This paper is concerned with the following memory-type Timoshenko system ρ 1 φ tt-K (φ x+
ψ) x= 0, ρ 2 ψ tt-b ψ xx+ K (φ x+ ψ)+∫ 0+∞ g (s) ψ xx (ts) ds= 0, with Dirichlet boundary …

In this paper, we are concerned with a memory-type Timoshenko system with Dirichlet
boundary conditions and a very general class of relaxation functions. We prove the …

In this paper, we consider the Moore–Gibson–Thompson equation with a memory term in
the subcritical case, which arises in high-frequency ultrasound applications accounting for …

This paper is concerned with a new Timoshenko beam model with thermal, mass diffusion
and viscoelastic effects. First, by the C0-semigroup theory, we prove the well posedness of …

Thompson equation with memory recently introduced by (Milan J. Math. 2017, 85: 215-234)
that proposed the fourth-order model. We discuss the well-posedness of the solution by …

The stabilization properties of dissipative Timoshenko systems have been attracted the
attention and efforts of researchers over the years. In the past 20 years, the studies in this …

This paper concerns a nonhomogeneous singular fractional order system, with two frictional
damping terms. This system can be considered as a generalization of the so-called …

In this work, we investigate the global existence and boundary adaptive stabilization of an
undamped Timoshenko beam equation subject to two control inputs at the right end. High …

In this work, we consider a nonlinear thermoelastic Timoshenko system with a
timedependent coefficient where the heat conduction is given by Coleman-Gurtin [1] …

This paper is concerned with the long-time behavior of Moore-Gibson-Thompson equation
with degenerate memory effect, given by τ u_ ttt+ α (x) u_ tt-b Δ u_t-c^ 2 Δ u+ ∫\limits _0^ tg …