Using the tool of two-scale convergence, we provide a rigorous mathematical setting for the homogenization result obtained by Fleck and Willis (J. Mech. Phys. Solids, 2004) concerning the effective plastic behaviour of a strain gradient composite material. Moreover, moving from deformation theory to flow theory, we prove a convergence result for the homogenization of quasistatic evolutions in the presence of isotropic linear hardening
In this paper we reconciliate different homogenization results which describe the effective behavior...
n this work the mechanical boundary condition for the micro problem in a two-scaled homogenization u...
The primary objective of this dissertation is to develop computational models that describe the over...
Using the tool of two-scale convergence, we provide a rigorous mathematical setting for the homogeni...
Using the tool of two-scale convergence, we provide a rigorous mathematical setting for the homogeni...
We investigate the deformation of heterogeneous plastic materials. The model uses internal variables...
The theory of the two-scale convergence was applied to homogenization of elasto-plastic composites w...
We revisit the homogenization process for a heterogeneous small strain gradient plasticity model con...
International audienceA computational homogenization method to determine the effective parameters of...
International audienceIn this paper we deal with the determination of the strain gradient elasticity...
International audienceA stress-gradient material model was recently proposed by Forest and Sab [Mech...
International audienceThe stress-gradient model was introduced by Forest and Sab(Mech. Res. Comm. 40...
AbstractWithin the framework of isotropic strain gradient plasticity, a rate-independent constitutiv...
A homogenization theorem is established for the problem of minimization of a quadratic integral func...
Classical effective descriptions of heterogeneous materials fail to capture the influence of the spa...
In this paper we reconciliate different homogenization results which describe the effective behavior...
n this work the mechanical boundary condition for the micro problem in a two-scaled homogenization u...
The primary objective of this dissertation is to develop computational models that describe the over...
Using the tool of two-scale convergence, we provide a rigorous mathematical setting for the homogeni...
Using the tool of two-scale convergence, we provide a rigorous mathematical setting for the homogeni...
We investigate the deformation of heterogeneous plastic materials. The model uses internal variables...
The theory of the two-scale convergence was applied to homogenization of elasto-plastic composites w...
We revisit the homogenization process for a heterogeneous small strain gradient plasticity model con...
International audienceA computational homogenization method to determine the effective parameters of...
International audienceIn this paper we deal with the determination of the strain gradient elasticity...
International audienceA stress-gradient material model was recently proposed by Forest and Sab [Mech...
International audienceThe stress-gradient model was introduced by Forest and Sab(Mech. Res. Comm. 40...
AbstractWithin the framework of isotropic strain gradient plasticity, a rate-independent constitutiv...
A homogenization theorem is established for the problem of minimization of a quadratic integral func...
Classical effective descriptions of heterogeneous materials fail to capture the influence of the spa...
In this paper we reconciliate different homogenization results which describe the effective behavior...
n this work the mechanical boundary condition for the micro problem in a two-scaled homogenization u...
The primary objective of this dissertation is to develop computational models that describe the over...