Note

Go to the end to download the full example code.

Tension#

Damage simulation for a plate subjected to tension.

Tension
  • $\phi$
  • TRI3: Ne = 2059, Nn = 1100
  • Tension
  • Boundary conditions
  • Summary
/home/docs/checkouts/readthedocs.org/user_builds/easyfea/checkouts/v1.8.1/examples/PhaseField/results/Tension2D/Test/Bourdin_AT1_optimMesh
   1 : 0.000 µm, [0.00e+00; 0.00e+00], 1:0.023s, tol=0.00e+00
   2 : 0.100 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
   3 : 0.200 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
   4 : 0.300 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
   5 : 0.400 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
   6 : 0.500 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
   7 : 0.600 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
   8 : 0.700 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
   9 : 0.800 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  10 : 0.900 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  11 : 1.000 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  12 : 1.100 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  13 : 1.200 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  14 : 1.300 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  15 : 1.400 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  16 : 1.500 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  17 : 1.600 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  18 : 1.700 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  19 : 1.800 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  20 : 1.900 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  21 : 2.000 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  22 : 2.100 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  23 : 2.200 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  24 : 2.300 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  25 : 2.400 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  26 : 2.500 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  27 : 2.600 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  28 : 2.700 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  29 : 2.800 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  30 : 2.900 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  31 : 3.000 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  32 : 3.100 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  33 : 3.200 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  34 : 3.300 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  35 : 3.400 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  36 : 3.500 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  37 : 3.600 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  38 : 3.700 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  39 : 3.800 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  40 : 3.900 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  41 : 4.000 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  42 : 4.100 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  43 : 4.110 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  44 : 4.120 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  45 : 4.130 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  46 : 4.140 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  47 : 4.150 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  48 : 4.160 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  49 : 4.170 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  50 : 4.180 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  51 : 4.190 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  52 : 4.200 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  53 : 4.210 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  54 : 4.220 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  55 : 4.230 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  56 : 4.240 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  57 : 4.250 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  58 : 4.260 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  59 : 4.270 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  60 : 4.280 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  61 : 4.290 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  62 : 4.300 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  63 : 4.310 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  64 : 4.320 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  65 : 4.330 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  66 : 4.340 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  67 : 4.350 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  68 : 4.360 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  69 : 4.370 