The classical model of the Fourier's law is known as the most common constitutive relation
for thermal transport in various engineering materials. Although the Fourier's law has been …

An advanced model is developed to analyze the thermoelastic vibrations of a nonlocal
isotropic solid medium subjected to a pulsed heat flux using Caputo–Fabrizio fractional …

The model of generalized thermoelasticity proposed by dual phase lag (DPL), is applied to
study the thermoelastic interactions in an infinite fiber-reinforced anisotropic medium with a …

Piezoelectric ceramics are used more in the active control of noise and vibration with
sensors and actuators. As a result, a one‐dimensional homogeneous thermoelastic fixed …

The aim of the present study is concerned with an electromagnetic field, gravity field, rotation
and initial stress on generalized thermoelastic medium with voids in the dual-phase-lag …

In the presented work, a modified fractional Kelvin–Voigt model (KVM) is introduced to
explain the time-dependent behavior of viscoelastic materials based on thermo …

In recent years, the application of porous materials in practical engineering has become
increasingly common. Under extreme thermal conditions, how to accurately describe the …

The present paper studied the reflection of thermo‐microstretch waves under the
generalized thermoelasticity theory which is employed to study the reflection of plane …

This paper aimed to study the effect of electromagnetic field on general model of the
equations of the generalized thermoelasticity reinforcement of the deformation of a …

This article introduces magneto-thermoelastic exchanges in an unbounded medium with a
spherical cavity. A refined multi-time-derivative dual-phase-lag thermoelasticity model is …