Moving finite element analyses for fast crack propagation in sheet metal

作者：Fujimoto T^*; Nishioka T

来源：International Journal of Mechanical Sciences, 2010, 52(2): 277-286.

DOI：10.1016/j.ijmecsci.2009.09.031

• Finite element method
• Gurson's void model
• Dynamic crack propagation
• Moving finite element technique
• T* integral

The conventional fracture mechanics parameters K-IC and/or J(IC) are used as fracture toughness criteria necessary for the start of crack propagation under plane strain conditions. These criteria are defined only for small-scale yielding or infinitesimal deformation, though actual fractures involve large plastic deformation. Hence, measurement of fracture resistance during crack propagation is difficult with the conventional parameters.
Estimating the mechanical conditions around the propagating crack tip is very useful for reducing damage during accidental fracture. Therefore, establishing a criterion for crack propagation with large-scale yielding is very important for not only science fields but also some industrial fields. For fractures with large-scale yielding, micro- or mesoscale damage processes in the crack tip vicinity have to be considered.
in this study, Gurson's constitutive model for void occurrence and growth was introduced into the finite element method to discuss failure behavior in the crack tip vicinity. Fast crack propagation behavior under high-speed deformation was simulated using the moving finite element method based on the Delaunay automatic triangulation. The excellent far-field integral path independence of the T* integral was verified for pure mode I fast crack propagation and non-straight crack propagation under mixed mode conditions. The void growth conditions near the crack propagation path were evaluated.

• 出版日期2010-2