International audienceUnder the same assumptions as those needed for the convergence of the covariant components of the displacement fiel we establish the convergence of the contravariant components of the scaled linearized strain tensor (T-ij(epsilon)). More precisely, the scaled strains T-alpha beta (epsilon) and T-i3(epsilon)/epsilon for ''membrane'' shells, and T-alpha beta(epsilon)/epsilon and T-i3(epsilon)/epsilon(2) for ''flexural'' shells, have a limit, which is explicitly computed, when the thickness 2 epsilon approaches zero
We investigate the behavior of the deformations of a thin shell, whose thickness $\delta$ tends to z...
A geometrically and physically nonlinear model of a membrane cylindrical shell, which has been built...
A geometrically and physically nonlinear model of a membrane cylindrical shell, which has been built...
International audienceIn this paper, we identify the limiting stress tensor of a thin elastic shell ...
International audienceTaking into account the formal asymptotic analysis of the displacement field o...
International audienceThis paper gives all the two-dimensional membrane models obtained from formal ...
We study the asymptotic limit bending problem of thin linearly elastic shells as the thickness goes ...
International audienceThe linear static problem for a thin shell made of a homogeneous and isotropic...
International audienceWe revisit the asymptotic convergence properties - with respect to the thickne...
International audienceWe consider a linearly elastic shell with an “elliptic” middle surface, clampe...
International audienceThe displacement vector of a linearly elastic shell can be computed by using t...
International audienceWe consider a linearly elastic loaded shell with a uniformly elliptic middle s...
International audienceWe consider a thin linearly elastic loaded shell allowing non-zero inextension...
We consider a sequence of curved rods which consist of isotropic material and which are clamped on t...
International audienceWe show that the intrinsic equations of Koiter's model of a linearly elastic s...
We investigate the behavior of the deformations of a thin shell, whose thickness $\delta$ tends to z...
A geometrically and physically nonlinear model of a membrane cylindrical shell, which has been built...
A geometrically and physically nonlinear model of a membrane cylindrical shell, which has been built...
International audienceIn this paper, we identify the limiting stress tensor of a thin elastic shell ...
International audienceTaking into account the formal asymptotic analysis of the displacement field o...
International audienceThis paper gives all the two-dimensional membrane models obtained from formal ...
We study the asymptotic limit bending problem of thin linearly elastic shells as the thickness goes ...
International audienceThe linear static problem for a thin shell made of a homogeneous and isotropic...
International audienceWe revisit the asymptotic convergence properties - with respect to the thickne...
International audienceWe consider a linearly elastic shell with an “elliptic” middle surface, clampe...
International audienceThe displacement vector of a linearly elastic shell can be computed by using t...
International audienceWe consider a linearly elastic loaded shell with a uniformly elliptic middle s...
International audienceWe consider a thin linearly elastic loaded shell allowing non-zero inextension...
We consider a sequence of curved rods which consist of isotropic material and which are clamped on t...
International audienceWe show that the intrinsic equations of Koiter's model of a linearly elastic s...
We investigate the behavior of the deformations of a thin shell, whose thickness $\delta$ tends to z...
A geometrically and physically nonlinear model of a membrane cylindrical shell, which has been built...
A geometrically and physically nonlinear model of a membrane cylindrical shell, which has been built...