The classical Saint-Venant’s problem in cylinders is considered under various boundary conditions and some estimates are proven. In particular, if the cylinder is force free on the mantle and is subject to assigned displacements on the bases, satisfying exact compatibility conditions, then a unique elementary Saint-Venant’s solution can be selected in such a way that it agrees with the rigorous solution to the mixed problem away from the bases
International audienceWe use a semi-inverse method to study deformations of a straight, prismatic, h...
Al&&-We consider Saint-Venant’s problem in the case when the cross-section of the cylinder i...
Methods involving energy-decay inequalities are applied to the axisymmetric end problem for a circul...
(Communicated by E. S. SUHUBl) Abstract-A surface measure of the displacement is employed to obtain ...
This monograph is concerned with the equilibrium of linearly elastic cylinders. It gives an up-to-da...
This chapter provides an overview of the recent developments concerning Saint-Venant's principle. Th...
Different solution strategies to the relaxed Saint-Venant problem are presented and comparatively di...
The Saint-Venant problem is formulated in the framework of the linear theory of piezoelectricity for...
AbstractDifferent solution strategies to the relaxed Saint-Venant problem are presented and comparat...
AbstractIn the relaxed Saint-Venant’s elastic problem, in virtue of Saint-Venant’s Postulate, the po...
Abstract. Within the framework of linear viscoelasticity this paper deals with the study of spatial ...
Recently, a method was proposed for solving the pure end condition problem of a semi-infinite elasti...
An elastic, incompressible, infinite body is considered subject to biaxial, finite and homogeneous d...
This article is concerned with the relaxed Saint-Venant’s problem in the case when the body forces a...
A class of axisymmetric boundary value problems for a torsionless semi-infinite hollow circular cyli...
International audienceWe use a semi-inverse method to study deformations of a straight, prismatic, h...
Al&&-We consider Saint-Venant’s problem in the case when the cross-section of the cylinder i...
Methods involving energy-decay inequalities are applied to the axisymmetric end problem for a circul...
(Communicated by E. S. SUHUBl) Abstract-A surface measure of the displacement is employed to obtain ...
This monograph is concerned with the equilibrium of linearly elastic cylinders. It gives an up-to-da...
This chapter provides an overview of the recent developments concerning Saint-Venant's principle. Th...
Different solution strategies to the relaxed Saint-Venant problem are presented and comparatively di...
The Saint-Venant problem is formulated in the framework of the linear theory of piezoelectricity for...
AbstractDifferent solution strategies to the relaxed Saint-Venant problem are presented and comparat...
AbstractIn the relaxed Saint-Venant’s elastic problem, in virtue of Saint-Venant’s Postulate, the po...
Abstract. Within the framework of linear viscoelasticity this paper deals with the study of spatial ...
Recently, a method was proposed for solving the pure end condition problem of a semi-infinite elasti...
An elastic, incompressible, infinite body is considered subject to biaxial, finite and homogeneous d...
This article is concerned with the relaxed Saint-Venant’s problem in the case when the body forces a...
A class of axisymmetric boundary value problems for a torsionless semi-infinite hollow circular cyli...
International audienceWe use a semi-inverse method to study deformations of a straight, prismatic, h...
Al&&-We consider Saint-Venant’s problem in the case when the cross-section of the cylinder i...
Methods involving energy-decay inequalities are applied to the axisymmetric end problem for a circul...