文件名称:MXFEM-1d3

  • 所属分类:
  • matlab例程
  • 资源属性:
  • [Matlab] [源码]
  • 上传时间:
  • 2012-11-26
  • 文件大小:
  • 207kb
  • 下载次数:
  • 1次
  • 提 供 者:
  • hq8***
  • 相关连接:
  • 下载说明:
  • 别用迅雷下载,失败请重下,重下不扣分!

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MatLab file for XFEM
(系统自动生成,下载前可以参看下载内容)

下载文件列表

MXFEM 1d3\Benchmarks\1 Center Crack in a Finite Plate\Full Model\inputQuasiStatic.m

.........\..........\................................\..........\Output.txt

.........\..........\................................\Half Model\inputQuasiStatic.m

.........\..........\................................\..........\Output.txt

.........\..........\2 Edge Crack in a Finite Plate\inputQuasiStatic.m

.........\..........\..............................\Output.txt

.........\..........\3 Hard Inclusion in a Finite Plate\ANSYS Stress Plots.pdf

.........\..........\..................................\inputQuasiStatic.m

.........\..........\4 Hole in an Infinite Plate\inputQuasiStatic.m

.........\..........\5 Paris Law Crack Growth\inputQuasiStatic.m

.........\..........\........................\mxfemVSanalytical.asv

.........\..........\........................\mxfemVSanalytical.m

.........\..........\6 Crack Growth in Presence of Inclusion\Hard Inclusion\inputQuasiStatic.m

.........\..........\.......................................\..............\mxfemVSbordas.m

.........\..........\.......................................\Soft Inclusion\inputQuasiStatic.m

.........\..........\.......................................\..............\mxfemVSbordas.m

.........\..........\7 Crack Initiation Angle for Crack Initating from a Hole in a Plate\inputOptimization.m

.........\..........\...................................................................\Output.txt

.........\..........\...................................................................\xfemOptimization.m

.........\bimatctipNodes.m

.........\boundaryCond.m

.........\calcDOF.m

.........\connectivity.m

.........\crackCoord2Length.m

.........\ctipNodes.m

.........\dirCriticalPlane.m

.........\dirMaximumCircumferentialStress.m

.........\elemStress.m

.........\enrElem.m

.........\eqSIFLiu.m

.........\eqSIFRhee.m

.........\eqSIFTanaka.m

.........\eqSIFYan.m

.........\fatigueClassicalParis.m

.........\fatigueModifiedParis.m

.........\forceVector.m

.........\gauss.m

.........\growCrack.m

.........\growCrackVariable.m

.........\heaviNodes.m

.........\inputLoadHistory.m

.........\inputOptimization.m

.........\inputQuasiStatic.m

.........\JIntegral.m

.........\levelSet.m

.........\numIterations.m

.........\plotContour.m

.........\plotDeformation.m

.........\plotLevelSet.m

.........\plotMain.m

.........\plotMesh.m

.........\plotStress.m

.........\stiffnessMatrix.m

.........\subDomain.m

.........\updateStiffness.m

.........\User Manual\User Manual.pdf

.........\xfemOptimization.m

.........\xfemQuasiStatic.m

.........\xfemQuasiStaticVariable.m

.........\Benchmarks\1 Center Crack in a Finite Plate\Full Model

.........\..........\................................\Half Model

.........\..........\6 Crack Growth in Presence of Inclusion\Hard Inclusion

.........\..........\.......................................\Soft Inclusion

.........\..........\1 Center Crack in a Finite Plate

.........\..........\2 Edge Crack in a Finite Plate

.........\..........\3 Hard Inclusion in a Finite Plate

.........\..........\4 Hole in an Infinite Plate

.........\..........\5 Paris Law Crack Growth

.........\..........\6 Crack Growth in Presence of Inclusion

.........\..........\7 Crack Initiation Angle for Crack Initating from a Hole in a Plate

.........\Benchmarks

.........\User Manual

MXFEM 1d3

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