Abstract
In this paper, we deal with the boundary element formulation of the transient axisymmetric thermoelastic problem. For the formulation of the problem, we introduce the thermoelastic displacement potential function. Using this function, we indirectly obtain Green's functions of the thermal displacement and thermal stress components and their boundary integral representations. Performing the time integration analytically, the resultant function is separated into two parts: the steady and the transient parts. We observe singularity at the boundary integration only in the steady part.
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