Abstract
This article deals with piezo-thermoelastic interactions in a homogeneous, isotropic generalized thermoelastic semi-infinite medium whose boundary is assumed to be traction free and subjected to a thermal loading. This study has been carried out in the context of two-temperature three-phase-lag generalized theory of thermoelasticity considering Eringen's non-local theory and memory-dependent derivatives. The governing equations of the problem are solved in Laplace transform domain by applying state space approach. The inversion of Laplace transform of the solutions has been done numerically. Numerical solutions obtained for different thermophysical quantities are represented in graphs to study the effects of different relevant parameters.
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