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  70 : 4.380 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  71 : 4.390 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  72 : 4.400 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  73 : 4.410 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  74 : 4.420 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  75 : 4.430 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  76 : 4.440 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  77 : 4.450 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  78 : 4.460 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  79 : 4.470 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  80 : 4.480 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  81 : 4.490 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  82 : 4.500 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  83 : 4.510 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  84 : 4.520 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  85 : 4.530 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  86 : 4.540 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  87 : 4.550 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  88 : 4.560 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  89 : 4.570 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  90 : 4.580 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  91 : 4.590 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  92 : 4.600 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  93 : 4.610 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  94 : 4.620 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  95 : 4.630 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  96 : 4.640 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  97 : 4.650 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  98 : 4.660 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
  99 : 4.670 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 100 : 4.680 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 101 : 4.690 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 102 : 4.700 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 103 : 4.710 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 104 : 4.720 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 105 : 4.730 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 106 : 4.740 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 107 : 4.750 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 108 : 4.760 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 109 : 4.770 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 110 : 4.780 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 111 : 4.790 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 112 : 4.800 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 113 : 4.810 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 114 : 4.820 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 115 : 4.830 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 116 : 4.840 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 117 : 4.850 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 118 : 4.860 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 119 : 4.870 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 120 : 4.880 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 121 : 4.890 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 122 : 4.900 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 123 : 4.910 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 124 : 4.920 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 125 : 4.930 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 126 : 4.940 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 127 : 4.950 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 128 : 4.960 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 129 : 4.970 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 130 : 4.980 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 131 : 4.990 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 132 : 5.000 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 133 : 5.010 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 134 : 5.020 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 135 : 5.030 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 136 : 5.040 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 137 : 5.050 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 138 : 5.060 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 139 : 5.070 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 140 : 5.080 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 141 : 5.090 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 142 : 5.100 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 143 : 5.110 