A variational limit defined on the space of one-dimensional Young measures is obtained from three-dimensional elasticity via dimension reduction. The physical requirement that the energy becomes infinite when the volume locally vanishes is taken into account. The rate at which it blows up characterizes the domain of the limit energy. The obtained limit problem uniquely determines the energy density of the elastic string
Starting from three-dimensional variational models with energies subject to a general type of PDE co...
Abstract. Microstructures in phase-transitions of alloys are mod-eled by the energy minimization of ...
In my thesis, we derive a two dimensional energy model for deformations of unloaded elastic films as...
A variational limit defined on the space of one-dimensional Young measures is obtained from three-di...
Starting form 3D elasticity, we deduce the variational limit of the string and of the membrane on th...
Starting form 3D elasticity, we deduce the variational limit of the string and of the membrane on th...
Abstract. Starting form 3D elasticity, we deduce the variational limit of the string and of the memb...
Starting from three-dimensional non-linear elasticity under the restriction of incompressibility, we...
Starting from three-dimensional non-linear elasticity under the restriction of incompressibility, we...
Starting from three-dimensional non-linear elasticity under the restriction of incompressibility, we...
The aim of this paper is to deduce the constitutive equations of an elastic one-dimensional string f...
Using the variational point of view, the constitutive equations of an elastic one-dimensional string...
A variational limit defined on the space of bi-dimensional gradient Young measures is obtained from ...
A variational limit defined on the space of bi-dimensional gradient Young measures is obtained from ...
A variational limit defined on the space of bi-dimensional gradient Young measures is obtained from ...
Starting from three-dimensional variational models with energies subject to a general type of PDE co...
Abstract. Microstructures in phase-transitions of alloys are mod-eled by the energy minimization of ...
In my thesis, we derive a two dimensional energy model for deformations of unloaded elastic films as...
A variational limit defined on the space of one-dimensional Young measures is obtained from three-di...
Starting form 3D elasticity, we deduce the variational limit of the string and of the membrane on th...
Starting form 3D elasticity, we deduce the variational limit of the string and of the membrane on th...
Abstract. Starting form 3D elasticity, we deduce the variational limit of the string and of the memb...
Starting from three-dimensional non-linear elasticity under the restriction of incompressibility, we...
Starting from three-dimensional non-linear elasticity under the restriction of incompressibility, we...
Starting from three-dimensional non-linear elasticity under the restriction of incompressibility, we...
The aim of this paper is to deduce the constitutive equations of an elastic one-dimensional string f...
Using the variational point of view, the constitutive equations of an elastic one-dimensional string...
A variational limit defined on the space of bi-dimensional gradient Young measures is obtained from ...
A variational limit defined on the space of bi-dimensional gradient Young measures is obtained from ...
A variational limit defined on the space of bi-dimensional gradient Young measures is obtained from ...
Starting from three-dimensional variational models with energies subject to a general type of PDE co...
Abstract. Microstructures in phase-transitions of alloys are mod-eled by the energy minimization of ...
In my thesis, we derive a two dimensional energy model for deformations of unloaded elastic films as...