Brossard, R.∗, Lohéac, J.-P.†. Abstract. In this paper, we extend some previous results published in [5]. We consider an elastodynamic system damped by a linear boundary feedback of Neumann-type. We prove stabilization results by using the multipliers method and Rellich-type relations given in the first part [6]. Especially, we take in account singularities which appear when changing boundary conditions. Résumé. Nous généralisons ici les résultats publiés dans [5]. Nous considérons un système élastodynamique soumis a ̀ une rétroaction linéaire définie via une condi-tion limite de type Neumann. Nous prouvons des résultats de stabilisation en utilisant la méthode des multiplicateurs et les relations de Rellich obtenues dans la ...
Part 4: Stabilization, Feedback, and Model Predictive ControlInternational audienceWe consider a sys...
We will consider the feedback stabilization of a class of infinite dimensional systems by using boun...
International audienceThe problem of stabilization of a system of coupled PDEs of the forth-order by...
We here consider a elastodynamic system damped by a linear feedback of Neumann-type. We prove stabil...
For the Lamé's system, mixed boundary conditions generate singularities in the solution, mainly when...
We consider the boundary stabilization of a linear elastodynamic system, with variables coefficients...
AbstractUniform exponential decay of solution is established for the elastodynamic system of elastic...
We study the boundary stabilization of the wave equation by means of a linear or nonlinear Neumann ...
The problem of boundary stabilization for the isotropic linear elastodynamic system and the wave equ...
This paper deals with boundary feedback stabilization of a system, which consists of a wave equation...
We describe a general multiplier method to obtain boundary stabilization of the wave equation by mea...
A parabolic equation defined on a bounded domain is considered, with input acting in the Neumann (or...
Abstract: We will consider the feedback stabilization of a class of in£nite dimensional systems by u...
Uniform stabilization of wave equation subject to second-order boundary conditions is considered in ...
AbstractWe present two questions connected with the stabilization of certain hyperbolic partial diff...
Part 4: Stabilization, Feedback, and Model Predictive ControlInternational audienceWe consider a sys...
We will consider the feedback stabilization of a class of infinite dimensional systems by using boun...
International audienceThe problem of stabilization of a system of coupled PDEs of the forth-order by...
We here consider a elastodynamic system damped by a linear feedback of Neumann-type. We prove stabil...
For the Lamé's system, mixed boundary conditions generate singularities in the solution, mainly when...
We consider the boundary stabilization of a linear elastodynamic system, with variables coefficients...
AbstractUniform exponential decay of solution is established for the elastodynamic system of elastic...
We study the boundary stabilization of the wave equation by means of a linear or nonlinear Neumann ...
The problem of boundary stabilization for the isotropic linear elastodynamic system and the wave equ...
This paper deals with boundary feedback stabilization of a system, which consists of a wave equation...
We describe a general multiplier method to obtain boundary stabilization of the wave equation by mea...
A parabolic equation defined on a bounded domain is considered, with input acting in the Neumann (or...
Abstract: We will consider the feedback stabilization of a class of in£nite dimensional systems by u...
Uniform stabilization of wave equation subject to second-order boundary conditions is considered in ...
AbstractWe present two questions connected with the stabilization of certain hyperbolic partial diff...
Part 4: Stabilization, Feedback, and Model Predictive ControlInternational audienceWe consider a sys...
We will consider the feedback stabilization of a class of infinite dimensional systems by using boun...
International audienceThe problem of stabilization of a system of coupled PDEs of the forth-order by...