

/src/ts/examples/tutorials/output/ex3_1.out

https://bitbucket.org/rmills/petsc
Unknown | 109 lines | 109 code | 0 blank | 0 comment | 0 complexity | 53947acc738ed76682ef1e6f35d27a13 MD5 | raw file
  1Solving a linear TS problem on 1 processor
  2Timestep   0: step size = 0.0005     , time = 0          , 2-norm error = 1.05424e-15, max norm error = 3.10862e-15
  3Timestep   1: step size = 0.0005     , time = 0.0005     , 2-norm error = 0.00103714 , max norm error = 0.00149349 
  4Timestep   2: step size = 0.0005     , time = 0.001      , 2-norm error = 0.00173865 , max norm error = 0.00251106 
  5Timestep   3: step size = 0.0005     , time = 0.0015     , 2-norm error = 0.00218619 , max norm error = 0.00316814 
  6Timestep   4: step size = 0.0005     , time = 0.002      , 2-norm error = 0.00244382 , max norm error = 0.00355525 
  7Timestep   5: step size = 0.0005     , time = 0.0025     , 2-norm error = 0.00256155 , max norm error = 0.003743   
  8Timestep   6: step size = 0.0005     , time = 0.003      , 2-norm error = 0.0025782  , max norm error = 0.00378619 
  9Timestep   7: step size = 0.0005     , time = 0.0035     , 2-norm error = 0.00252374 , max norm error = 0.00372709 
 10Timestep   8: step size = 0.0005     , time = 0.004      , 2-norm error = 0.00242114 , max norm error = 0.00359803 
 11Timestep   9: step size = 0.0005     , time = 0.0045     , 2-norm error = 0.00228786 , max norm error = 0.00342356 
 12Timestep  10: step size = 0.0005     , time = 0.005      , 2-norm error = 0.00213706 , max norm error = 0.00322206 
 13Timestep  11: step size = 0.0005     , time = 0.0055     , 2-norm error = 0.00197854 , max norm error = 0.00300716 
 14Timestep  12: step size = 0.0005     , time = 0.006      , 2-norm error = 0.00181946 , max norm error = 0.00278875 
 15Timestep  13: step size = 0.0005     , time = 0.0065     , 2-norm error = 0.00166502 , max norm error = 0.00257386 
 16Timestep  14: step size = 0.0005     , time = 0.007      , 2-norm error = 0.00151886 , max norm error = 0.00236732 
 17Timestep  15: step size = 0.0005     , time = 0.0075     , 2-norm error = 0.00138345 , max norm error = 0.00217229 
 18Timestep  16: step size = 0.0005     , time = 0.008      , 2-norm error = 0.00126038 , max norm error = 0.00199257 
 19Timestep  17: step size = 0.0005     , time = 0.0085     , 2-norm error = 0.00115055 , max norm error = 0.00182965 
 20Timestep  18: step size = 0.0005     , time = 0.009      , 2-norm error = 0.00105433 , max norm error = 0.00168108 
 21Timestep  19: step size = 0.0005     , time = 0.0095     , 2-norm error = 0.000971681, max norm error = 0.00154667 
 22Timestep  20: step size = 0.0005     , time = 0.01       , 2-norm error = 0.000902173, max norm error = 0.0014259  
 23Timestep  21: step size = 0.0005     , time = 0.0105     , 2-norm error = 0.000845081, max norm error = 0.00131805 
 24Timestep  22: step size = 0.0005     , time = 0.011      , 2-norm error = 0.000799409, max norm error = 0.00122453 
 25Timestep  23: step size = 0.0005     , time = 0.0115     , 2-norm error = 0.000763961, max norm error = 0.00114483 
 26Timestep  24: step size = 0.0005     , time = 0.012      , 2-norm error = 0.000737404, max norm error = 0.00107477 
 27Timestep  25: step size = 0.0005     , time = 0.0125     , 2-norm error = 0.000718358, max norm error = 0.00101512 
 28Timestep  26: step size = 0.0005     , time = 0.013      , 2-norm error = 0.000705479, max norm error = 0.000966839
 29Timestep  27: step size = 0.0005     , time = 0.0135     , 2-norm error = 0.00069752 , max norm error = 0.000925927
 30Timestep  28: step size = 0.0005     , time = 0.014      , 2-norm error = 0.000693383, max norm error = 0.000895049
 31Timestep  29: step size = 0.0005     , time = 0.0145     , 2-norm error = 0.00069213 , max norm error = 0.00087155 
 32Timestep  30: step size = 0.0005     , time = 0.015      , 2-norm error = 0.000692994, max norm error = 0.000855222
 33Timestep  31: step size = 0.0005     , time = 0.0155     , 2-norm error = 0.000695357, max norm error = 0.000846179
 34Timestep  32: step size = 0.0005     , time = 0.016      , 2-norm error = 0.000698734, max norm error = 0.000844072
