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Greens Functions for Boundary Element Analysis of Anisotropic Bimaterials

Published

Author(s)

J R. Berger, Vinod K. Tewary

Abstract

We present several region-dependent Green's functions for anisotropic bimaterials in two-dimensional elasticity and steady-state heat transfer problems. The details of the various Green's functions for perfect, slipping, and cracked interfaces are given for mechanical loading conditions. We also give the steady-state Green's function for thermal loading of a bimaterial with a perfectly bonded interface. The Green's functions are incorporated in boundary integral formulations and method of fundamental solutions formulations for analysis of finite solids under general boundary conditions.
Citation
Engineering Analysis With Boundary Elements
Volume
25
Issue
No. 4-5

Keywords

anisotropic solids, bimaterial composites, boundary integral elements, elasitctiy, Green's functions, stress analysis

Citation

Berger, J. and Tewary, V. (2001), Greens Functions for Boundary Element Analysis of Anisotropic Bimaterials, Engineering Analysis With Boundary Elements (Accessed March 3, 2024)
Created May 1, 2001, Updated February 17, 2017