General stability for a system of coupled quasi-linear and linear wave equations and with memory term.
In this paper, a system of coupled quasi-linear and linear wave equations with a finite memory term is concerned. By constructing an appropriate Lyapunov function, we prove that the total energy associated with the system is stable under suitable conditions on memory kernel.
This paper is concerned with the long-time dynamics of the model
of a laminated Timoshenko beam, which is a structure given by two-layered
beams with structural damping as a result of an…
In this work, we consider a thermoelastic laminated beam system with
microtemperature effects in case of zero thermal conductivity. We prove that the
dissipation due to the microtemperatures…
This paper addresses the global existence and asymptotic behavior of solutions to a logarithmic wave equation posed in a bounded domain and incorporating strong damping, a fractional time…