In two previous papers we deduced the asymptotic models for fully anisotropic inhomogeneous linear elastic thin-walled beams within the general framework of Î-convergence. Here we establish a bridge between those mathematical results and their implementation to real problems. In particular, determine the relationship between the energy densities and the stresses of the asymptotic models with those of the real problem under study
The paper analizes in a one-dimensional setting the asymptotic behavior of a composite elastic bar ...
Asymptotically correct, linear theory is presented for thin-walled prismatic beams made of generally...
This paper deals with the asymptotic analysis of the three-dimensional problem for a linearly elasti...
In two previous papers we deduced the asymptotic models for fully anisotropic inhomogeneous linear e...
In two previous papers we deduced the asymptotic models for fully anisotropic inhomogeneous linear e...
We consider a beam whose cross section is a tubular neighborhood, with thickness scaling with a para...
We consider a beam whose cross section is a tubular neighborhood, with thickness scaling with a para...
We consider a beam whose cross section is a tubular neighborhood of a simple closed curve \u3b3. We ...
We consider a beam whose cross section is a tubular neighborhood of a simple closed curve γ. We assu...
AbstractThe variational–asymptotic method has been applied to develop an asymptotically correct mode...
This paper deals with the asymptotic analysis of the three-dimensional problem for a linearly elasti...
We study the problem of the rigorous derivation of one-dimensional models for a thin curved beam sta...
International audienceThe modelling of ordinary beams and thin-walled beams is rigorously obtained f...
This paper is devoted to the asymptotic analysis of the problem of linear elasticity for an anisotro...
A convergence result is proved for the equilibrium configurations of a three-dimensional thin elasti...
The paper analizes in a one-dimensional setting the asymptotic behavior of a composite elastic bar ...
Asymptotically correct, linear theory is presented for thin-walled prismatic beams made of generally...
This paper deals with the asymptotic analysis of the three-dimensional problem for a linearly elasti...
In two previous papers we deduced the asymptotic models for fully anisotropic inhomogeneous linear e...
In two previous papers we deduced the asymptotic models for fully anisotropic inhomogeneous linear e...
We consider a beam whose cross section is a tubular neighborhood, with thickness scaling with a para...
We consider a beam whose cross section is a tubular neighborhood, with thickness scaling with a para...
We consider a beam whose cross section is a tubular neighborhood of a simple closed curve \u3b3. We ...
We consider a beam whose cross section is a tubular neighborhood of a simple closed curve γ. We assu...
AbstractThe variational–asymptotic method has been applied to develop an asymptotically correct mode...
This paper deals with the asymptotic analysis of the three-dimensional problem for a linearly elasti...
We study the problem of the rigorous derivation of one-dimensional models for a thin curved beam sta...
International audienceThe modelling of ordinary beams and thin-walled beams is rigorously obtained f...
This paper is devoted to the asymptotic analysis of the problem of linear elasticity for an anisotro...
A convergence result is proved for the equilibrium configurations of a three-dimensional thin elasti...
The paper analizes in a one-dimensional setting the asymptotic behavior of a composite elastic bar ...
Asymptotically correct, linear theory is presented for thin-walled prismatic beams made of generally...
This paper deals with the asymptotic analysis of the three-dimensional problem for a linearly elasti...