 35Timestep  33: step size = 0.0005     , time = 0.0165     , 2-norm error = 0.000702754, max norm error = 0.000848209
 36Timestep  34: step size = 0.0005     , time = 0.017      , 2-norm error = 0.000707133, max norm error = 0.000858882
 37Timestep  35: step size = 0.0005     , time = 0.0175     , 2-norm error = 0.000711659, max norm error = 0.000875698
 38Timestep  36: step size = 0.0005     , time = 0.018      , 2-norm error = 0.000716178, max norm error = 0.000898517
 39Timestep  37: step size = 0.0005     , time = 0.0185     , 2-norm error = 0.000720575, max norm error = 0.00092127 
 40Timestep  38: step size = 0.0005     , time = 0.019      , 2-norm error = 0.00072477 , max norm error = 0.000941312
 41Timestep  39: step size = 0.0005     , time = 0.0195     , 2-norm error = 0.000728706, max norm error = 0.000958931
 42Timestep  40: step size = 0.0005     , time = 0.02       , 2-norm error = 0.000732344, max norm error = 0.000974378
 43Timestep  41: step size = 0.0005     , time = 0.0205     , 2-norm error = 0.000735661, max norm error = 0.000987877
 44Timestep  42: step size = 0.0005     , time = 0.021      , 2-norm error = 0.000738642, max norm error = 0.000999629
 45Timestep  43: step size = 0.0005     , time = 0.0215     , 2-norm error = 0.000741279, max norm error = 0.00100981 
 46Timestep  44: step size = 0.0005     , time = 0.022      , 2-norm error = 0.00074357 , max norm error = 0.00101857 
 47Timestep  45: step size = 0.0005     , time = 0.0225     , 2-norm error = 0.000745518, max norm error = 0.00102605 
 48Timestep  46: step size = 0.0005     , time = 0.023      , 2-norm error = 0.000747128, max norm error = 0.00103237 
 49Timestep  47: step size = 0.0005     , time = 0.0235     , 2-norm error = 0.000748406, max norm error = 0.00103764 
 50Timestep  48: step size = 0.0005     , time = 0.024      , 2-norm error = 0.00074936 , max norm error = 0.00104195 
 51Timestep  49: step size = 0.0005     , time = 0.0245     , 2-norm error = 0.00075    , max norm error = 0.00104539 
 52Timestep  50: step size = 0.0005     , time = 0.025      , 2-norm error = 0.000750335, max norm error = 0.00104804 
 53Timestep  51: step size = 0.0005     , time = 0.0255     , 2-norm error = 0.000750375, max norm error = 0.00104995 
 54Timestep  52: step size = 0.0005     , time = 0.026      , 2-norm error = 0.000750131, max norm error = 0.0010512  
 55Timestep  53: step size = 0.0005     , time = 0.0265     , 2-norm error = 0.000749612, max norm error = 0.00105182 
 56Timestep  54: step size = 0.0005     , time = 0.027      , 2-norm error = 0.000748829, max norm error = 0.00105187 
 57Timestep  55: step size = 0.0005     , time = 0.0275     , 2-norm error = 0.000747792, max norm error = 0.0010514  
 58Timestep  56: step size = 0.0005     , time = 0.028      , 2-norm error = 0.00074651 , max norm error = 0.00105044 
 59Timestep  57: step size = 0.0005     , time = 0.0285     , 2-norm error = 0.000744994, max norm error = 0.00104902 
 60Timestep  58: step size = 0.0005     , time = 0.029      , 2-norm error = 0.000743253, max norm error = 0.00104717 
 61Timestep  59: step size = 0.0005     , time = 0.0295     , 2-norm error = 0.000741295, max norm error = 0.00104493 
 62Timestep  60: step size = 0.0005     , time = 0.03       , 2-norm error = 0.000739131, max norm error = 0.00104233 
 63Timestep  61: step size = 0.0005     , time = 0.0305     , 2-norm error = 0.000736769, max norm error = 0.00103937 
 64Timestep  62: step size = 0.0005     , time = 0.031      , 2-norm error = 0.000734217, max norm error = 0.00103609 
 65Timestep  63: step size = 0.0005     , time = 0.0315     , 2-norm error = 0.000731483, max norm error = 0.00103251 
 66Timestep  64: step size = 0.0005     , time = 0.032      , 2-norm error = 0.000728577, max norm error = 0.00102863 
 67Timestep  65: step size = 0.0005     , time = 0.0325     , 2-norm error = 0.000725504, max norm error = 0.00102449 
 68Timestep  66: step size = 0.0005     , time = 0.033      , 2-norm error = 0.000722274, max norm error = 0.0010201  
 69Timestep  67: step size = 0.0005     , time = 0.0335     , 2-norm error = 0.000718893, max norm error = 0.00101547 
