International audienceA monolithic Lagrangian finite element method is explored to model crack propagation. This approach is based on the level-set method coupled with anisotropic remeshing to define the crack faces and tip. Moreover, the Gθ method is used for computing the strain energy release rate and the propagation direction. Furthermore, a new technique for computing the convection velocity, which is a mixture between the propagation speed and the mechanical velocity, is introduced
An automatic crack propagation modelling technique using polygon elements is presented. A simple alg...
138 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1986.This study is concerned with ...
This report features the isogeometric finite element method applied to the elastodynamic problem in ...
National audienceA new finite element method is explored to model crack propagation in a silicon sub...
In this paper we focus on the thermo-mechanical model proposed in Bourdin et al. (2014) and Marigo e...
This thesis concerns finite element methods for the numerical simulation of crack propagation includ...
Ductile, history-dependent material behavior governs crack growth in metal structures that are expos...
A new methodology to predict dynamic crack propagation under generalized loading conditions is propo...
Configurational mechanics provides the theoretical basis for modelling thermodynamically consistent ...
International audienceModelling of a crack propagating through a finite element mesh under mixed mod...
A path-following strategy based on an energy release criterion is proposed and implemented in an aug...
A recently developed scaled boundary finite element formulation that can model the response of funct...
An efficient methodology for automatic dynamic crack propagation simulations using polygon elements ...
The problem of dynamic crack propagation is widely addressed in the literature. The few available a...
The focus of this note lies on the numerical analysis of models describing the propagation of a sing...
An automatic crack propagation modelling technique using polygon elements is presented. A simple alg...
138 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1986.This study is concerned with ...
This report features the isogeometric finite element method applied to the elastodynamic problem in ...
National audienceA new finite element method is explored to model crack propagation in a silicon sub...
In this paper we focus on the thermo-mechanical model proposed in Bourdin et al. (2014) and Marigo e...
This thesis concerns finite element methods for the numerical simulation of crack propagation includ...
Ductile, history-dependent material behavior governs crack growth in metal structures that are expos...
A new methodology to predict dynamic crack propagation under generalized loading conditions is propo...
Configurational mechanics provides the theoretical basis for modelling thermodynamically consistent ...
International audienceModelling of a crack propagating through a finite element mesh under mixed mod...
A path-following strategy based on an energy release criterion is proposed and implemented in an aug...
A recently developed scaled boundary finite element formulation that can model the response of funct...
An efficient methodology for automatic dynamic crack propagation simulations using polygon elements ...
The problem of dynamic crack propagation is widely addressed in the literature. The few available a...
The focus of this note lies on the numerical analysis of models describing the propagation of a sing...
An automatic crack propagation modelling technique using polygon elements is presented. A simple alg...
138 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1986.This study is concerned with ...
This report features the isogeometric finite element method applied to the elastodynamic problem in ...