THREE-DIMENSIONAL TEMPERATURE AND THERMAL STRESS ANALYSIS OF AN INHOMOGENEOUS LAYER

摘要

In this article we present a technique for analytical solution of three-dimensional heat-conduction and thermal-stress problems for an elastic layer whose thermophysical and mechanical properties are arbitrary functions of the transversal coordinate. This technique is based on direct integration of the original heat-transport and thermoelasticity equations and allows for reducing the original problems to solution of the governing Voltcrra integral equations of second kind. The obtained governing equations are solved by making use of the resolvent kernel.