Add to ORKGInternational audienceWe use a semi-inverse method to study deformations of a straight, prismatic, homogeneous body made of a porous, linear elastic, and isotropic material and loaded only at its end faces by self equilibrated forces. As in the classical theory, the problem is reduced to solving plane elliptical problems. It is shown that the Clebsch/Saint-Venant and Voigt hypothesis are not valid for this problem
Abstract. We use Signorini’s expansion to analyse deformations of a straight, prismatic, isotropic, ...
Al&&-We consider Saint-Venant’s problem in the case when the cross-section of the cylinder i...
Abstract. In this paper, we consider a two-dimensional homogeneous isotropic elastic material state ...
International audienceWe use a semi-inverse method to study deformations of a straight, prismatic, h...
Abstract. We use a semi-inverse method to study deformations of a straight, prismatic, homogeneous b...
We use the semi-inverse method to solve a St. Venant and an Almansi-Michell problem for a prismatic ...
This chapter provides an overview of the recent developments concerning Saint-Venant's principle. Th...
This monograph is concerned with the equilibrium of linearly elastic cylinders. It gives an up-to-da...
Abstract. Toupin's version of the Saint-Venant's principle in linear elasticity is general...
This paper is concerned with the linear theory of elastodynamics for homogeneous, isotropic, porous ...
In this paper we consider the state of plane strain in an elastic material with voids occupying a cu...
Background: The Saint-Venant problem for porous elastic cylinders is of interest both from the techn...
This paper presents results which provide a formulation and proof of a version of Saint-Venant's pri...
In this paper we consider the state of plane strain in an elastic material with voids occupying a r...
International audienceWe use Signorini's expansion to analyse deformations of a straight, prismatic,...
Abstract. We use Signorini’s expansion to analyse deformations of a straight, prismatic, isotropic, ...
Al&&-We consider Saint-Venant’s problem in the case when the cross-section of the cylinder i...
Abstract. In this paper, we consider a two-dimensional homogeneous isotropic elastic material state ...
International audienceWe use a semi-inverse method to study deformations of a straight, prismatic, h...
Abstract. We use a semi-inverse method to study deformations of a straight, prismatic, homogeneous b...
We use the semi-inverse method to solve a St. Venant and an Almansi-Michell problem for a prismatic ...
This chapter provides an overview of the recent developments concerning Saint-Venant's principle. Th...
This monograph is concerned with the equilibrium of linearly elastic cylinders. It gives an up-to-da...
Abstract. Toupin's version of the Saint-Venant's principle in linear elasticity is general...
This paper is concerned with the linear theory of elastodynamics for homogeneous, isotropic, porous ...
In this paper we consider the state of plane strain in an elastic material with voids occupying a cu...
Background: The Saint-Venant problem for porous elastic cylinders is of interest both from the techn...
This paper presents results which provide a formulation and proof of a version of Saint-Venant's pri...
In this paper we consider the state of plane strain in an elastic material with voids occupying a r...
International audienceWe use Signorini's expansion to analyse deformations of a straight, prismatic,...
Abstract. We use Signorini’s expansion to analyse deformations of a straight, prismatic, isotropic, ...
Al&&-We consider Saint-Venant’s problem in the case when the cross-section of the cylinder i...
Abstract. In this paper, we consider a two-dimensional homogeneous isotropic elastic material state ...