This paper presents an application of the eXtended Finite Element Method for numerical modeling of the dynamic cracks propagation. The numerical cracks representation is adapted to the time-dependent mechanical formulation, using the Heaviside step function for completely cutted elements and the cohesive model for crack tips. In order to find the propagation parameters, a crack evolution model is proposed. The numerical implementation is achieved in new explicit FE module. A numerical example is proposed for proving the computational efficiency of this new module
Dans un contexte de vulnérabilité militaire des sous-marins, les ingénieurs et chercheurs doivent êt...
A method is presented for simulating dynamic crack propagation using a coupled molecular dynamics/ex...
We propose an adaptive numerical strategy that aims at developing reliable and efficient numerical t...
A numerical implementation of the eXtended Finite Element Method (X-FEM) to analyze crack propagatio...
The displacement field in quasi-brittle material is localized into narrow fracture zones during the ...
Finite element methods for the simulation of dynamic fracture in plane structures are presented. The...
Le développement actuel de l’industrie vise à prévoir l’intégrité des structures dans le temps ou da...
Computational methods have been extensively used in various engineering applications and finite elem...
The current development of the industry focus on structural integrity over time or in the case of ex...
International audienceThis paper develops two aspects improving crack propagation modeling with the ...
International audienceThis paper is devoted to the numerical simulation of the dynamic propagation o...
International audienceThis paper presents numerical crack propagations in case of explicit dynamics,...
A numerical implementation of the eXtended Finite Element Method (XFEM) is presented. The proposed a...
International audienceThis paper deals with two aspects of the modelization of dynamic crack propaga...
The extended finite element method (XFEM) offers an elegant tool to model material discontinuities ...
Dans un contexte de vulnérabilité militaire des sous-marins, les ingénieurs et chercheurs doivent êt...
A method is presented for simulating dynamic crack propagation using a coupled molecular dynamics/ex...
We propose an adaptive numerical strategy that aims at developing reliable and efficient numerical t...
A numerical implementation of the eXtended Finite Element Method (X-FEM) to analyze crack propagatio...
The displacement field in quasi-brittle material is localized into narrow fracture zones during the ...
Finite element methods for the simulation of dynamic fracture in plane structures are presented. The...
Le développement actuel de l’industrie vise à prévoir l’intégrité des structures dans le temps ou da...
Computational methods have been extensively used in various engineering applications and finite elem...
The current development of the industry focus on structural integrity over time or in the case of ex...
International audienceThis paper develops two aspects improving crack propagation modeling with the ...
International audienceThis paper is devoted to the numerical simulation of the dynamic propagation o...
International audienceThis paper presents numerical crack propagations in case of explicit dynamics,...
A numerical implementation of the eXtended Finite Element Method (XFEM) is presented. The proposed a...
International audienceThis paper deals with two aspects of the modelization of dynamic crack propaga...
The extended finite element method (XFEM) offers an elegant tool to model material discontinuities ...
Dans un contexte de vulnérabilité militaire des sous-marins, les ingénieurs et chercheurs doivent êt...
A method is presented for simulating dynamic crack propagation using a coupled molecular dynamics/ex...
We propose an adaptive numerical strategy that aims at developing reliable and efficient numerical t...