AbstractThe different forms of second order elasticity operators, in Mindlin’s strain-gradient elasticity, are given for a bi-dimensional physical space. These different forms are obtained according to the different symmetry classes of a material media. Dimensional aspects are discussed together with observations made on the physical behavior of such a media
AbstractA multi-cell homogenization procedure with four geometrically different groups of cell eleme...
International audienceTo investigate complex physical phenomena, bi-dimensional models are often an ...
AbstractA micromechanics-based approach for the derivation of the effective properties of periodic l...
AbstractThe different forms of second order elasticity operators, in Mindlin’s strain-gradient elast...
International audienceThe different forms of second order elasticity operators, in Mindlin's strain-...
In the present paper spaces of fifth-order tensors involved in bidimensional strain gradient elastic...
International audienceA computational homogenization method to determine the effective parameters of...
A second-gradient elastic material has been identified as the equivalent homogeneous material of an ...
Through a second-order homogenization procedure, the explicit relation is obtained between the non-l...
A two-dimensional solid consisting of a linear elastic isotropic material is considered in this pape...
In the perspective of homogenization theory, strain-gradient elasticity is a strategy to describe th...
International audienceIn the perspective of homogenization theory, strain-gradient elasticity is a s...
Abstract: The behavior of most materials is influenced by inhomogeneously distributed microscale pro...
The literature in the field of higher-order homogenization is mainly focused on 2-D models aimed at ...
AbstractIt is shown that second-order homogenization of a Cauchy-elastic dilute suspension of random...
AbstractA multi-cell homogenization procedure with four geometrically different groups of cell eleme...
International audienceTo investigate complex physical phenomena, bi-dimensional models are often an ...
AbstractA micromechanics-based approach for the derivation of the effective properties of periodic l...
AbstractThe different forms of second order elasticity operators, in Mindlin’s strain-gradient elast...
International audienceThe different forms of second order elasticity operators, in Mindlin's strain-...
In the present paper spaces of fifth-order tensors involved in bidimensional strain gradient elastic...
International audienceA computational homogenization method to determine the effective parameters of...
A second-gradient elastic material has been identified as the equivalent homogeneous material of an ...
Through a second-order homogenization procedure, the explicit relation is obtained between the non-l...
A two-dimensional solid consisting of a linear elastic isotropic material is considered in this pape...
In the perspective of homogenization theory, strain-gradient elasticity is a strategy to describe th...
International audienceIn the perspective of homogenization theory, strain-gradient elasticity is a s...
Abstract: The behavior of most materials is influenced by inhomogeneously distributed microscale pro...
The literature in the field of higher-order homogenization is mainly focused on 2-D models aimed at ...
AbstractIt is shown that second-order homogenization of a Cauchy-elastic dilute suspension of random...
AbstractA multi-cell homogenization procedure with four geometrically different groups of cell eleme...
International audienceTo investigate complex physical phenomena, bi-dimensional models are often an ...
AbstractA micromechanics-based approach for the derivation of the effective properties of periodic l...
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