An important task in mixed-mode fracture analysis and prediction is the simulation of crack growth under mixed-mode conditions. To complete such a task, one must have (a) a computer code capable of handling the kinematics of general crack growth and determining the stress and deformation states during crack growth, and (b) a fracture criterion that can properly predict the onset and direction of crack growth. A current challenge is the simulation of mixed-mode crack growth under three-dimensional (3D) conditions, such as the growth of surface cracks, corner cracks, embedded cracks, and cracks with a curved crack surface and/or a curved crack front. This paper focuses on item (a) in the above discussion and describes the computational aspects of a simulation procedure, which can be used together with a given fracture criterion to simulate crack growth. For illustration purposes, a CTOD fracture criterion (e.g. [11]) will be used when needed. The associated algorithms for simulating arbitrary 3D crack growth under general loading conditions have been developed and successfully implemented by the authors in a custom, finite element based, crack growth analysis and simulation code—CRACK3D. In particular, this paper will present strategies for automatic re-meshing of regions around growing crack fronts in a 3D body, and will discuss verification examples.
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ASME 2004 International Mechanical Engineering Congress and Exposition
November 13–19, 2004
Anaheim, California, USA
Conference Sponsors:
- Applied Mechanics Division
ISBN:
0-7918-4702-0
PROCEEDINGS PAPER
Computational Aspects of Three-Dimensional Crack Growth Simulations
Michael A. Sutton
Michael A. Sutton
University of South Carolina
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Jianzheng Zuo
University of South Carolina
Xiaomin Deng
University of South Carolina
Michael A. Sutton
University of South Carolina
Paper No:
IMECE2004-60699, pp. 385-391; 7 pages
Published Online:
March 24, 2008
Citation
Zuo, J, Deng, X, & Sutton, MA. "Computational Aspects of Three-Dimensional Crack Growth Simulations." Proceedings of the ASME 2004 International Mechanical Engineering Congress and Exposition. Applied Mechanics. Anaheim, California, USA. November 13–19, 2004. pp. 385-391. ASME. https://doi.org/10.1115/IMECE2004-60699
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