In this paper, we study the well-posedness and asymptotic stability to a thermoelastic
laminated beam with nonlinear weights and time-varying delay. To the best of our …

In this paper we consider a laminated beam system with thermodiffusion effects with two
kinds of boundary conditions, in which the mass diffusion introduces a new critical thickness …

In the present work, we study a one-dimensional laminated Timoshenko beam with a single
nonlinear structural damping due to interfacial slip. We use the multiplier method and some …

In this manuscript, we consider a system composed of two identical Timoshenko beams
joined by an adhesive layer of negligible thickness, producing an interfacial slip. We …

The main object of the present paper is the study of thermoelastic laminated beam with
structural damping, where the heat conduction is given by the classical Fourier's law and …

The aim of this paper is to investigate the stability problem for a nonlinear dispersive
equation with memory. More precisely, the equation under consideration combines the well …

In this paper, a piezoelectric beam is investigated under fully‐dynamic magnetic effects and
long‐range dielectric and strain memories. The mathematical model under consideration is …

In this work, we consider a laminated beam subjected to Kelvin–Voigt damping. Under the
semigroup theory approach, applying the Lumer–Phillips Theorem, we establish the well …

Of concern is a laminated beam system with a neutral delay in the transverse displacement.
We prove that despite of the destructive nature of delays in general, the solution goes back …

In this paper, we study the qualitative behavior of a mathematical model for two-layered
beams with Kelvin–Voigt damping acting at the shear angle. The model describes the …