The current investigation address a novel generalized elasto‐thermodiffusion model for a
thermoelastic porous half‐space incorporating the nonlocal stress theory proposed by …

A mathematical model of fractional order two-temperature generalized thermoelasticity with
diffusion and initial stress is proposed to analyze the transient wave phenomenon in an …

The purpose of this paper is to depict the effect of diffusion and internal heat source on a two-
temperature magneto-thermoelastic medium. The effect of magnetic field on two …

In this manuscript, the generalized thermoporoelasticity theory is modified by using fractional
derivatives. The revised equation is used to study mathematical model for two-dimensional …

Based on fractional thermoelastic diffusion theory, an infinite hollow cylinder with variable
thermal conductivity and diffusivity is studied. The inner surface of the hollow cylinder is free …

In this manuscript, the generalized thermoelastic diffusion theory is modified by using
fractional derivatives. The revised equation is employed to study a two‐dimensional problem …

We study a 1D problem of a spherical cavity whose surface is traction free and kept at a
temperature that depends on the time. Laplace transform techniques are utilized. We use …

In this work a spherical thermoelastic region problem with a permeating substance in contact
of the bounding plane is considered in the context of the theory of generalized thermoelastic …

A thermoelastic model for a solid cylinder consisting of two different isotropic thermoelastic
homogeneous materials is created. Boundary conditions for the heat flow and stress tensors …

The modified equation of generalized thermo-poroelasticity theory is used to study two-
dimensional problems in a half-space composed of liquid-saturated porous elastic materials …