MXFEM-1d3
所属分类：数值算法/人工智能
开发工具：Visual C++
文件大小：427KB
下载次数：51
上传日期：2011-12-06 17:25:43
上 传 者：
3438137
说明： Crack length predicted using XFEM with Paris Law to determine length of
growth increment and maximum circumferential stress to determine direction
文件列表:
MXFEM 1.3 (0, 2011-05-21)
MXFEM 1.3\Benchmarks (0, 2011-05-21)
MXFEM 1.3\Benchmarks\1 Center Crack in a Finite Plate (0, 2011-05-21)
MXFEM 1.3\Benchmarks\1 Center Crack in a Finite Plate\Full Model (0, 2011-05-21)
MXFEM 1.3\Benchmarks\1 Center Crack in a Finite Plate\Full Model\inputQuasiStatic.m (2654, 2010-09-07)
MXFEM 1.3\Benchmarks\1 Center Crack in a Finite Plate\Full Model\Output.txt (120, 2010-09-07)
MXFEM 1.3\Benchmarks\1 Center Crack in a Finite Plate\Half Model (0, 2011-05-21)
MXFEM 1.3\Benchmarks\1 Center Crack in a Finite Plate\Half Model\inputQuasiStatic.m (2654, 2010-09-07)
MXFEM 1.3\Benchmarks\1 Center Crack in a Finite Plate\Half Model\Output.txt (88, 2010-09-07)
MXFEM 1.3\Benchmarks\2 Edge Crack in a Finite Plate (0, 2011-05-21)
MXFEM 1.3\Benchmarks\2 Edge Crack in a Finite Plate\inputQuasiStatic.m (2653, 2010-09-07)
MXFEM 1.3\Benchmarks\2 Edge Crack in a Finite Plate\Output.txt (88, 2010-09-07)
MXFEM 1.3\Benchmarks\3 Hard Inclusion in a Finite Plate (0, 2011-05-21)
MXFEM 1.3\Benchmarks\3 Hard Inclusion in a Finite Plate\ANSYS Stress Plots.pdf (35865, 2010-09-07)
MXFEM 1.3\Benchmarks\3 Hard Inclusion in a Finite Plate\inputQuasiStatic.m (2696, 2010-09-07)
MXFEM 1.3\Benchmarks\4 Hole in an Infinite Plate (0, 2011-05-21)
MXFEM 1.3\Benchmarks\4 Hole in an Infinite Plate\inputQuasiStatic.m (2700, 2010-09-07)
MXFEM 1.3\Benchmarks\5 Paris Law Crack Growth (0, 2011-05-21)
MXFEM 1.3\Benchmarks\5 Paris Law Crack Growth\inputQuasiStatic.m (2684, 2010-09-07)
MXFEM 1.3\Benchmarks\5 Paris Law Crack Growth\mxfemVSanalytical.asv (1479, 2010-09-07)
MXFEM 1.3\Benchmarks\5 Paris Law Crack Growth\mxfemVSanalytical.m (1487, 2010-09-07)
MXFEM 1.3\Benchmarks\6 Crack Growth in Presence of Inclusion (0, 2011-05-21)
MXFEM 1.3\Benchmarks\6 Crack Growth in Presence of Inclusion\Hard Inclusion (0, 2011-05-21)
MXFEM 1.3\Benchmarks\6 Crack Growth in Presence of Inclusion\Hard Inclusion\inputQuasiStatic.m (2703, 2010-09-07)
MXFEM 1.3\Benchmarks\6 Crack Growth in Presence of Inclusion\Hard Inclusion\mxfemVSbordas.m (1847, 2010-09-07)
MXFEM 1.3\Benchmarks\6 Crack Growth in Presence of Inclusion\Soft Inclusion (0, 2011-05-21)
MXFEM 1.3\Benchmarks\6 Crack Growth in Presence of Inclusion\Soft Inclusion\inputQuasiStatic.m (2703, 2010-09-07)
MXFEM 1.3\Benchmarks\6 Crack Growth in Presence of Inclusion\Soft Inclusion\mxfemVSbordas.m (1778, 2010-09-07)
MXFEM 1.3\Benchmarks\7 Crack Initiation Angle for Crack Initating from a Hole in a Plate (0, 2011-05-21)
MXFEM 1.3\Benchmarks\7 Crack Initiation Angle for Crack Initating from a Hole in a Plate\inputOptimization.m (1847, 2010-09-07)
MXFEM 1.3\Benchmarks\7 Crack Initiation Angle for Crack Initating from a Hole in a Plate\Output.txt (1504, 2010-09-07)
MXFEM 1.3\Benchmarks\7 Crack Initiation Angle for Crack Initating from a Hole in a Plate\xfemOptimization.m (1711, 2010-09-07)
MXFEM 1.3\bimatctipNodes.m (4770, 2010-09-07)
MXFEM 1.3\boundaryCond.m (4673, 2010-09-07)
MXFEM 1.3\calcDOF.m (1264, 2010-09-07)
MXFEM 1.3\connectivity.m (2370, 2010-09-07)
MXFEM 1.3\crackCoord2Length.m (231, 2011-03-09)
MXFEM 1.3\ctipNodes.m (2303, 2010-09-07)
MXFEM 1.3\dirCriticalPlane.m (599, 2011-03-09)
MXFEM 1.3\dirMaximumCircumferentialStress.m (460, 2011-03-09)
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