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 144 : 5.120 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 145 : 5.130 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 146 : 5.140 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 147 : 5.150 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 148 : 5.160 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 149 : 5.170 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 150 : 5.180 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 151 : 5.190 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 152 : 5.200 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 153 : 5.210 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 154 : 5.220 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 155 : 5.230 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 156 : 5.240 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 157 : 5.250 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 158 : 5.260 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 159 : 5.270 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 160 : 5.280 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 161 : 5.290 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 162 : 5.300 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 163 : 5.310 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 164 : 5.320 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 165 : 5.330 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 166 : 5.340 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 167 : 5.350 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 168 : 5.360 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 169 : 5.370 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 170 : 5.380 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 171 : 5.390 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 172 : 5.400 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 173 : 5.410 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 174 : 5.420 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 175 : 5.430 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 176 : 5.440 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 177 : 5.450 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 178 : 5.460 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 179 : 5.470 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 180 : 5.480 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 181 : 5.490 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 182 : 5.500 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 183 : 5.510 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 184 : 5.520 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 185 : 5.530 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 186 : 5.540 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 187 : 5.550 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 188 : 5.560 µm, [0.00e+00; 0.00e+00], 1:0.017s, tol=0.00e+00
 189 : 5.570 µm, [4.09e-12; 1.37e-04], 1:0.017s, tol=1.00e+00
 190 : 5.580 µm, [1.61e-11; 5.60e-04], 1:0.017s, tol=9.40e-01
 191 : 5.590 µm, [2.90e-11; 1.05e-03], 1:0.017s, tol=7.15e-01
 192 : 5.600 µm, [7.15e-11; 1.70e-03], 1:0.017s, tol=6.51e-01
 193 : 5.610 µm, [1.24e-10; 2.64e-03], 1:0.017s, tol=5.57e-01
 194 : 5.620 µm, [1.76e-10; 3.63e-03], 1:0.017s, tol=4.58e-01
 195 : 5.630 µm, [2.25e-10; 4.62e-03], 1:0.017s, tol=3.80e-01
 196 : 5.640 µm, [2.71e-10; 5.62e-03], 1:0.017s, tol=3.22e-01
 197 : 5.650 µm, [3.13e-10; 6.62e-03], 1:0.017s, tol=2.79e-01
 198 : 5.660 µm, [3.50e-10; 7.62e-03], 1:0.017s, tol=2.46e-01
 199 : 5.670 µm, [3.80e-10; 8.62e-03], 1:0.017s, tol=2.19e-01
 200 : 5.680 µm, [4.08e-10; 9.62e-03], 1:0.017s, tol=1.98e-01
 201 : 5.690 µm, [4.33e-10; 1.06e-02], 1:0.017s, tol=1.80e-01
 202 : 5.700 µm, [4.56e-10; 1.16e-02], 1:0.017s, tol=1.66e-01
 203 : 5.710 µm, [4.77e-10; 1.26e-02], 1:0.017s, tol=1.53e-01
 204 : 5.720 µm, [4.96e-10; 1.36e-02], 1:0.017s, tol=1.42e-01
 205 : 5.730 µm, [5.14e-10; 1.46e-02], 1:0.017s, tol=1.33e-01
 206 : 5.740 µm, [5.29e-10; 1.56e-02], 1:0.017s, tol=1.25e-01
 207 : 5.750 µm, [5.43e-10; 1.65e-02], 1:0.017s, tol=1.18e-01
 208 : 5.760 µm, [5.55e-10; 1.75e-02], 1:0.017s, tol=1.11e-01
 209 : 5.770 µm, [5.66e-10; 1.85e-02], 1:0.017s, tol=1.05e-01
 210 : 5.780 µm, [5.75e-10; 1.95e-02], 1:0.017s, tol=1.00e-01
 211 : 5.790 µm, [5.83e-10; 2.05e-02], 1:0.017s, tol=9.55e-02
 212 : 5.800 µm, [5.90e-10; 2.15e-02], 1:0.017s, tol=9.13e-02
 213 : 5.810 µm, [5.95e-10; 2.24e-02], 1:0.017s, tol=8.73e-02
 214 : 5.820 µm, [6.00e-10; 2.34e-02], 1:0.017s, tol=8.38e-02
 215 : 5.830 µm, [6.03e-10; 2.44e-02], 1:0.017s, tol=8.05e-02
 216 : 5.840 µm, [6.06e-10; 2.54e-02], 1:0.017s, tol=7.74e-02
 217 : 5.850 µm, [6.07e-10; 2.63e-02], 1:0.017s, tol=7.46e-02
 218 : 5.860 µm, [6.08e-10; 2.73e-02], 1:0.017s, tol=7.20e-02
