3D XFEM investigation of the plasticity effect on fatigue propagation under thermo-mechanical loading

The aim of this paper is to propose a computation strategy for fatigue propagation simulation of a crack by taking into account the plasticity. Feulvarch et al. (Comput Methods Appl Mech Eng 361: 112805, 2020) recently proposed a first XFEM formulation capable of overcoming the volumetric locking ph...

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Veröffentlicht in:International journal of fracture 2021-07, Vol.230 (1-2), p.33-41
Hauptverfasser: Feulvarch, Eric, Lacroix, Rémi, Madou, Komlanvi, Deschanels, Hubert, Pignol, Moïse
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container_end_page 41
container_issue 1-2
container_start_page 33
container_title International journal of fracture
container_volume 230
creator Feulvarch, Eric
Lacroix, Rémi
Madou, Komlanvi
Deschanels, Hubert
Pignol, Moïse
description The aim of this paper is to propose a computation strategy for fatigue propagation simulation of a crack by taking into account the plasticity. Feulvarch et al. (Comput Methods Appl Mech Eng 361: 112805, 2020) recently proposed a first XFEM formulation capable of overcoming the volumetric locking phenomenon due to plastic incompressibility in 3D. This formulation is here applied to quadratic elements for the mode I propagation of a crack in a valve structure submitted to cyclic thermo-mechanical loading. A simulation strategy is proposed where it is not necessary to compute all the cycles and thus the complete plastic history. This is of great interest because it avoids the treatment of the possible closing of the crack and uses the conventional J -integral. The application reveals the interest of taking plasticity into account for the propagation accuracy.
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Feulvarch et al. (Comput Methods Appl Mech Eng 361: 112805, 2020) recently proposed a first XFEM formulation capable of overcoming the volumetric locking phenomenon due to plastic incompressibility in 3D. This formulation is here applied to quadratic elements for the mode I propagation of a crack in a valve structure submitted to cyclic thermo-mechanical loading. A simulation strategy is proposed where it is not necessary to compute all the cycles and thus the complete plastic history. This is of great interest because it avoids the treatment of the possible closing of the crack and uses the conventional J -integral. 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subjects Automotive Engineering
Characterization and Evaluation of Materials
Chemistry and Materials Science
Civil Engineering
Classical Mechanics
Crack propagation
Engineering Sciences
Fracture mechanics
Incompressibility
J integral
Locking
Materials Science
Mechanical Engineering
Original Paper
Plastic properties
Propagation
Propagation modes
title 3D XFEM investigation of the plasticity effect on fatigue propagation under thermo-mechanical loading
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