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MXFEM1d2

于 2020-12-17 发布 文件大小:393KB
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  采用matlab编写的二位扩展有限元的程序,主要解决断裂力学里面的裂纹和开裂问题(Two extended finite element program using matlab, solve fracture mechanics inside the crack and cracking)

文件列表:

MXFEM 1.2
.........\Benchmarks
.........\..........\1 Center Crack in a Finite Plate
.........\..........\................................\Full Model
.........\..........\................................\..........\inputQuasiStatic.m,2654,2011-03-29
.........\..........\................................\..........\Output.txt,120,2011-03-29
.........\..........\................................\Half Model
.........\..........\................................\..........\inputQuasiStatic.m,2654,2011-03-29
.........\..........\................................\..........\Output.txt,88,2011-03-29
.........\..........\2 Edge Crack in a Finite Plate
.........\..........\..............................\inputQuasiStatic.m,2653,2011-03-29
.........\..........\..............................\Output.txt,88,2011-03-29
.........\..........\3 Hard Inclusion in a Finite Plate
.........\..........\..................................\ANSYS Stress Plots.pdf,35865,2011-03-29
.........\..........\..................................\inputQuasiStatic.m,2696,2011-03-29
.........\..........\4 Hole in an Infinite Plate
.........\..........\...........................\inputQuasiStatic.m,2700,2011-03-29
.........\..........\5 Paris Law Crack Growth
.........\..........\........................\inputQuasiStatic.m,2684,2011-03-29
.........\..........\........................\mxfemVSanalytical.asv,1479,2011-03-29
.........\..........\........................\mxfemVSanalytical.m,1487,2011-03-29
.........\..........\6 Crack Growth in Presence of Inclusion
.........\..........\.......................................\Hard Inclusion
.........\..........\.......................................\..............\inputQuasiStatic.m,2703,2011-03-29
.........\..........\.......................................\..............\mxfemVSbordas.m,1771,2011-03-29
.........\..........\.......................................\Soft Inclusion
.........\..........\.......................................\..............\inputQuasiStatic.m,2703,2011-03-29
.........\..........\.......................................\..............\mxfemVSbordas.m,1795,2011-03-29
.........\..........\7 Crack Initiation Angle for Crack Initating from a Hole in a Plate
.........\..........\...................................................................\inputOptimization.m,1847,2011-03-29
.........\..........\...................................................................\Output.txt,1504,2011-03-29
.........\..........\...................................................................\xfemOptimization.m,1711,2011-03-29
.........\bimatctipNodes.m,4770,2011-03-29
.........\boundaryCond.m,4673,2011-03-29
.........\calcDOF.m,1264,2011-03-29
.........\connectivity.m,2370,2011-03-29
.........\crackCoord2Length.m,215,2011-03-29
.........\ctipNodes.m,2303,2011-03-29
.........\elemStress.m,27525,2011-03-29
.........\enrElem.m,3597,2011-03-29
.........\forceVector.m,7785,2011-03-29
.........\gauss.m,12028,2011-03-29
.........\growCrack.m,2899,2011-03-29
.........\heaviNodes.m,444,2011-03-29
.........\inputLoadHistory.m,153,2011-03-29
.........\inputOptimization.m,1541,2011-03-29
.........\inputQuasiStatic.m,2653,2011-03-29
.........\JIntegral.m,49828,2011-03-29
.........\levelSet.m,23316,2011-03-29
.........\numIterations.m,451,2011-03-29
.........\plotContour.m,4441,2011-03-29
.........\plotDeformation.m,5057,2011-03-29
.........\plotLevelSet.m,5427,2011-03-29
.........\plotMain.m,1446,2011-03-29
.........\plotMesh.m,4135,2011-03-29
.........\plotStress.m,4800,2011-03-29
.........\stiffnessMatrix.m,34869,2011-03-29
.........\subDomain.m,5345,2011-03-29
.........\updateStiffness.m,27270,2011-03-29
.........\User Manual

.........\...........\User Manual.pdf,303121,2011-03-29
.........\...........\Version History.txt,2102,2011-03-29
.........\xfemOptimization.m,1520,2011-03-29
.........\xfemQuasiStatic.m,2297,2011-03-29

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