搜索资源列表
两维弹性边界元程序
- 两维弹性边界元程序-two dimensional elastic boundary element program
二维边界元Matlab程序
- 二维边界元Matlab程序 附初始条件 运行结果 -2D Matlab BEM program
2D_Boundary_Element_Code
- 二维边界元程序,能用于处理平面弹性力学问题以及位势问题-2-dimension boundary element code desigend for plane elasticity problems and displacement potential problems
BEMtemperaturesimulation
- 使用边界元的方法对物体温度分布进行仿真的程序源代码-Temperature distribution of objects in the simulation source code by the boundry element method
bem
- 边界元前处理程序,检查边界网格及其法向方向-bem program
nlfem
- 边界元程序,供力学工作者参考,希望对大家有所帮助-Boundary element procedures for mechanical workers, I hope all of you to help
BEM_SIMPLE
- 本程序用边界元方法求解正方形柱体内电位分布-This procedure using the boundary element method for solving potential in vivo distribution of a square column
boit
- 用Fortran编写的2D土体固结边界元程序-2D biot consolidation programme by fortran
static_direct_method
- 边界元关于力学程序,是学习边界元入门的好代码-Boundary element on the mechanical process, is to learn a good entry-boundary element code
sourcecodes(1)
- 关于传热学的边界元计算程序,可以直接运行-On the heat transfer boundary element calculation program can be directly run
2DConstantBoundaryElements
- 二维弹性(平面应变)问题常量边界元程序数据输入说明-two-dimensional elastic problems using constant boundary elements
PotentialConstantBoundaryElementMethod
- 二维位势问题常量边界元程序,简单,说明详细,思路清晰。-2D POTENTIAL PROBLEMS USING CONSTANT ELEMENT
PotentialLinearBoundaryElementMethod
- 二维位势问题线性边界元程序,思路清晰,说明详细,学习边界元法的好资料。-2D POTENTIAL PROBLEMS USING LINEAR boundary ELEMENT method
flowsaroundcircularcylinder
- 用于计算圆柱绕流的边界元程序,来自《流体力学中的有限元与边界元方法》-flows around circular cylinder
Text2
- 二维位势问题的边界元程序。常数不连续元,fortran77编制-2D potential BEM
声学有限元/边界元程序
- 有限元/边界元程序计算噪声,里面包含FEM和BEM计算1维声学问题,用matlab编写
边界元程序库
- 边界元程序库(Boundary element program library)
二维热场matlab程序
- 采用边界元法求解二维平面上热传播问题的MATLAB程序(MATLAB program for solving heat propagation in two dimensional plane by boundary element method)
弹性力学问题的边界元—姜弘道
- 姜弘道编写的弹性力学问题的边界元程序,用matlab运行。(The boundary element program of elastic mechanics compiled by Jiang Hongdao is run by MATLAB.)
弹性力学平面问题边界元法计算程序(姚振汉 边界元法 源代码)
- 此程序有线性、二次、三次插值的直线单元、圆弧单元,以及二次等参曲线单元,每个边界线段除等分外、还可等比划分,还有两端加密或中部加密的对称型等比划分等功能,可以根据问题的特性合理划分边界单元,建立最合理的边界元计算模型。程序中对于弱奇异积分通过变换求得解析积分,柯西主值积分用刚体位移法处理,同时对于非奇异积分采用了等精度高斯积分,因此计算精度优于一般的边界元程序,更优于有限元等其他数值方法。