par Massart, Thierry,Jacques 
;Mercatoris, Benoît ;Berke, Peter ;Piezel, Benoît ;Laiarinandrasana, Lucien;Thionnet, Alain
Référence Computer Assisted Mechanics and Engineering Sciences, 18, page (53-71)
Publication Publié, 2011
;Mercatoris, Benoît ;Berke, Peter ;Piezel, Benoît ;Laiarinandrasana, Lucien;Thionnet, AlainRéférence Computer Assisted Mechanics and Engineering Sciences, 18, page (53-71)
Publication Publié, 2011
Article révisé par les pairs
| Résumé : | This paper reviews multi-scale computational homogenisation frameworks for the non-linear behaviour of heterogeneous thin planar shells. Based on a review of some of the currently available methods, a computational homogenisation scheme for shells is applied on representative volume elements for plain weave composites. The effect of flexural loading on the potential failure modes of such materials is analysed, focusing on the reinforcement-matrix delamination mechanism. The attention is next shifted toward failure localisation in masonry unit cells. Subsequently, a recently developed computational FE$^2$ solution scheme accounting for damage localisation at structural scales based on RVE computations is applied. |
