Finite Element Analysis of Generalized Thermoelastic Interaction for Semiconductor Materials under Varying Thermal Conductivity

In this work, we consider the problem of a semiconductor half-space formed varying thermal conductivity materials with and without Kirchhoff’s transforms. Specifically, deal one relaxation time within context generalized photothermoelastic theory. It is expected that material will vary temperature. The finite element method used to numerically solve problem. Laplace transform eigenvalues are determine analytical solutions linear Various hypotheses investigated, both use transformations, influence change. To verify accuracy proposed approach, provide comparison numerical results by ignoring new parameters investigating behaviors physical quantities for outcomes.