 219 : 5.870 µm, [6.08e-10; 2.83e-02], 1:0.017s, tol=6.95e-02
 220 : 5.880 µm, [6.07e-10; 2.92e-02], 1:0.017s, tol=6.72e-02
 221 : 5.890 µm, [6.06e-10; 3.02e-02], 1:0.017s, tol=6.51e-02
 222 : 5.900 µm, [6.04e-10; 3.12e-02], 1:0.017s, tol=6.31e-02
 223 : 5.910 µm, [6.01e-10; 3.21e-02], 1:0.017s, tol=6.12e-02
 224 : 5.920 µm, [5.98e-10; 3.31e-02], 1:0.017s, tol=5.94e-02
 225 : 5.930 µm, [5.94e-10; 3.40e-02], 1:0.017s, tol=5.78e-02
 226 : 5.940 µm, [5.90e-10; 3.50e-02], 1:0.017s, tol=5.62e-02
 227 : 5.950 µm, [5.85e-10; 3.60e-02], 1:0.017s, tol=5.47e-02
 228 : 5.960 µm, [5.80e-10; 3.69e-02], 1:0.017s, tol=5.33e-02
 229 : 5.970 µm, [5.75e-10; 3.79e-02], 1:0.017s, tol=5.19e-02
 230 : 5.980 µm, [5.69e-10; 3.88e-02], 1:0.017s, tol=5.07e-02
 231 : 5.990 µm, [5.63e-10; 3.98e-02], 1:0.017s, tol=4.94e-02
 232 : 6.000 µm, [5.56e-10; 4.07e-02], 1:0.017s, tol=4.83e-02
 233 : 6.010 µm, [5.50e-10; 4.17e-02], 1:0.017s, tol=4.72e-02
 234 : 6.020 µm, [5.43e-10; 4.26e-02], 1:0.017s, tol=4.61e-02
 235 : 6.030 µm, [5.36e-10; 4.36e-02], 1:0.017s, tol=4.51e-02
 236 : 6.040 µm, [5.29e-10; 4.45e-02], 1:0.017s, tol=4.42e-02
 237 : 6.050 µm, [5.21e-10; 4.54e-02], 1:0.017s, tol=4.32e-02
 238 : 6.060 µm, [5.14e-10; 4.64e-02], 1:0.017s, tol=4.24e-02
 239 : 6.070 µm, [5.06e-10; 4.73e-02], 1:0.017s, tol=4.15e-02
 240 : 6.080 µm, [4.98e-10; 4.82e-02], 1:0.017s, tol=4.07e-02
 241 : 6.090 µm, [4.91e-10; 4.92e-02], 1:0.017s, tol=3.99e-02
 242 : 6.100 µm, [4.83e-10; 5.01e-02], 1:0.017s, tol=3.92e-02
 243 : 6.110 µm, [4.75e-10; 5.11e-02], 1:0.017s, tol=3.84e-02
 244 : 6.120 µm, [4.67e-10; 5.20e-02], 1:0.017s, tol=3.77e-02
 245 : 6.130 µm, [4.59e-10; 5.29e-02], 1:0.017s, tol=3.71e-02
 246 : 6.140 µm, [4.51e-10; 5.38e-02], 1:0.017s, tol=3.64e-02
 247 : 6.150 µm, [4.43e-10; 5.48e-02], 1:0.017s, tol=3.58e-02
 248 : 6.160 µm, [4.34e-10; 5.57e-02], 1:0.017s, tol=3.52e-02
 249 : 6.170 µm, [4.26e-10; 5.66e-02], 1:0.017s, tol=3.46e-02
 250 : 6.180 µm, [4.18e-10; 5.75e-02], 1:0.017s, tol=3.40e-02
 251 : 6.190 µm, [4.10e-10; 5.85e-02], 1:0.017s, tol=3.35e-02
 252 : 6.200 µm, [4.02e-10; 5.94e-02], 1:0.017s, tol=3.30e-02
 253 : 6.210 µm, [3.94e-10; 6.03e-02], 1:0.017s, tol=3.24e-02
 254 : 6.220 µm, [3.86e-10; 6.12e-02], 1:0.017s, tol=3.20e-02
 255 : 6.230 µm, [3.79e-10; 6.21e-02], 1:0.017s, tol=3.15e-02
 256 : 6.240 µm, [3.71e-10; 6.30e-02], 1:0.017s, tol=3.10e-02
 257 : 6.250 µm, [3.63e-10; 6.39e-02], 1:0.017s, tol=3.06e-02
 258 : 6.260 µm, [3.55e-10; 6.49e-02], 1:0.017s, tol=3.01e-02
 259 : 6.270 µm, [3.48e-10; 6.58e-02], 1:0.017s, tol=2.97e-02
 260 : 6.280 µm, [3.42e-10; 6.70e-02], 1:0.017s, tol=3.85e-02
 261 : 6.290 µm, [3.37e-10; 6.85e-02], 1:0.017s, tol=4.46e-02
 262 : 6.300 µm, [3.32e-10; 7.02e-02], 1:0.017s, tol=4.71e-02
 263 : 6.310 µm, [3.29e-10; 7.20e-02], 1:0.017s, tol=5.24e-02
 264 : 6.320 µm, [3.26e-10; 7.40e-02], 1:0.017s, tol=5.68e-02
 265 : 6.330 µm, [3.23e-10; 7.61e-02], 1:0.017s, tol=5.91e-02
 266 : 6.340 µm, [3.20e-10; 7.83e-02], 1:0.017s, tol=5.98e-02
 267 : 6.350 µm, [3.17e-10; 8.05e-02], 1:0.017s, tol=5.97e-02
 268 : 6.360 µm, [3.14e-10; 8.28e-02], 1:0.017s, tol=5.91e-02
 269 : 6.370 µm, [3.11e-10; 8.51e-02], 1:0.017s, tol=5.82e-02
 270 : 6.380 µm, [3.08e-10; 8.74e-02], 1:0.017s, tol=5.71e-02
 271 : 6.390 µm, [3.04e-10; 8.97e-02], 1:0.017s, tol=5.60e-02
 272 : 6.400 µm, [3.01e-10; 9.20e-02], 1:0.017s, tol=5.49e-02
 273 : 6.410 µm, [2.97e-10; 9.43e-02], 1:0.017s, tol=5.38e-02
 274 : 6.420 µm, [2.93e-10; 9.66e-02], 1:0.017s, tol=5.27e-02
 275 : 6.430 µm, [2.89e-10; 9.89e-02], 1:0.017s, tol=5.16e-02
 276 : 6.440 µm, [2.85e-10; 1.01e-01], 1:0.017s, tol=5.06e-02
 277 : 6.450 µm, [2.81e-10; 1.03e-01], 1:0.017s, tol=4.96e-02
 278 : 6.460 µm, [2.77e-10; 1.06e-01], 1:0.017s, tol=4.86e-02
 279 : 6.470 µm, [2.73e-10; 1.08e-01], 1:0.017s, tol=4.77e-02
 280 : 6.480 µm, [2.69e-10; 1.10e-01], 1:0.017s, tol=4.68e-02
 281 : 6.490 µm, [2.64e-10; 1.13e-01], 1:0.017s, tol=4.60e-02
 282 : 6.500 µm, [2.60e-10; 1.15e-01], 1:0.017s, tol=4.52e-02
 283 : 6.510 µm, [2.55e-10; 1.17e-01], 1:0.017s, tol=4.44e-02
 284 : 6.520 µm, [2.54e-10; 1.20e-01], 1:0.018s, tol=5.01e-02
 285 : 6.530 µm, [2.53e-10; 1.23e-01], 1:0.018s, tol=5.34e-02
 286 : 6.540 µm, [2.52e-10; 1.26e-01], 1:0.018s, tol=5.49e-02
 287 : 6.550 µm, [2.52e-10; 1.30e-01], 1:0.017s, tol=5.53e-02
 288 : 6.560 µm, [2.52e-10; 1.33e-01], 1:0.017s, tol=5.51e-02
 289 : 6.570 µm, [2.51e-10; 1.37e-01], 1:0.017s, tol=5.53e-02
 290 : 6.580 µm, [2.52e-10; 1.41e-01], 1:0.017s, tol=6.30e-02
 291 : 6.590 µm, [2.54e-10; 1.46e-01], 1:0.017s, tol=6.97e-02
 292 : 6.600 µm, [2.57e-10; 1.52e-01], 1:0.017s, tol=7.45e-02
 293 : 6.610 µm, [2.60e-10; 1.58e-01], 1:0.017s, tol=7.76e-02
 294 : 6.620 µm, [2.64e-10; 1.64e-01], 1:0.017s, tol=7.95e-02
 295 : 6.630 µm, [2.68e-10; 1.71e-01], 1:0.017s, tol=8.06e-02
 296 : 6.640 µm, [2.71e-10; 1.78e-01], 1:0.017s, tol=8.09e-02
 297 : 6.650 µm, [2.71e-10; 1.85e-01], 1:0.017s, tol=8.08e-02
