Abstract
By using the Laguerre and Hankel integral transformations, we construct the solution of an axisymmetric quasistatic problem of thermoelasticity for a half space with coating. We present some results of the numerical analysis of thermal stressed state depending on the relative geometric and thermomechanical properties of the coating and the half space. We also clarify the possibility of application of the proposed method to the analysis of the effect of nanocoatings.
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