We study linear elasticity problems with high contrast in the coefficients using asymptotic limits recently introduced. We derive an asymptotic expansion to solve heterogeneous elasticity problems in terms of the contrast in the coefficients. We study the convergence of the expansion in the H1 norm
An analytical framework is developed for passing to the homogenisation limit in (not necessarily con...
In this thesis we show that the finite element error for the high contrast elliptic interface proble...
Using a generalisation of the classical notion of Dirichlet-to-Neumann map and the related formulae ...
In this manuscript apply some recent results on the study of problems with high-contrast coef-ficien...
En este trabajo revisamos algunos resultados recientes sobre aproximaciones de soluciones de problem...
We consider the Lame system of linear elasticity with periodically distributed inclusions whose elas...
In this work we review some recent results on approximation of solutions of elliptic problems with h...
In this paper we design a multiscale finite element method using asymptotic expansions for elliptic ...
International audienceIn this paper we study the asymptotic behaviour of a sequence of two-dimension...
We consider a heterogeneous elastic structure which is stratied in one direction. We derive the lim...
In this paper, we present a high-order expansion for elliptic equations in high-contrast media. The ...
We study the homogenisation of geometrically nonlinear elastic composites with high contrast. The co...
In the present work, we apply the asymptotic homogenization technique to the equations describing th...
It is well known that high stress concentrations can occur in elastic composites in particular due t...
International audienceThe asymptotic expansion analysis was developed in the framework of homogeniza...
An analytical framework is developed for passing to the homogenisation limit in (not necessarily con...
In this thesis we show that the finite element error for the high contrast elliptic interface proble...
Using a generalisation of the classical notion of Dirichlet-to-Neumann map and the related formulae ...
In this manuscript apply some recent results on the study of problems with high-contrast coef-ficien...
En este trabajo revisamos algunos resultados recientes sobre aproximaciones de soluciones de problem...
We consider the Lame system of linear elasticity with periodically distributed inclusions whose elas...
In this work we review some recent results on approximation of solutions of elliptic problems with h...
In this paper we design a multiscale finite element method using asymptotic expansions for elliptic ...
International audienceIn this paper we study the asymptotic behaviour of a sequence of two-dimension...
We consider a heterogeneous elastic structure which is stratied in one direction. We derive the lim...
In this paper, we present a high-order expansion for elliptic equations in high-contrast media. The ...
We study the homogenisation of geometrically nonlinear elastic composites with high contrast. The co...
In the present work, we apply the asymptotic homogenization technique to the equations describing th...
It is well known that high stress concentrations can occur in elastic composites in particular due t...
International audienceThe asymptotic expansion analysis was developed in the framework of homogeniza...
An analytical framework is developed for passing to the homogenisation limit in (not necessarily con...
In this thesis we show that the finite element error for the high contrast elliptic interface proble...
Using a generalisation of the classical notion of Dirichlet-to-Neumann map and the related formulae ...
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