 298 : 6.660 µm, [2.69e-10; 1.92e-01], 1:0.017s, tol=8.04e-02
 299 : 6.670 µm, [2.67e-10; 2.00e-01], 1:0.017s, tol=7.97e-02
 300 : 6.680 µm, [2.66e-10; 2.08e-01], 1:0.017s, tol=7.89e-02
 301 : 6.690 µm, [2.64e-10; 2.16e-01], 1:0.017s, tol=7.79e-02
 302 : 6.700 µm, [2.61e-10; 2.24e-01], 1:0.017s, tol=7.70e-02
 303 : 6.710 µm, [2.59e-10; 2.32e-01], 1:0.017s, tol=7.60e-02
 304 : 6.720 µm, [2.57e-10; 2.40e-01], 1:0.017s, tol=7.50e-02
 305 : 6.730 µm, [2.54e-10; 2.48e-01], 1:0.017s, tol=7.40e-02
 306 : 6.740 µm, [2.52e-10; 2.57e-01], 1:0.017s, tol=7.31e-02
 307 : 6.750 µm, [2.49e-10; 2.66e-01], 1:0.017s, tol=7.22e-02
 308 : 6.760 µm, [2.46e-10; 2.74e-01], 1:0.017s, tol=7.13e-02
 309 : 6.770 µm, [2.43e-10; 2.83e-01], 1:0.017s, tol=7.06e-02
 310 : 6.780 µm, [2.40e-10; 2.92e-01], 1:0.017s, tol=6.99e-02
 311 : 6.790 µm, [2.36e-10; 3.01e-01], 1:0.017s, tol=6.92e-02
 312 : 6.800 µm, [2.33e-10; 3.11e-01], 1:0.017s, tol=6.86e-02
 313 : 6.810 µm, [2.32e-10; 3.21e-01], 1:0.017s, tol=7.33e-02
 314 : 6.820 µm, [2.32e-10; 3.32e-01], 1:0.017s, tol=7.88e-02
 315 : 6.830 µm, [2.34e-10; 3.45e-01], 1:0.017s, tol=8.37e-02
 316 : 6.840 µm, [2.36e-10; 3.58e-01], 1:0.017s, tol=8.81e-02
 317 : 6.850 µm, [2.39e-10; 3.73e-01], 1:0.017s, tol=9.20e-02
 318 : 6.860 µm, [2.42e-10; 3.89e-01], 1:0.017s, tol=9.54e-02
 319 : 6.870 µm, [2.46e-10; 4.05e-01], 1:0.017s, tol=9.84e-02
 320 : 6.880 µm, [2.50e-10; 4.23e-01], 1:0.017s, tol=1.01e-01
 321 : 6.890 µm, [2.54e-10; 4.41e-01], 1:0.021s, tol=1.03e-01
 322 : 6.900 µm, [2.58e-10; 4.61e-01], 1:0.017s, tol=1.05e-01
 323 : 6.910 µm, [2.62e-10; 4.81e-01], 1:0.017s, tol=1.07e-01
 324 : 6.920 µm, [2.66e-10; 5.02e-01], 1:0.017s, tol=1.09e-01
 325 : 6.930 µm, [2.70e-10; 5.24e-01], 1:0.017s, tol=1.11e-01
 326 : 6.940 µm, [2.74e-10; 5.47e-01], 1:0.017s, tol=1.12e-01
 327 : 6.950 µm, [2.77e-10; 5.71e-01], 1:0.017s, tol=1.13e-01
 328 : 6.960 µm, [2.80e-10; 5.94e-01], 1:0.017s, tol=1.13e-01
 329 : 6.970 µm, [2.82e-10; 6.19e-01], 1:0.017s, tol=1.15e-01
 330 : 6.980 µm, [2.84e-10; 6.44e-01], 1:0.017s, tol=1.25e-01
 331 : 6.990 µm, [2.85e-10; 6.72e-01], 1:0.017s, tol=1.44e-01
 332 : 7.000 µm, [2.88e-10; 7.04e-01], 1:0.017s, tol=1.74e-01
 333 : 7.010 µm, [2.89e-10; 7.42e-01], 1:0.017s, tol=2.14e-01
 334 : 7.020 µm, [2.90e-10; 7.85e-01], 1:0.017s, tol=2.74e-01
 335 : 7.030 µm, [2.89e-10; 8.36e-01], 1:0.017s, tol=3.58e-01
 336 : 7.040 µm, [2.89e-10; 8.94e-01], 1:0.017s, tol=4.44e-01
 337 : 7.050 µm, [2.90e-10; 9.46e-01], 1:0.017s, tol=4.77e-01
 338 : 7.060 µm, [2.94e-10; 9.78e-01], 1:0.017s, tol=4.26e-01
 339 : 7.070 µm, [2.98e-10; 9.89e-01], 1:0.017s, tol=3.22e-01
 340 : 7.080 µm, [2.99e-10; 9.90e-01], 1:0.017s, tol=2.43e-01
 341 : 7.090 µm, [2.99e-10; 9.90e-01], 1:0.017s, tol=2.10e-01
 342 : 7.100 µm, [3.01e-10; 9.93e-01], 1:0.017s, tol=1.79e-01
 343 : 7.110 µm, [3.03e-10; 9.95e-01], 1:0.017s, tol=1.49e-01
 344 : 7.120 µm, [3.03e-10; 9.96e-01], 1:0.017s, tol=1.20e-01
 345 : 7.130 µm, [3.02e-10; 9.96e-01], 1:0.017s, tol=1.22e-01
 346 : 7.140 µm, [3.03e-10; 9.97e-01], 1:0.017s, tol=1.39e-01
 347 : 7.150 µm, [3.05e-10; 1.00e+00], 1:0.017s, tol=1.33e-01
 348 : 7.160 µm, [3.07e-10; 1.00e+00], 1:0.017s, tol=1.18e-01
 349 : 7.170 µm, [3.10e-10; 1.00e+00], 1:0.017s, tol=1.12e-01
 350 : 7.180 µm, [3.13e-10; 1.00e+00], 1:0.017s, tol=1.02e-01
 351 : 7.190 µm, [3.15e-10; 1.00e+00], 1:0.017s, tol=8.29e-02
 352 : 7.200 µm, [3.17e-10; 1.00e+00], 1:0.017s, tol=7.83e-02
 353 : 7.210 µm, [3.19e-10; 1.00e+00], 1:0.017s, tol=8.43e-02
 354 : 7.220 µm, [3.21e-10; 1.00e+00], 1:0.017s, tol=8.60e-02
 355 : 7.230 µm, [3.24e-10; 1.01e+00], 1:0.017s, tol=8.44e-02
 356 : 7.240 µm, [3.28e-10; 1.01e+00], 1:0.017s, tol=8.16e-02
 357 : 7.250 µm, [3.31e-10; 1.01e+00], 1:0.017s, tol=7.04e-02
 358 : 7.260 µm, [3.33e-10; 1.01e+00], 1:0.017s, tol=5.79e-02
 359 : 7.270 µm, [3.36e-10; 1.01e+00], 1:0.017s, tol=5.54e-02
 360 : 7.280 µm, [3.39e-10; 1.00e+00], 1:0.017s, tol=5.91e-02
 361 : 7.290 µm, [3.41e-10; 1.01e+00], 1:0.017s, tol=6.38e-02
 362 : 7.300 µm, [3.43e-10; 1.01e+00], 1:0.017s, tol=6.45e-02
 363 : 7.310 µm, [3.46e-10; 1.01e+00], 1:0.017s, tol=6.60e-02
 364 : 7.320 µm, [3.50e-10; 1.01e+00], 1:0.017s, tol=6.62e-02
 365 : 7.330 µm, [3.53e-10; 1.00e+00], 1:0.017s, tol=5.95e-02
 366 : 7.340 µm, [3.56e-10; 1.00e+00], 1:0.017s, tol=5.54e-02
 367 : 7.350 µm, [3.61e-10; 1.00e+00], 1:0.017s, tol=5.61e-02
 368 : 7.360 µm, [3.65e-10; 1.00e+00], 1:0.017s, tol=5.44e-02
 369 : 7.370 µm, [3.68e-10; 1.00e+00], 1:0.017s, tol=5.46e-02
 370 : 7.380 µm, [3.73e-10; 1.00e+00], 1:0.017s, tol=5.51e-02
 371 : 7.390 µm, [3.78e-10; 1.00e+00], 1:0.017s, tol=5.44e-02
 372 : 7.400 µm, [3.83e-10; 1.00e+00], 1:0.017s, tol=5.56e-02
 373 : 7.410 µm, [3.89e-10; 1.00e+00], 1:0.017s, tol=5.27e-02
 374 : 7.420 µm, [3.94e-10; 1.00e+00], 1:0.017s, tol=4.99e-02
 375 : 7.430 µm, [3.98e-10; 1.00e+00], 1:0.017s, tol=5.17e-02
