Cellular solids inherit their macroscopic mechanical properties directly from the cellular microstructure. However, the characteristic material length scale is often not small compared to macroscopic dimensions, which limits the applicability of classical continuum-type constitutive models. Cosserat theory, however, offers a continuum framework that naturally features a length scale related to rotation gradients. In this paper a homogenization procedure is proposed that enables the derivation of macroscopic Cosserat constitutive equations based on the underlying microstructural morphology and material behavior. (C) 2002 Academie des sciences/Editions scientifiques et medicales Elsevier SAS.</p
A gradient-enhanced computational homogenization procedure, that allows for the modelling of microst...
We derive two different effective models from a heterogeneous Cosserat continuum taking into account...
The macroscopic modelling of in-plane elastic behaviour of composite solids made with regular orthot...
Cellular solids inherit their macroscopic mechanical properties directly from the cellular microstru...
Abstract Cellular solids inherit their macroscopic mechanical properties directly from the cellular ...
We present results of a two-scale model of disordered cellular materials where we describe the micro...
The present paper deals with the homogenization problem of periodic composite materials, considering...
Effective mechanical properties of cellular materials depend strongly on the specimen size to the ce...
In this chapter we discuss the three-dimensional Cosserat-type theories of continua. Originally this...
This work presents a contribution to the development of computational homogenization procedures, in ...
International audienceThe present work deals with the development of homogenisation procedures for C...
This paper performs further study on the micro-macro homogenization approach of granular materials (...
Accepted for publication in "Handbook of Nonlocal Continuum Mechanics for Materials and Structures",...
This paper prepares the ground for the continuum analysis of shear band evolution using a Cosserat/m...
A gradient-enhanced computational homogenization procedure, that allows for the modelling of microst...
We derive two different effective models from a heterogeneous Cosserat continuum taking into account...
The macroscopic modelling of in-plane elastic behaviour of composite solids made with regular orthot...
Cellular solids inherit their macroscopic mechanical properties directly from the cellular microstru...
Abstract Cellular solids inherit their macroscopic mechanical properties directly from the cellular ...
We present results of a two-scale model of disordered cellular materials where we describe the micro...
The present paper deals with the homogenization problem of periodic composite materials, considering...
Effective mechanical properties of cellular materials depend strongly on the specimen size to the ce...
In this chapter we discuss the three-dimensional Cosserat-type theories of continua. Originally this...
This work presents a contribution to the development of computational homogenization procedures, in ...
International audienceThe present work deals with the development of homogenisation procedures for C...
This paper performs further study on the micro-macro homogenization approach of granular materials (...
Accepted for publication in "Handbook of Nonlocal Continuum Mechanics for Materials and Structures",...
This paper prepares the ground for the continuum analysis of shear band evolution using a Cosserat/m...
A gradient-enhanced computational homogenization procedure, that allows for the modelling of microst...
We derive two different effective models from a heterogeneous Cosserat continuum taking into account...
The macroscopic modelling of in-plane elastic behaviour of composite solids made with regular orthot...