We consider hyperbolic Timoshenko-type vibrating systems that are coupled to a heat
equation modeling an expectedly dissipative effect through heat conduction. While …

In the present work, we consider a dissipative Bresse‐Timoshenko type system, which is
free of physical anomaly know as second spectrum of frequency according important …

We consider vibrating systems of Timoshenko type with past history acting only in one
equation. We show that the dissipation given by the history term is strong enough to produce …

In this paper we consider the following Timoshenko system: article amssymb\usepackage
mathscr euscript\footskip= 0pc empty {1 tt-k_ 1 (x+ ψ) _ x= 0 & in 0,L)*R_+\2tt-k_2xx+∫0^tg(t …

In this paper we study the Bresse system with frictional dissipation working only on the angle
displacement. Our main result is to prove that this dissipative mechanism is enough to …

Journal of Mathematical Analysis and Applications Energy decay in a Timoshenko-type
system of thermoelasticity of type III Page 1 J. Math. Anal. Appl. 348 (2008) 298–307 …

We consider the Timoshenko system in a bounded domain (0, L)⊂ R1. The system has an
indefinite damping mechanism, ie with a damping function a= a (x) possibly changing sign …

1. INTRODUCTION Timoshenko [1] gave the following system of coupled hyperbolic
equations ρutt=(K (ux− ϕ)) x, in (0, L)×(0,+∞) Iρϕtt=(EIϕx) x+ K (ux− ϕ), in (0 …

In this paper, we consider a Timoshenko system with a delay term in the feedback and prove
a stability result. The beam is clamped at the endpoints and has, in addition to an internal …

We study the decay property of the dissipative Timoshenko system in the one-dimensional
whole space. We derive the L2 decay estimates of solutions in a general situation and …