 376 : 7.440 µm, [4.01e-10; 1.00e+00], 1:0.017s, tol=4.99e-02
 377 : 7.450 µm, [4.06e-10; 1.00e+00], 1:0.017s, tol=4.77e-02
 378 : 7.460 µm, [4.15e-10; 1.00e+00], 1:0.017s, tol=4.65e-02
 379 : 7.470 µm, [4.22e-10; 1.00e+00], 1:0.017s, tol=4.06e-02
 380 : 7.480 µm, [4.32e-10; 1.00e+00], 1:0.017s, tol=4.13e-02
 381 : 7.490 µm, [4.42e-10; 1.00e+00], 1:0.018s, tol=4.07e-02
 382 : 7.500 µm, [4.50e-10; 1.00e+00], 1:0.019s, tol=3.34e-02
 383 : 7.510 µm, [4.64e-10; 1.00e+00], 1:0.017s, tol=3.10e-02
 384 : 7.520 µm, [4.77e-10; 1.00e+00], 1:0.017s, tol=3.15e-02
 385 : 7.530 µm, [4.87e-10; 1.00e+00], 1:0.017s, tol=3.42e-02
 386 : 7.540 µm, [4.96e-10; 1.01e+00], 1:0.017s, tol=3.76e-02
 387 : 7.550 µm, [5.07e-10; 1.01e+00], 1:0.017s, tol=3.69e-02
 388 : 7.560 µm, [5.20e-10; 1.01e+00], 1:0.017s, tol=3.22e-02
 389 : 7.570 µm, [5.35e-10; 1.01e+00], 1:0.017s, tol=3.09e-02
 390 : 7.580 µm, [5.48e-10; 1.01e+00], 1:0.017s, tol=3.01e-02
 391 : 7.590 µm, [5.56e-10; 1.01e+00], 1:0.017s, tol=2.99e-02
 392 : 7.600 µm, [5.69e-10; 1.01e+00], 1:0.017s, tol=3.41e-02
 393 : 7.610 µm, [5.85e-10; 1.01e+00], 1:0.017s, tol=3.63e-02
 394 : 7.620 µm, [6.00e-10; 1.01e+00], 1:0.017s, tol=3.22e-02
 395 : 7.630 µm, [6.17e-10; 1.01e+00], 1:0.017s, tol=2.91e-02
 396 : 7.640 µm, [6.27e-10; 1.01e+00], 1:0.017s, tol=2.61e-02
 397 : 7.650 µm, [6.39e-10; 1.01e+00], 1:0.017s, tol=2.85e-02
 398 : 7.660 µm, [6.56e-10; 1.01e+00], 1:0.017s, tol=3.32e-02
 399 : 7.670 µm, [6.74e-10; 1.01e+00], 1:0.017s, tol=3.36e-02
 400 : 7.680 µm, [6.94e-10; 1.01e+00], 1:0.017s, tol=3.29e-02
 401 : 7.690 µm, [7.07e-10; 1.01e+00], 1:0.018s, tol=2.93e-02
 402 : 7.700 µm, [7.20e-10; 1.01e+00], 1:0.018s, tol=3.09e-02
 403 : 7.710 µm, [7.37e-10; 1.01e+00], 1:0.017s, tol=3.25e-02
 404 : 7.720 µm, [7.54e-10; 1.01e+00], 1:0.017s, tol=2.79e-02
 405 : 7.730 µm, [7.71e-10; 1.01e+00], 1:0.017s, tol=2.58e-02
 406 : 7.740 µm, [7.83e-10; 1.01e+00], 1:0.017s, tol=2.51e-02
 407 : 7.750 µm, [7.94e-10; 1.01e+00], 1:0.017s, tol=2.91e-02
 408 : 7.760 µm, [8.11e-10; 1.01e+00], 1:0.017s, tol=3.03e-02
 409 : 7.770 µm, [8.29e-10; 1.01e+00], 1:0.017s, tol=2.73e-02
 410 : 7.780 µm, [8.44e-10; 1.01e+00], 1:0.017s, tol=2.62e-02
 411 : 7.790 µm, [8.54e-10; 1.01e+00], 1:0.017s, tol=2.62e-02
 412 : 7.800 µm, [8.66e-10; 1.01e+00], 1:0.017s, tol=2.88e-02
 413 : 7.810 µm, [8.81e-10; 1.01e+00], 1:0.017s, tol=2.61e-02
 414 : 7.820 µm, [8.95e-10; 1.01e+00], 1:0.017s, tol=2.47e-02
 415 : 7.830 µm, [9.06e-10; 1.01e+00], 1:0.017s, tol=2.51e-02
 416 : 7.840 µm, [9.13e-10; 1.01e+00], 1:0.017s, tol=2.74e-02
 417 : 7.850 µm, [9.22e-10; 1.01e+00], 1:0.017s, tol=2.85e-02
 418 : 7.860 µm, [9.31e-10; 1.01e+00], 1:0.017s, tol=2.75e-02
 419 : 7.870 µm, [9.39e-10; 1.01e+00], 1:0.017s, tol=2.85e-02
 420 : 7.880 µm, [9.43e-10; 1.01e+00], 1:0.017s, tol=3.22e-02
 421 : 7.890 µm, [9.48e-10; 1.01e+00], 1:0.017s, tol=3.54e-02
 422 : 7.900 µm, [9.52e-10; 1.01e+00], 1:0.017s, tol=3.92e-02
 423 : 7.910 µm, [9.56e-10; 1.01e+00], 1:0.017s, tol=5.05e-02
 424 : 7.920 µm, [9.58e-10; 1.01e+00], 1:0.017s, tol=8.86e-02
 425 : 7.930 µm, [9.60e-10; 1.01e+00], 1:0.017s, tol=1.66e-01
 426 : 7.940 µm, [9.62e-10; 1.00e+00], 1:0.017s, tol=4.95e-02
 427 : 7.950 µm, [9.62e-10; 1.00e+00], 1:0.017s, tol=1.54e-02
 428 : 7.960 µm, [9.62e-10; 1.00e+00], 1:0.017s, tol=2.55e-03
 429 : 7.970 µm, [9.62e-10; 1.00e+00], 1:0.017s, tol=1.50e-03
 430 : 7.980 µm, [9.62e-10; 1.00e+00], 1:0.017s, tol=1.43e-03
 431 : 7.990 µm, [9.62e-10; 1.00e+00], 1:0.017s, tol=1.43e-03
 432 : 8.000 µm, [9.62e-10; 1.00e+00], 1:0.017s, tol=1.43e-03
 433 : 8.010 µm, [9.62e-10; 1.00e+00], 1:0.017s, tol=1.46e-03
 434 : 8.020 µm, [9.62e-10; 1.00e+00], 1:0.017s, tol=1.50e-03
 435 : 8.030 µm, [9.62e-10; 1.00e+00], 1:0.017s, tol=1.49e-03
Saved simulation and summary in:
/home/docs/checkouts/readthedocs.org/user_builds/easyfea/checkouts/v1.8.1/examples/PhaseField/results/Tension2D/Test/Bourdin_AT1_optimMesh

Generate movie 01/21 (4.76 %) 2.05 s
Generate movie 02/21 (9.52 %) 1.63 s
Generate movie 03/21 (14.29 %) 1.50 s
Generate movie 04/21 (19.05 %) 1.47 s
Generate movie 05/21 (23.81 %) 1.35 s
Generate movie 06/21 (28.57 %) 1.30 s
Generate movie 07/21 (33.33 %) 1.23 s
Generate movie 08/21 (38.10 %) 1.15 s
Generate movie 09/21 (42.86 %) 1.10 s
Generate movie 10/21 (47.62 %) 980.73 ms
Generate movie 11/21 (52.38 %) 903.03 ms
Generate movie 12/21 (57.14 %) 775.13 ms
Generate movie 13/21 (61.90 %) 683.15 ms
Generate movie 14/21 (66.67 %) 609.49 ms
Generate movie 15/21 (71.43 %) 527.05 ms
Generate movie 16/21 (76.19 %) 426.57 ms
Generate movie 17/21 (80.95 %) 342.04 ms
Generate movie 18/21 (85.71 %) 260.87 ms
Generate movie 19/21 (90.48 %) 175.72 ms
Generate movie 20/21 (95.24 %) 87.05 ms
Generate movie 21/21 (100.00 %) 0.00 µs
Mesh : 34.552 ms
Boundary Conditions : 2.925 ms
Matrix : 3.149 s
Split : 10.131 ms
PostProcessing : 78.603 ms
Solver : 4.759 s
Resolution phase field : 7.356 s
Display : 456.041 ms
