We study solutions for the one-dimensional problem of the Green-Lindsay and the Lord-Shulman theories with two temperatures. First, existence and uniqueness of weakly regular solutions are obtained. Second, we prove the exponential stability in the Green-Lindsay model, but the non-exponential stability for the Lord-Shulman model.Peer ReviewedPostprint (author's final draft
We consider a thermoelastic theory where the heat conduction is escribed by the Moore–Gibson–Thompso...
In this paper, we analyze, from the numerical point of view, two thermo-elastic problems involving t...
This note is devoted to the study of the time decay of the onedimensional dual-phase-lag thermoelast...
Konstanzer Schriften in Mathematik ; 355We study solutions for the one-dimensional problem of the Gr...
The final publication is available at link.springer.com via https://doi.org/10.1007/s00033-017-0857-...
We investigate the well-posedness, the exponential stability, or the lack thereof, of thermoelastic ...
In this note we propose the Moore-Gibson-Thompson heat conduction equation with two temperatures and...
In this work, we study a two-dimensional problem involving a thermoelastic body with four dissipativ...
Abstract: In this work we study modifications of the non-classical models of thermoelasticity, the o...
In this paper we investigate a thermoelastic theory obtained from the Taylor approximation for the h...
This paper investigates the system proposed by a wave equation and a heat equation of type III in on...
We consider equations describing the thermoelastic behavior of plates modeled in the Green-Lindsay s...
AbstractWe prove the existence of global small solutions to the initial value problem in three-dimen...
In this short note we consider a recent modification of the Green–Lindsay thermoelastic theory propo...
The aim of this paper is to study the time decay of the solutions for two models of the one-dimensio...
We consider a thermoelastic theory where the heat conduction is escribed by the Moore–Gibson–Thompso...
In this paper, we analyze, from the numerical point of view, two thermo-elastic problems involving t...
This note is devoted to the study of the time decay of the onedimensional dual-phase-lag thermoelast...
Konstanzer Schriften in Mathematik ; 355We study solutions for the one-dimensional problem of the Gr...
The final publication is available at link.springer.com via https://doi.org/10.1007/s00033-017-0857-...
We investigate the well-posedness, the exponential stability, or the lack thereof, of thermoelastic ...
In this note we propose the Moore-Gibson-Thompson heat conduction equation with two temperatures and...
In this work, we study a two-dimensional problem involving a thermoelastic body with four dissipativ...
Abstract: In this work we study modifications of the non-classical models of thermoelasticity, the o...
In this paper we investigate a thermoelastic theory obtained from the Taylor approximation for the h...
This paper investigates the system proposed by a wave equation and a heat equation of type III in on...
We consider equations describing the thermoelastic behavior of plates modeled in the Green-Lindsay s...
AbstractWe prove the existence of global small solutions to the initial value problem in three-dimen...
In this short note we consider a recent modification of the Green–Lindsay thermoelastic theory propo...
The aim of this paper is to study the time decay of the solutions for two models of the one-dimensio...
We consider a thermoelastic theory where the heat conduction is escribed by the Moore–Gibson–Thompso...
In this paper, we analyze, from the numerical point of view, two thermo-elastic problems involving t...
This note is devoted to the study of the time decay of the onedimensional dual-phase-lag thermoelast...