1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106 107 108 109 110 111
|
! load "./square-50.geo"
# P-Laplacian problem by fixed-point:
# geo = square-50
# approx = P1
# p = 3
# w = 0.666667
# tol = 2.22045e-16
# n r_linf v_linf r_l2 v_l2
0 1.57387 0 0.535236 0
1 144.934 -1.9642 6.94292 -1.113
2 15.6641 -0.498968 0.0651678 0.457256
3 1.29921 0.0277638 0.00311085 0.745222
4 0.177639 0.236858 0.000309357 0.809521
5 0.067608 0.273394 3.47414e-05 0.83754
6 0.0204934 0.314226 3.80593e-06 0.858014
7 0.00669025 0.33879 4.23618e-07 0.871653
8 0.0021159 0.358934 4.67395e-08 0.882358
9 0.000677405 0.374014 5.19522e-09 0.890327
10 0.000214461 0.386562 5.74278e-10 0.896942
11 6.8352e-05 0.396565 6.3806e-11 0.902153
12 2.15955e-05 0.405217 7.06004e-12 0.906645
13 6.86512e-06 0.412332 7.84211e-13 0.910316
14 2.16497e-06 0.41868 8.68307e-14 0.913562
15 6.8676e-07 0.424011 9.64307e-15 0.916289
16 2.16229e-07 0.428879 1.06826e-15 0.918742
17 6.84543e-08 0.433033 1.1862e-16 0.920846
18 2.15211e-08 0.436895 1.31458e-17 0.922764
19 6.79993e-09 0.440235 1.45958e-18 0.924438
20 2.13469e-09 0.443382 1.61805e-19 0.925978
21 6.7305e-10 0.446139 1.79635e-20 0.927341
22 2.10814e-10 0.448776 1.99189e-21 0.928604
23 6.62786e-11 0.451113 2.21136e-22 0.929734
24 2.0637e-11 0.45343 2.45387e-23 0.930779
25 6.54666e-12 0.455238 2.7347e-24 0.931665
26 1.98772e-12 0.457639 3.09419e-25 0.932231
27 1.09771e-12 0.45024 4.11272e-26 0.930164
28 8.16169e-13 0.438757 1.16835e-26 0.916463
29 1.09201e-12 0.419267 8.452e-27 0.88971
30 1.03653e-12 0.406046 7.60797e-27 0.861576
31 9.27629e-13 0.394503 7.77402e-27 0.833481
32 1.67287e-12 0.374172 7.88689e-27 0.807239
33 9.61771e-13 0.370118 7.70729e-27 0.78308
34 1.35326e-12 0.35487 7.75275e-27 0.759973
35 1.0774e-12 0.34756 7.76275e-27 0.738244
36 8.3425e-13 0.340991 7.40487e-27 0.718306
37 7.8626e-13 0.33247 7.2992e-27 0.699061
38 1.01231e-12 0.320833 8.32887e-27 0.679157
39 8.51311e-13 0.314535 7.81283e-27 0.662455
40 8.2857e-13 0.306966 6.98839e-27 0.647104
41 1.37561e-12 0.294109 8.32109e-27 0.629472
42 8.93363e-13 0.29157 7.59367e-27 0.615431
43 9.54623e-13 0.284119 7.68689e-27 0.600995
44 1.00553e-12 0.277149 7.83698e-27 0.587145
45 1.0237e-12 0.270818 7.76716e-27 0.574184
46 1.08512e-12 0.26438 8.2739e-27 0.561105
47 8.63634e-13 0.260865 7.70839e-27 0.549821
48 1.01018e-12 0.254012 8.09357e-27 0.537925
49 1.48324e-12 0.245424 7.78076e-27 0.527296
50 1.20643e-12 0.242309 7.59086e-27 0.516965
51 9.16299e-13 0.239901 7.37629e-27 0.507073
52 1.27775e-12 0.23251 7.7181e-27 0.496943
53 8.72938e-13 0.231245 7.81711e-27 0.487462
54 7.57031e-13 0.228108 7.5087e-27 0.478759
55 9.23469e-13 0.222392 7.86763e-27 0.469685
56 1.08801e-12 0.217149 7.97595e-27 0.461192
57 1.01506e-12 0.213868 7.75489e-27 0.453315
58 9.45729e-13 0.21071 7.45068e-27 0.445799
59 1.10116e-12 0.206019 7.6832e-27 0.438017
60 8.37636e-13 0.204565 8.07731e-27 0.430355
61 1.12965e-12 0.199082 7.47363e-27 0.423853
62 8.13792e-13 0.198169 7.62321e-27 0.416878
63 8.91683e-13 0.194393 7.89456e-27 0.410019
64 1.09042e-12 0.18999 8.18548e-27 0.403367
65 1.04444e-12 0.187355 7.38516e-27 0.397849
66 1.10944e-12 0.184119 7.99774e-27 0.391297
67 1.20025e-12 0.180861 7.95205e-27 0.385494
68 9.94433e-13 0.179403 7.71347e-27 0.380019
69 8.64748e-13 0.177682 7.89793e-27 0.374363
70 1.07067e-12 0.173819 8.18072e-27 0.368796
71 1.02032e-12 0.171665 7.7731e-27 0.363915
72 9.015e-13 0.170028 7.83226e-27 0.358815
73 8.33387e-13 0.168166 7.83325e-27 0.353899
74 9.55905e-13 0.165089 8.19598e-27 0.348851
75 9.14235e-13 0.163145 8.36216e-27 0.344083
76 1.15851e-12 0.159646 7.91349e-27 0.339871
77 9.50624e-13 0.158688 7.21509e-27 0.335978
78 8.38959e-13 0.157349 7.39158e-27 0.331536
79 8.28775e-13 0.155424 7.96071e-27 0.326932
80 7.79805e-13 0.153812 7.62613e-27 0.323078
81 9.61756e-13 0.150789 7.81742e-27 0.318957
82 9.8377e-13 0.14883 7.44234e-27 0.315327
83 7.83018e-13 0.148231 7.26257e-27 0.311656
84 8.6544e-13 0.145949 7.43688e-27 0.307823
85 1.24772e-12 0.142363 7.88666e-27 0.303902
86 1.07095e-12 0.141479 7.70518e-27 0.300486
87 1.0666e-12 0.139873 7.48649e-27 0.297175
88 1.05553e-12 0.138335 7.74025e-27 0.293634
89 9.36925e-13 0.137363 7.50797e-27 0.290483
90 9.4657e-13 0.135787 7.39775e-27 0.287327
91 9.58742e-13 0.134234 7.49631e-27 0.284107
92 8.24392e-13 0.133487 7.88553e-27 0.28078
93 9.57707e-13 0.131352 8.08149e-27 0.277646
94 8.50795e-13 0.130502 7.23858e-27 0.275201
95 9.89482e-13 0.128437 7.28288e-27 0.272276
96 9.08749e-13 0.127485 7.66188e-27 0.269211
97 1.0049e-12 0.12572 7.73976e-27 0.26639
98 1.02906e-12 0.124332 8.01088e-27 0.263519
99 9.94816e-13 0.123225 8.45079e-27 0.260623
100 9.17782e-13 0.122342 8.0135e-27 0.258247
101 1.19248e-12 0.120005 8.07226e-27 0.255659
102 1.09503e-12 0.119192 7.77414e-27 0.253313
|