In this paper we identify a set of two-dimensional variational inequalities that model an obstacle problem for a linearly elastic flexural shell subjected to a confinement condition expressing that all the points of the admissible deformed configurations remain in a given half-space
AbstractThe theory of variational inequalities, besides being elegant and synthetic, also provides a...
This note concerns a class of parameter dependent variational inequalities including a model of an e...
Abstract. We start with a three-dimensional equilibrium problem involving a linearly elastic solid a...
In this paper we identify a set of two-dimensional variational inequalities that model an obstacle p...
In this paper we identify a set of two-dimensional variational inequalities that model an obstacle p...
International audienceOur objective is to identify two-dimensional equations that model an obstacle ...
International audienceIn this paper we establish the existence of solutions to a time-dependent prob...
AbstractIn this paper, we use the variational inequality theory coupled with finite difference techn...
International audienceThis work deals with the variation of the solution to an obstacle problem with...
In this paper we establish the existence of solutions to a time-dependent problem for a linearly ela...
summary:The aim of the present paper is to study problems of optimal design in mechanics, whose vari...
AbstractThe numerical solution of the obstacle problem for beams and plates by means of variational ...
In this Note we study the regularity of the solution of an obstacle problem for linearly elastic ell...
In this paper, we consider a new kind of obstacle problem for the elastic membrane. The obstacle is ...
International audienceWe start with a three-dimensional equilibrium problem involving a linearly ela...
AbstractThe theory of variational inequalities, besides being elegant and synthetic, also provides a...
This note concerns a class of parameter dependent variational inequalities including a model of an e...
Abstract. We start with a three-dimensional equilibrium problem involving a linearly elastic solid a...
In this paper we identify a set of two-dimensional variational inequalities that model an obstacle p...
In this paper we identify a set of two-dimensional variational inequalities that model an obstacle p...
International audienceOur objective is to identify two-dimensional equations that model an obstacle ...
International audienceIn this paper we establish the existence of solutions to a time-dependent prob...
AbstractIn this paper, we use the variational inequality theory coupled with finite difference techn...
International audienceThis work deals with the variation of the solution to an obstacle problem with...
In this paper we establish the existence of solutions to a time-dependent problem for a linearly ela...
summary:The aim of the present paper is to study problems of optimal design in mechanics, whose vari...
AbstractThe numerical solution of the obstacle problem for beams and plates by means of variational ...
In this Note we study the regularity of the solution of an obstacle problem for linearly elastic ell...
In this paper, we consider a new kind of obstacle problem for the elastic membrane. The obstacle is ...
International audienceWe start with a three-dimensional equilibrium problem involving a linearly ela...
AbstractThe theory of variational inequalities, besides being elegant and synthetic, also provides a...
This note concerns a class of parameter dependent variational inequalities including a model of an e...
Abstract. We start with a three-dimensional equilibrium problem involving a linearly elastic solid a...
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