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Research on the companion solution for a thin plate in the meshless local boundary integral equation method

Research paper by Long Shu-yao, Xiong Yuan-bo

Indexed on: 01 Apr '04Published on: 01 Apr '04Published in: Applied Mathematics and Mechanics



Abstract

The meshless local boundary integral equation method is a currently developed numerical method, which combines the advantageous features of Galerkin finite element method (GFEM), boundary element method (BEM) and element free Galerkin method (EFGM), and is a truly meshless method possessing wide prospects in engineering applications.The companion solution and all the other formulas required in the meshless local boundary integral equation for a thin plate were presented, in order to make this method apply to solve the thin plate problem.