PyVista_Interface : 2.893 s


 13 import matplotlib.pyplot as plt
 14 import numpy as np
 15
 16 from EasyFEA import (
 17     Display,
 18     Folder,
 19     Models,
 20     Tic,
 21     ElemType,
 22     Simulations,
 23     PyVista,
 24     Paraview,
 25 )
 26 from EasyFEA.Geoms import Point, Points, Domain, Line, Contour
 27
 28 if __name__ == "__main__":
 29
 30     # ----------------------------------------------
 31     # Configurations
 32     # ----------------------------------------------
 33     dim = 2
 34
 35     # simu options
 36     doSimu = True
 37     meshTest = True
 38     openCrack = True
 39     optimMesh = True
 40
 41     # outputs
 42     folder = Folder.Results_Dir() + f"{dim}D"
 43     plotMesh = False
 44     plotEnergy = False
 45     makeParaview = False
 46     makeMovie = True
 47
 48     # phasefield
 49     maxIter = 1000
 50     tolConv = 1e-0  # 1e-1, 1e-2, 1e-3
 51     pfmSolver = Models.PhaseField.SolverType.History
 52
 53     # Available splits: Bourdin, Amor, Miehe, Stress (isotropic)
 54     #                   He, AnisotStrain, AnisotStress, Zhang (anisotropic)
 55     split = Models.PhaseField.SplitType.Bourdin
 56
 57     # Available regus: AT1, AT2
 58     regu = Models.PhaseField.ReguType.AT1
 59
 60     # ----------------------------------------------
 61     # Geometry
 62     # ----------------------------------------------
 63     L = 1e-3  # m
 64     l0 = 8.5e-6
 65     thickness = 1 if dim == 2 else 0.1 / 1000
 66
 67     # ----------------------------------------------
 68     # Material
 69     # ----------------------------------------------
 70     E = 210e9  # Pa
 71     v = 0.3
 72     Gc = 2.7e3  # J/m2
 73
 74     folder_save = Simulations.PhaseField.Folder(
 75         folder,
 76         "",
 77         split,
 78         regu,
 79         "",
 80         tolConv,
 81         pfmSolver,
 82         meshTest,
 83         optimMesh,
 84         not openCrack,
 85     )
 86     Display.MyPrint(folder_save, "green", end="\n")
 87
 88     if doSimu:
 89         # ----------------------------------------------
 90         # Mesh
 91         # ----------------------------------------------
 92         clC = l0 * 2 if meshTest else l0 / 2
 93         if optimMesh:
 94             clD = clC * 4
 95             gap = L * 0.05
 96             refineDomain = Domain(
 97                 Point(L / 2 - gap, L / 2 - gap),
 98                 Point(L, L / 2 + gap, thickness),
 99                 clC,
100             )
101         else:
102             clD = clC
103             refineDomain = None
104
105         pt1 = Point()
106         pt2 = Point(L)
107         pt3 = Point(L, L)
108         pt4 = Point(0, L)
109         contour = Points([pt1, pt2, pt3, pt4], clD)
110
111         if dim == 2:
112             ptC1 = Point(0, L / 2, isOpen=openCrack)
113             ptC2 = Point(L / 2, L / 2)
114             cracks = [Line(ptC1, ptC2, clC, isOpen=openCrack)]
115         elif dim == 3:
116             meshSize = clD if optimMesh else clC
117             ptC1 = Point(0, L / 2, 0, isOpen=openCrack)
118             ptC2 = Point(L / 2, L / 2, 0)
119             ptC3 = Point(L / 2, L / 2, thickness)
120             ptC4 = Point(0, L / 2, thickness, isOpen=openCrack)
121             l1 = Line(ptC1, ptC2, meshSize, openCrack)
122             l2 = Line(ptC2, ptC3, meshSize, False)
123             l3 = Line(ptC3, ptC4, meshSize, openCrack)
124             l4 = Line(ptC4, ptC1, meshSize, openCrack)
125             cracks = [Contour([l1, l2, l3, l4])]
126
127         if dim == 2:
128             mesh = contour.Mesh_2D([], ElemType.TRI3, cracks, [refineDomain])
129         elif dim == 3:
130             mesh = contour.Mesh_Extrude(
131                 [], [0, 0, thickness], [3], ElemType.TETRA4, cracks, [refineDomain]
132             )
133
134         # Nodes
135         nodes_upper = mesh.Nodes_Conditions(lambda x, y, z: y == L)
136         nodes_lower = mesh.Nodes_Conditions(lambda x, y, z: y == 0)
137         nodes_right = mesh.Nodes_Conditions(
138             lambda x, y, z: (x == L) & (y > 0) & (y < L)
139         )
140         nodes_crack = mesh.Nodes_Conditions(lambda x, y, z: (y == L / 2) & (x <= L / 2))
141         if openCrack:
142             nodes_detect = mesh.nodes.copy()
143         else:
144             nodes_detect = np.array(list(set(mesh.nodes) - set(nodes_crack)))
145
146         # Builds edge nodes
147         nodes_edges = []
148         for nodes in [nodes_lower, nodes_right, nodes_upper]:
149             nodes_edges.extend(nodes)
150
151         # ----------------------------------------------
152         # Material
153         # ----------------------------------------------
154         material = Models.Elastic.Isotropic(
155             dim, E=E, v=v, planeStress=False, thickness=thickness
156         )
