In this work, we consider the Timoshenko beam model with second sound. We introduce a
new number χ0 that characterizes the exponential decay. We prove that the corresponding …

In this paper, we consider a Timoshenko type system coupled with parabolic equation that
represents the thermal effect given by the Gurtin-Pipkin law while taking into account that the …

We study the Timoshenko system with Fourier's type heat conduction in the one-dimensional
(whole) space. We observe that the dissipative structure of the system is of the regularity …

In this paper we study a fully hyperbolic thermoelastic Timoshenko system with past history
where the thermal effects are given by Cattaneo's law. We obtain exponential stability of …

In this paper we consider the initial value problem for the Timoshenko system with a memory
term. We construct the fundamental solution by using the Fourier–Laplace transform and …

In this work we study the global solution, uniqueness and asymptotic behaviour of the
nonlinear equation utt–Δ pu= Δ u–g∗ Δ u where Δ pu is the nonlinear p-Laplacian operator …

In this paper, we consider the initial value problem for the Timoshenko system with a
memory term in one dimensional whole space. In the first place, we consider the linearized …

In this paper we consider the initial-value problem for the nonlinear Timoshenko system with
a memory term. Due to the regularity-loss property and weak dissipation, we have to assume …

We first show the global existence and optimal decay rates of solutions to the classical
Timoshenko system in the framework of Besov spaces. Due to the non-symmetric …

As a continued work of [18], we are concerned with the Timoshenko system in the case of
non-equal wave speeds, which admits the dissipative structure of regularity-loss. Firstly, with …