International audienceHere we present a statistical study on the effective linear properties of random materials, i.e., microstructures which are random lattices described by a stochastic process. The local numerical procedure associated with the homogenization methods used here was based on a wavelet-element method. The resulting numerical results are compared with those obtained using classical theories. A new approach was developed in order to determine the effective properties in cases where the characteristics of the microstructure are not known
The modern polycrystalline composite materials have a complex internal structure consisting of diffe...
In this thesis we investigate numerical methods for the homogenization of materials the structures o...
we address the construction of random macroscopic constitutive laws by homogenization of random nonl...
International audienceHere we present a statistical study on the effective linear properties of rand...
Abstract Here we present a statistical study on the effective linear properties of random materials,...
International audienceThis paper is devoted to the statistical study of the effective linear propert...
International audienceThis paper is devoted to the statistical study of the effective linear propert...
International audienceThis paper is devoted to the statistical study of the effective linear propert...
AbstractIn this work, random homogenization analysis of heterogeneous materials is addressed in the ...
International audienceApparent properties of random structures may be estimated by homogenization fr...
The modern polycrystalline composite materials have a complex internal structure consisting of diffe...
Quantifying uncertainty in the overall elastic properties of composite materials arising from random...
In recent times, the scientific community paid great attention to the influence of inherent uncertai...
This paper describes the moving-window generalized method of cells technique for analyzing random co...
International audienceThis paper is concerned with the modeling of randomness in multiscale analysis...
The modern polycrystalline composite materials have a complex internal structure consisting of diffe...
In this thesis we investigate numerical methods for the homogenization of materials the structures o...
we address the construction of random macroscopic constitutive laws by homogenization of random nonl...
International audienceHere we present a statistical study on the effective linear properties of rand...
Abstract Here we present a statistical study on the effective linear properties of random materials,...
International audienceThis paper is devoted to the statistical study of the effective linear propert...
International audienceThis paper is devoted to the statistical study of the effective linear propert...
International audienceThis paper is devoted to the statistical study of the effective linear propert...
AbstractIn this work, random homogenization analysis of heterogeneous materials is addressed in the ...
International audienceApparent properties of random structures may be estimated by homogenization fr...
The modern polycrystalline composite materials have a complex internal structure consisting of diffe...
Quantifying uncertainty in the overall elastic properties of composite materials arising from random...
In recent times, the scientific community paid great attention to the influence of inherent uncertai...
This paper describes the moving-window generalized method of cells technique for analyzing random co...
International audienceThis paper is concerned with the modeling of randomness in multiscale analysis...
The modern polycrystalline composite materials have a complex internal structure consisting of diffe...
In this thesis we investigate numerical methods for the homogenization of materials the structures o...
we address the construction of random macroscopic constitutive laws by homogenization of random nonl...