Abstract
AbstractIn this paper, we present the boundary integral formulation for inelastic stationary thermoelasticity including thermally induced non‐homogeneity. Generally, the unique BEM formulation for crack problems is achieved by using the traction boundary integral equations which are now considered in a non‐singular form. Both the two‐ and three‐dimensional boundary value problems are analysed simultaneously. Numerical examples for 2‐D problems are presented, in order to illustrate the suitability of this boundary element approach in the inelastic thermoelasticity.
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