Add to ORKGFor the Lamé's system, mixed boundary conditions generate singularities in the solution, mainly when the boundary of the domain is connected. We here prove Rellich relations involving these singularities. These relations are useful in the problem of boundary stabilization of the elastodynamic system when using the multipliers method. This problem is studied in Part II
Based on the argument function method and the complex variable function method, we have derived the ...
AbstractA numerical scheme is proposed for the solution of the system of field equations and boundar...
In this paper, the four integral identities satisfied by the fundamental solution for elastostatic p...
For the Lamé's system, mixed boundary conditions generate singularities in the solution, mainly when...
Brossard, R.∗, Lohéac, J.-P.†. Abstract. In this paper, we extend some previous results published i...
We consider the boundary stabilization of a linear elastodynamic system, with variables coefficients...
This document contains works about two main axes of research.The first one concerns boundary stabili...
AbstractUniform exponential decay of solution is established for the elastodynamic system of elastic...
A numerical boundary integral scheme is proposed for the solution of the system of field equations o...
AbstractA numerical boundary integral scheme is proposed for the solution of the system of field equ...
A numerical boundary integral scheme is proposed for the solution to the system of eld equations of...
Abstract. Equations of linear and nonlinear infinitesimal elasticity with mixed boundary conditions ...
AbstractWe discuss the stabilization of finite element methods in which essential boundary condition...
Surface integral equations with a unique solution are devised for the exterior D- and T-problems of ...
summary:The equilibrium state of a deformable body under the action of body forces is described by t...
Based on the argument function method and the complex variable function method, we have derived the ...
AbstractA numerical scheme is proposed for the solution of the system of field equations and boundar...
In this paper, the four integral identities satisfied by the fundamental solution for elastostatic p...
For the Lamé's system, mixed boundary conditions generate singularities in the solution, mainly when...
Brossard, R.∗, Lohéac, J.-P.†. Abstract. In this paper, we extend some previous results published i...
We consider the boundary stabilization of a linear elastodynamic system, with variables coefficients...
This document contains works about two main axes of research.The first one concerns boundary stabili...
AbstractUniform exponential decay of solution is established for the elastodynamic system of elastic...
A numerical boundary integral scheme is proposed for the solution of the system of field equations o...
AbstractA numerical boundary integral scheme is proposed for the solution of the system of field equ...
A numerical boundary integral scheme is proposed for the solution to the system of eld equations of...
Abstract. Equations of linear and nonlinear infinitesimal elasticity with mixed boundary conditions ...
AbstractWe discuss the stabilization of finite element methods in which essential boundary condition...
Surface integral equations with a unique solution are devised for the exterior D- and T-problems of ...
summary:The equilibrium state of a deformable body under the action of body forces is described by t...
Based on the argument function method and the complex variable function method, we have derived the ...
AbstractA numerical scheme is proposed for the solution of the system of field equations and boundar...
In this paper, the four integral identities satisfied by the fundamental solution for elastostatic p...