In this paper we focus on the thermo-mechanical model proposed in Bourdin et al. (2014) and Marigo et al. (2013) which describes crack genesis and propagation in brittle materials induced by a thermal shock. Our goal is to provide an efficient numerical technique which employs a computational finite element mesh finely customized to the problem at hand to simulate such phenomena in a 2D setting. In particular, we generate automatically adapted anisotropic grids able to closely follow the narrow bands of the damage, driven by a theoretically sound mathematical tool. We carry out three numerical tests to assess the computational performance of the proposed method
International audienceWe study the genesis and the selective propagation of complex crack networks i...
International audienceContinuous anisotropic damage is a quite natural modeling of material degradat...
This paper describes the propagation of an edge crack in a structured thermo-elastic solid. A rapid ...
In this paper we focus on the thermo-mechanical model proposed in Bourdin et al. (2014) and Marigo e...
International audienceThe aim of this paper is to present the ability of an anisotropic adaptive mes...
Le séchage ou le refroidissement induisent un rétrécissement des matériaux entraînant une contrainte...
International audienceAutomatic remeshing has been used for many years within the framework of mater...
International audienceSignificant progresses have been realized during the last decades on both macr...
Quasi-static crack propagation in brittle materials is modeled via the Ambrosio–Tortorelli approxima...
Numerical simulations are indispensible in many engineering disciplines since they can reduce the nu...
A 3D peridynamic formulation of the thermo-mechanical problem allows to efficiently simulate the occ...
International audienceA monolithic Lagrangian finite element method is explored to model crack propa...
Drying or cooling processes induce shrinking phenomenain of the materials. Those strains are induced...
This paper presents a novel numerical technique to simulate the crack propagation process for inhomo...
International audienceWe study the genesis and the selective propagation of complex crack networks i...
International audienceContinuous anisotropic damage is a quite natural modeling of material degradat...
This paper describes the propagation of an edge crack in a structured thermo-elastic solid. A rapid ...
In this paper we focus on the thermo-mechanical model proposed in Bourdin et al. (2014) and Marigo e...
International audienceThe aim of this paper is to present the ability of an anisotropic adaptive mes...
Le séchage ou le refroidissement induisent un rétrécissement des matériaux entraînant une contrainte...
International audienceAutomatic remeshing has been used for many years within the framework of mater...
International audienceSignificant progresses have been realized during the last decades on both macr...
Quasi-static crack propagation in brittle materials is modeled via the Ambrosio–Tortorelli approxima...
Numerical simulations are indispensible in many engineering disciplines since they can reduce the nu...
A 3D peridynamic formulation of the thermo-mechanical problem allows to efficiently simulate the occ...
International audienceA monolithic Lagrangian finite element method is explored to model crack propa...
Drying or cooling processes induce shrinking phenomenain of the materials. Those strains are induced...
This paper presents a novel numerical technique to simulate the crack propagation process for inhomo...
International audienceWe study the genesis and the selective propagation of complex crack networks i...
International audienceContinuous anisotropic damage is a quite natural modeling of material degradat...
This paper describes the propagation of an edge crack in a structured thermo-elastic solid. A rapid ...