The domain of influence theorem is extended to cover the generalized thermoelasticity of
anisotropic bodies with voids in the context of Lord-Shulman and Green-Lindsay theories …

The purpose of this article is to discuss domain of influence results under the Moore–Gibson–
Thompson (MGT) thermoelasticity theory. We employ a mixed initial–boundary value …

In this paper we extent the concept of domain of influence, proposed by Cowin and
Nunziato, in order to cover the elasticity of microstretch materials. We will prove that for a …

The present paper is focused on the Moore–Gibson–Thompson (MGT) thermoelasticity
theory. The MGT thermoelasticity theory is a generalized form of the Lord–Shulman (LS) …

The domain of influence, proposed by Cowin and Nunziato, is extended to cover the
thermoelasticity of bodies with voids. We prove that for a finite time $ t> 0$ the displacement …

The present paper describes a method for studying the spatial behaviour of the
thermodynamic processes. The method is based on a set of properties for an appropriate …

Our study is dedicated to the problem with initial and boundary conditions in the theory of
thermoelasticity for micropolar materials with pores. We obtain some results regarding the …

A domain of influence theorem in the linear theory of elastic materials with voids, proposed
by Cowin and Nunziato, has been established. The theorem shows that for a finite time t> 0 …

The present article theoretically deals with the domain of influence theorem for generalized
thermoelasticity with memory-dependent derivative (MDD). A mixed initial-boundary value …

The main goal of this study is to extend the domain of influence result to cover the micropolar
thermoelastic diffusion. So, we prove that for a finite time t> 0 the displacement field ui, the …