Add to ORKGThe boundary stabilisation of the problem satisfying the differential equation y"+λy"' = c2(Δy +μΔy'), 0 < λ < μ, in a bounded domain Ω in Rn with smooth boundary Γ is studied. Such equations arise in the vibrations of flexible structures possessing internal material damping and modeled by the "Standard linear model" of viscoelasticity.Exponential energy decay rate is obtained for the solution of the above problem subject to mixed boundary conditions
A three-dimensional structural acoustic model is considered. This model consists of a wave equation ...
A stabilization/observability estimate and asymptotic energy decay rates are derived for a wave equa...
Abstract. In this paper, we study uniform exponential stabilization of the vibrations of the Kirchho...
AbstractHere we are concerned about the stability of the solution of internally damped wave equation...
AbstractWe study a problem of boundary stabilization of the vibrations of elastic structure governed...
We present an analysis of regularity and stability of solutions corresponding to wave equation with ...
We present an analysis of regularity and stability of solutions corresponding to wave equation with ...
The main result of this paper provides uniform decay rates obtained for the energy function associat...
AbstractHere we are concerned about the stability of the solution of internally damped wave equation...
ABSTRACT. In this paper, we study uniform exponential stabilization of the vibrations of the Kelvin-...
AbstractWe study a problem of boundary stabilization of the vibrations of elastic structure governed...
In this paper, we deal with the elastic vibrations of flexible structures modeled by the ‘standard l...
We consider a damped wave equation on a open subset of R n or a smooth Riemannian manifold with boun...
In this talk, we study the global existence of solutions and decay estimates of the energy for the n...
A three-dimensional structural acoustic model is considered. This model consists of a wave equation ...
A three-dimensional structural acoustic model is considered. This model consists of a wave equation ...
A stabilization/observability estimate and asymptotic energy decay rates are derived for a wave equa...
Abstract. In this paper, we study uniform exponential stabilization of the vibrations of the Kirchho...
AbstractHere we are concerned about the stability of the solution of internally damped wave equation...
AbstractWe study a problem of boundary stabilization of the vibrations of elastic structure governed...
We present an analysis of regularity and stability of solutions corresponding to wave equation with ...
We present an analysis of regularity and stability of solutions corresponding to wave equation with ...
The main result of this paper provides uniform decay rates obtained for the energy function associat...
AbstractHere we are concerned about the stability of the solution of internally damped wave equation...
ABSTRACT. In this paper, we study uniform exponential stabilization of the vibrations of the Kelvin-...
AbstractWe study a problem of boundary stabilization of the vibrations of elastic structure governed...
In this paper, we deal with the elastic vibrations of flexible structures modeled by the ‘standard l...
We consider a damped wave equation on a open subset of R n or a smooth Riemannian manifold with boun...
In this talk, we study the global existence of solutions and decay estimates of the energy for the n...
A three-dimensional structural acoustic model is considered. This model consists of a wave equation ...
A three-dimensional structural acoustic model is considered. This model consists of a wave equation ...
A stabilization/observability estimate and asymptotic energy decay rates are derived for a wave equa...
Abstract. In this paper, we study uniform exponential stabilization of the vibrations of the Kirchho...