AcceptéInternational audienceIn this contribution, a strategy is proposed for uncoupling geometrical description and approximation with the X-FEM. The strategy is based on an uniform coarse mesh that defines a high order approximation of the mechanical fields and an adapted mesh that defines the geometrical features by means of levelsets. The connection between the geometry and the approximation is obtained by sharing the quadtree trees of the two meshes. Numerical examples involving level-set based parts, convergence studies, mechanical computations and numerical homogenization show good promise for this approach
peer reviewedWe present a promising approach to reduce the difficulties associated with meshing comp...
Abstract. Solution of multiphase problems shows discontinuities across the material inter-faces, whi...
This paper extends previous work on structural optimization with the eXtended Finite Element Method ...
International audienceIn multiscale analysis of components, there is usually a need to solve micro-s...
International audienceIn multiscale analysis of components, there is usually a need to solve micro-s...
International audienceThe advances of material characterization by means of imaging techniques requi...
International audienceThe advances in material characterization by means of imaging techniques requi...
Although the current numerical tools evolve quickly, the computation of mechanical problems faces ma...
International audienceMulti-scale analysis of components usually leads to solving micro-structures w...
International audienceIt is a common fact that as we go down to lower scales, the geometrical comple...
International audienceIn this paper, we highlight that, when the eXtended Finite Element Method (XFE...
International audienceAn approach to improve the geometrical representation of surfaces with the eXt...
International audienceIn 1999, an extension of the finite element method was introduced. Later calle...
International audienceIn material science, images are increasingly used as input data for computatio...
International audienceThe eXtended Finite Element Method (X-FEM) allows one to enrich finite element...
peer reviewedWe present a promising approach to reduce the difficulties associated with meshing comp...
Abstract. Solution of multiphase problems shows discontinuities across the material inter-faces, whi...
This paper extends previous work on structural optimization with the eXtended Finite Element Method ...
International audienceIn multiscale analysis of components, there is usually a need to solve micro-s...
International audienceIn multiscale analysis of components, there is usually a need to solve micro-s...
International audienceThe advances of material characterization by means of imaging techniques requi...
International audienceThe advances in material characterization by means of imaging techniques requi...
Although the current numerical tools evolve quickly, the computation of mechanical problems faces ma...
International audienceMulti-scale analysis of components usually leads to solving micro-structures w...
International audienceIt is a common fact that as we go down to lower scales, the geometrical comple...
International audienceIn this paper, we highlight that, when the eXtended Finite Element Method (XFE...
International audienceAn approach to improve the geometrical representation of surfaces with the eXt...
International audienceIn 1999, an extension of the finite element method was introduced. Later calle...
International audienceIn material science, images are increasingly used as input data for computatio...
International audienceThe eXtended Finite Element Method (X-FEM) allows one to enrich finite element...
peer reviewedWe present a promising approach to reduce the difficulties associated with meshing comp...
Abstract. Solution of multiphase problems shows discontinuities across the material inter-faces, whi...
This paper extends previous work on structural optimization with the eXtended Finite Element Method ...