 70Timestep  68: step size = 0.0005     , time = 0.034      , 2-norm error = 0.000715369, max norm error = 0.00101061 
 71Timestep  69: step size = 0.0005     , time = 0.0345     , 2-norm error = 0.000711707, max norm error = 0.00100554 
 72Timestep  70: step size = 0.0005     , time = 0.035      , 2-norm error = 0.000707916, max norm error = 0.00100027 
 73Timestep  71: step size = 0.0005     , time = 0.0355     , 2-norm error = 0.000704002, max norm error = 0.000994817
 74Timestep  72: step size = 0.0005     , time = 0.036      , 2-norm error = 0.00069997 , max norm error = 0.000989183
 75Timestep  73: step size = 0.0005     , time = 0.0365     , 2-norm error = 0.000695827, max norm error = 0.000983382
 76Timestep  74: step size = 0.0005     , time = 0.037      , 2-norm error = 0.000691579, max norm error = 0.000977424
 77Timestep  75: step size = 0.0005     , time = 0.0375     , 2-norm error = 0.000687231, max norm error = 0.000971318
 78Timestep  76: step size = 0.0005     , time = 0.038      , 2-norm error = 0.000682789, max norm error = 0.000965073
 79Timestep  77: step size = 0.0005     , time = 0.0385     , 2-norm error = 0.000678258, max norm error = 0.000958697
 80Timestep  78: step size = 0.0005     , time = 0.039      , 2-norm error = 0.000673644, max norm error = 0.000952199
 81Timestep  79: step size = 0.0005     , time = 0.0395     , 2-norm error = 0.000668951, max norm error = 0.000945586
 82Timestep  80: step size = 0.0005     , time = 0.04       , 2-norm error = 0.000664185, max norm error = 0.000938865
 83Timestep  81: step size = 0.0005     , time = 0.0405     , 2-norm error = 0.000659349, max norm error = 0.000932044
 84Timestep  82: step size = 0.0005     , time = 0.041      , 2-norm error = 0.000654449, max norm error = 0.00092513 
 85Timestep  83: step size = 0.0005     , time = 0.0415     , 2-norm error = 0.000649488, max norm error = 0.000918128
 86Timestep  84: step size = 0.0005     , time = 0.042      , 2-norm error = 0.000644472, max norm error = 0.000911046
 87Timestep  85: step size = 0.0005     , time = 0.0425     , 2-norm error = 0.000639404, max norm error = 0.000903889
 88Timestep  86: step size = 0.0005     , time = 0.043      , 2-norm error = 0.000634288, max norm error = 0.000896663
 89Timestep  87: step size = 0.0005     , time = 0.0435     , 2-norm error = 0.000629127, max norm error = 0.000889373
 90Timestep  88: step size = 0.0005     , time = 0.044      , 2-norm error = 0.000623926, max norm error = 0.000882026
 91Timestep  89: step size = 0.0005     , time = 0.0445     , 2-norm error = 0.000618689, max norm error = 0.000874625
 92Timestep  90: step size = 0.0005     , time = 0.045      , 2-norm error = 0.000613418, max norm error = 0.000867177
 93Timestep  91: step size = 0.0005     , time = 0.0455     , 2-norm error = 0.000608116, max norm error = 0.000859685
 94Timestep  92: step size = 0.0005     , time = 0.046      , 2-norm error = 0.000602788, max norm error = 0.000852155
 95Timestep  93: step size = 0.0005     , time = 0.0465     , 2-norm error = 0.000597436, max norm error = 0.00084459 
 96Timestep  94: step size = 0.0005     , time = 0.047      , 2-norm error = 0.000592062, max norm error = 0.000836996
 97Timestep  95: step size = 0.0005     , time = 0.0475     , 2-norm error = 0.000586671, max norm error = 0.000829376
 98Timestep  96: step size = 0.0005     , time = 0.048      , 2-norm error = 0.000581265, max norm error = 0.000821734
 99Timestep  97: step size = 0.0005     , time = 0.0485     , 2-norm error = 0.000575845, max norm error = 0.000814074
100Timestep  98: step size = 0.0005     , time = 0.049      , 2-norm error = 0.000570416, max norm error = 0.000806399
101Timestep  99: step size = 0.0005     , time = 0.0495     , 2-norm error = 0.000564979, max norm error = 0.000798713
102Timestep 100: step size = 0.0005     , time = 0.05       , 2-norm error = 0.000559537, max norm error = 0.00079102 
103avg. error (2 norm) = 0.000913004, avg. error (max norm) = 0.00130754
104TS Object: 1 MPI processes
105  type: ssp
106  maximum steps=100
107  maximum time=100
108  total number of linear solver iterations=0
109  total number of rejected steps=0