157         pfm = Models.PhaseField(material, split, regu, Gc=Gc, l0=l0, solver=pfmSolver)
158
159         # ----------------------------------------------
160         # Boundary conditions
161         # ----------------------------------------------
162         uinc0 = 1e-7 if meshTest else 1e-8
163         N0 = 40 if meshTest else 400
164         uinc1 = 1e-8 if meshTest else 1e-9
165         N1 = 400 if meshTest else 4000
166         threshold = uinc0 * N0
167         dep0 = threshold
168         dep1 = dep0 + uinc1 * N1
169         config = f"""
170         E = {E:.2e} Pa;  v = {v};  Gc = {Gc:.2e} J/m2;  l0 = {l0:.2e} m
171
172         while True:
173
174         uinc0 = {uinc0:.1e} (dep < threshold={threshold:.2e})
175         uinc1 = {uinc1:.1e}
176
177         if not openCrack:
178             simu.add_dirichlet(nodes_crack, [1], ["d"], problemType="damage")
179         simu.add_dirichlet(nodes_upper, [0, dep], ["x", "y"])
180         simu.add_dirichlet(nodes_lower, [0], ["y"])
181         """
182
183         def Loading(dep):
184             simu.Bc_Init()
185             if not openCrack:
186                 simu.add_dirichlet(nodes_crack, [1], ["d"], problemType="damage")
187             if dim == 2:
188                 simu.add_dirichlet(nodes_upper, [0, dep], ["x", "y"])
189             elif dim == 3:
190                 simu.add_dirichlet(nodes_upper, [0, dep, 0], ["x", "y", "z"])
191             simu.add_dirichlet(nodes_lower, [0], ["y"])
192
193         # ----------------------------------------------
194         # Simulation
195         # ----------------------------------------------
196         simu = Simulations.PhaseField(mesh, pfm, verbosity=False)
197         simu.Results_Set_Bc_Summary(config)
198
199         dofsY_upper = simu.Bc_dofs_nodes(nodes_upper, ["y"])
200
201         nDetect = 0
202         list_dep = []
203         list_f = []
204         dep = -uinc0
205         iter = -1
206         while True:
207             iter += 1
208             dep += uinc0 if dep < threshold else uinc1
209
210             Loading(dep)
211
212             u, _, converg = simu.Solve(tolConv, maxIter, convOption=1)
213             simu.Save_Iter()
214
215             simu.Results_Set_Iteration_Summary(iter, dep * 1e6, "µm", 0, True)
216
217             if not converg:
218                 break
219
220             f = np.sum(simu.Calc_Reaction(dofsY_upper, "elastic"))
221             list_dep.append(dep)
222             list_f.append(f)
223
224             if simu.Detect_Damage(nodes_edges, 1):
225                 nDetect += 1
226                 if nDetect == 10:
227                     break
228
229         # ----------------------------------------------
230         # Saving
231         # ----------------------------------------------
232         print()
233         Simulations.Save_pickle((list_f, list_dep), folder_save, "force-displacement")
234         simu.Save(folder_save)
235
236     else:
237         simu: Simulations.PhaseField = Simulations.Load_Simu(folder_save)
238         list_f, list_dep = Simulations.Load_pickle(folder_save, "force-displacement")
239
240     # ----------------------------------------------
241     # Results
242     # ----------------------------------------------
243     Display.Plot_Result(
244         simu,
245         "damage",
246         nodeValues=True,
247         plotMesh=False,
248         folder=folder_save,
249         filename="damage",
250     )
251     Display.Plot_Mesh(simu)
252     Display.Plot_Iter_Summary(simu, folder_save, None, None)
253     Display.Plot_BoundaryConditions(simu)
254
255     # ax = Display.Init_Axes()
256     # ax.plot(np.abs(list_dep) * 1e6, np.abs(list_f) * 1e-6, c="blue")
257     # ax.set_xlabel("ud [µm]")
258     # ax.set_ylabel("f [kN/mm]")
259     # ax.grid()
260     # Display.Save_fig(folder_save, "force-displacement")
261
262     if plotMesh:
263         Display.Plot_Mesh(simu.mesh)
264
265     if plotEnergy:
266         Display.Plot_Energy(simu, N=400, folder=folder_save)
267
268     if makeParaview:
269         Paraview.Save_simu(simu, folder_save, 400)
270
271     if makeMovie:
272         simu.Set_Iter(-1)
273         deformFactor = L * 0.05 / simu.Result("displacement_norm").max()
274
275         iterations = np.arange(0, simu.Niter, simu.Niter // 20)
276
277         def Func(plotter, iter):
278             simu.Set_Iter(iterations[iter])
279             thresh = PyVista._pvMesh(simu, "damage", deformFactor).threshold((0, 0.8))
280             PyVista.Plot(thresh, "damage", plotMesh=True, plotter=plotter, clim=(0, 1))
281
282         PyVista.Movie_func(Func, iterations.size, folder_save, "damage.gif")
283
284     Tic.Resume()
285
286     if doSimu:
287         Tic.Plot_History(folder_save, False)
288
289     plt.show()

Total running time of the script: (0 minutes 11.714 seconds)

Gallery generated by Sphinx-Gallery