Add to ORKGThis work is devoted to an elasticity problem on macrodomains separated by a thin heterogeneous layer with a periodic in-plane structure. The asymptotic behavior and effective elastic properties of such structures are being studied and the limit elasticity problem, together with the Robin transmission condition across the interface, obtained. Numerical and analytical solutions are being compared to illustrate the results
International audienceThe aim of this paper is to propose and investigate a new modelling approach t...
The behaviour of composite materials with periodically distributed con-stituents is considered. Math...
The paper is dedicated to the asymptotic behavior of periodically perforated elastic domains (3D, pl...
In this work we consider the elasticity problem for two domains separated by a heterogeneous layer. ...
We consider a thin heterogeneous layer consisted of the thin beams (of radius r) and we study the li...
The aim of this contribution is to compute the effective in-plane tension and shear behaviour of tex...
In the context of elasticity theory, rigidity theorems allow one to derive global properties of a de...
An exact elasticity solution for transverse waves is presented for an infinite periodic layered medi...
We consider plates with 2-D periodic rod or fabric structure, used as geotextiles or textiles. The p...
The paper is dedicated to the asymptotic investigation of textiles as elasticity problem on beam str...
This paper presents a potential function method for solving threedimensional interface inclusion pro...
In the context of homogenization of elastoplastic materials, we study the effects of a stiff compone...
The elasticity problem in a periodic structure with prescribed interface jumps in displacements and ...
The paper deals with the plane problem of stress distributions in a non-homogeneous elastic semi-spa...
In this work, we study the transversal vibration of thin periodic elastic plates through asymptotic ...
International audienceThe aim of this paper is to propose and investigate a new modelling approach t...
The behaviour of composite materials with periodically distributed con-stituents is considered. Math...
The paper is dedicated to the asymptotic behavior of periodically perforated elastic domains (3D, pl...
In this work we consider the elasticity problem for two domains separated by a heterogeneous layer. ...
We consider a thin heterogeneous layer consisted of the thin beams (of radius r) and we study the li...
The aim of this contribution is to compute the effective in-plane tension and shear behaviour of tex...
In the context of elasticity theory, rigidity theorems allow one to derive global properties of a de...
An exact elasticity solution for transverse waves is presented for an infinite periodic layered medi...
We consider plates with 2-D periodic rod or fabric structure, used as geotextiles or textiles. The p...
The paper is dedicated to the asymptotic investigation of textiles as elasticity problem on beam str...
This paper presents a potential function method for solving threedimensional interface inclusion pro...
In the context of homogenization of elastoplastic materials, we study the effects of a stiff compone...
The elasticity problem in a periodic structure with prescribed interface jumps in displacements and ...
The paper deals with the plane problem of stress distributions in a non-homogeneous elastic semi-spa...
In this work, we study the transversal vibration of thin periodic elastic plates through asymptotic ...
International audienceThe aim of this paper is to propose and investigate a new modelling approach t...
The behaviour of composite materials with periodically distributed con-stituents is considered. Math...
The paper is dedicated to the asymptotic behavior of periodically perforated elastic domains (3D, pl...