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Détermination du critère de rupture macroscopique d'un milieu poreux par homogénéisation non linéaireDetermination of the macroscopic strength criterion of a porous medium by nonlinear homogenization
Authors:Jean-François Barthélémy  Luc Dormieux
Affiliation:LMSGC, CNRS/ENPC/LCPC, 77455 Marne-la-Vallée, France
Abstract:
A porous medium, which matrix is a perfectly plastic solid, is considered. This paper proposes a method to determine the macroscopic admissible stress states. The method is based on a homogenization technique which takes advantage of the equivalence, under certain conditions, between a problem of limit analysis and a ficticious nonlinear elastic problem. The particular case of a Drucker–Prager solid matrix is considered. The method provides an analytical expression for the complete macroscopic strength criterion. To cite this article: J.-F. Barthélémy, L. Dormieux, C. R. Mecanique 331 (2003).
Keywords:Solides et structures  Micromécanique  Homogénéisation non linéaire  Plasticité  von Mises  Drucker–Prager  Solids and structures  Micromechanics  Nonlinear homogenization  Plasticity  von Mises  Drucker–Prager
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