
Etude de l’influence des défauts de petite taille sur le comportement à rupture avec le modèle de Dugdale régularisé
Author(s) -
Hichème Ferdjani,
Med Zaim Khelifi,
JeanJacques Marigo
Publication year - 2008
Publication title -
european journal of computational mechanics
Language(s) - English
Resource type - Journals
eISSN - 2642-2085
pISSN - 2642-2050
DOI - 10.13052/remn.17.481-493
Subject(s) - physics , structural engineering , humanities , mathematics , materials science , engineering , philosophy
The goal of this work is to prove that, within the framework of Fracture Mechanics with the regularized Dugdale’s model of cohesive forces, the defects the size of which are small compared to the material characteristic length are practically without influence on the limit loads of structures. For that, we treat two examples : the case of a precracked plate, then the case of a plate with a circular hole. The calculations are made with the finite element method.