Add to ORKGAbstract. Equations of linear and nonlinear infinitesimal elasticity with mixed boundary conditions are considered. The bounded domain is assumed to have a Lipschitz boundary and to satisfy additional regularity assumptions. W 1,p regularity for the displacements and Lp regularity for the stresses is proved for some p> 2.
A weak formulation of the stress boundary conditions in Continuum Mechanics is proposed. This condit...
Abstract: We study a dual mixed formulation of the elasticity system in a polygonal domain of the pl...
AbstractTwo-dimensional linear elasticity problems are approximately solved by a mixed finite-elemen...
We extend the applicability of the augmented dual-mixed method introduced recently in Gatica (2007),...
This article considers a mixed finite element method for linear elasticity. It is based on a modifie...
We consider mixed problems for the Kirchhoff elastic and thermoelastic systems, subject to boundary ...
In this paper we deal with uniqueness and continuous dependence on data for regular solutions to the...
A numerical boundary integral scheme is proposed for the solution of the system of field equations o...
In situations outside those identified with routine elastic structural analysis, there is often a ne...
A numerical boundary integral scheme is proposed for the solution to the system of eld equations of...
AbstractA numerical boundary integral scheme is proposed for the solution of the system of field equ...
summary:The equilibrium state of a deformable body under the action of body forces is described by t...
Abstract. We prove a regularity result for the anisotropic elasticity equation Pu: = div C · ∇u) = ...
This work treats the elasticity of deformed bodies, including the resulting interior stresses and di...
In this paper the Authors first formulate a very general mixed boundary-value problem for dynamics o...
A weak formulation of the stress boundary conditions in Continuum Mechanics is proposed. This condit...
Abstract: We study a dual mixed formulation of the elasticity system in a polygonal domain of the pl...
AbstractTwo-dimensional linear elasticity problems are approximately solved by a mixed finite-elemen...
We extend the applicability of the augmented dual-mixed method introduced recently in Gatica (2007),...
This article considers a mixed finite element method for linear elasticity. It is based on a modifie...
We consider mixed problems for the Kirchhoff elastic and thermoelastic systems, subject to boundary ...
In this paper we deal with uniqueness and continuous dependence on data for regular solutions to the...
A numerical boundary integral scheme is proposed for the solution of the system of field equations o...
In situations outside those identified with routine elastic structural analysis, there is often a ne...
A numerical boundary integral scheme is proposed for the solution to the system of eld equations of...
AbstractA numerical boundary integral scheme is proposed for the solution of the system of field equ...
summary:The equilibrium state of a deformable body under the action of body forces is described by t...
Abstract. We prove a regularity result for the anisotropic elasticity equation Pu: = div C · ∇u) = ...
This work treats the elasticity of deformed bodies, including the resulting interior stresses and di...
In this paper the Authors first formulate a very general mixed boundary-value problem for dynamics o...
A weak formulation of the stress boundary conditions in Continuum Mechanics is proposed. This condit...
Abstract: We study a dual mixed formulation of the elasticity system in a polygonal domain of the pl...
AbstractTwo-dimensional linear elasticity problems are approximately solved by a mixed finite-elemen...