International audienceThis paper presents a multiscale strategy dedicated to structural optimization. The applications concern the study of geometric details (such as holes, surface profiles, etc) within the structures with frictional contacts. The first characteristic of the method is that it uses a microâmacro approach. This approach is based on a domain decomposition into substructures and interfaces, which involves the resolution of independent âmicroâ problems in each substructure and transfers âmacroâ information only through the interfaces. The second characteristic is the use of a multiresolution strategy in order to reduce the computation cost for problems with evolving design parameters. The last characteristic is the ca...
A method is described for decomposing an optimization problem into a set of subproblems and a coordi...
Key words: uncertainties; contact; friction; substructuring method; multiresolution Abstract. The ai...
This paper develops a robust framework for the multiscale design of three-dimensional lattices with ...
Multiscale topological material design, aiming at obtaining optimal distribution of the material at ...
International audienceGenerally speaking, the objective and constraint functions of a structural opt...
This paper introduces a new approach to multiscale optimization, where design optimization is applie...
We consider the optimal distribution of several elastic materials in a fixed working domai...
33 pagesInternational audienceWe consider the optimal distribution of several elastic materials in a...
This work establishes a robust concurrent multiscale optimization framework which facilitates the pr...
Computational material design has gained considerable interest, along the last years, in the computa...
As multi-material additive manufacturing technologies mature, a new opportunity for materials scienc...
Exodus II hex mesh data files of unstructured multi-scale optimization from the paper "Efficient Inv...
Functional performance benefits brought by graded materials or a variation of microstructures have b...
A robust three-dimensional multiscale structural optimization framework with concurrent coupling bet...
Bien que de plus en plus employée au sein des bureaux d'études dans le cadre de la conception mécani...
A method is described for decomposing an optimization problem into a set of subproblems and a coordi...
Key words: uncertainties; contact; friction; substructuring method; multiresolution Abstract. The ai...
This paper develops a robust framework for the multiscale design of three-dimensional lattices with ...
Multiscale topological material design, aiming at obtaining optimal distribution of the material at ...
International audienceGenerally speaking, the objective and constraint functions of a structural opt...
This paper introduces a new approach to multiscale optimization, where design optimization is applie...
We consider the optimal distribution of several elastic materials in a fixed working domai...
33 pagesInternational audienceWe consider the optimal distribution of several elastic materials in a...
This work establishes a robust concurrent multiscale optimization framework which facilitates the pr...
Computational material design has gained considerable interest, along the last years, in the computa...
As multi-material additive manufacturing technologies mature, a new opportunity for materials scienc...
Exodus II hex mesh data files of unstructured multi-scale optimization from the paper "Efficient Inv...
Functional performance benefits brought by graded materials or a variation of microstructures have b...
A robust three-dimensional multiscale structural optimization framework with concurrent coupling bet...
Bien que de plus en plus employée au sein des bureaux d'études dans le cadre de la conception mécani...
A method is described for decomposing an optimization problem into a set of subproblems and a coordi...
Key words: uncertainties; contact; friction; substructuring method; multiresolution Abstract. The ai...
This paper develops a robust framework for the multiscale design of three-dimensional lattices with ...