Microstretch thermoelastic solid with temperature-dependent elastic properties under the influence of magnetic and gravitational field

Abstract

In this article, propagation of plane waves in generalized microstretch homogeneous isotropic thermoelastic half-space is considered. The elastic modulus is considered as a function having linear relation with the initial temperature. The normal mode method is used to fine exact expression for field variables. The results predicted by both types of Green and Naghdi theory under the presence and absence of magnetic and gravitational field are presented graphically. Influence of temperature-dependent elastic constants is also considered on field variables.

Influence of gravity and micro-temperatures on the thermoelastic porous medium under three theories

“…The exponential stability of solutions of equations in this theory was established by Casas and Quintanilla (2005). The effect of magnetic and gravitational field microstretch thermoelastic solid with temperature-dependent elastic properties was discussed by Othman et al (2018). The uniqueness theorems in the dynamical theory thermoelasticity of porous media with micro-temperatures were proved by Quintanilla (2009).…”