Micromechanics-based model for trends in toughness of ductile metals

By T. Pardoen, J. W. Hutchinson. 2003

207 citations recorded by the source corpus.

Subfields: Materials Chemistry, Mechanical Engineering

View Paper: https://www.semanticscholar.org/paper/ab9ef2248268d3d641f1a881a5f05a93d14e8237

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In Materials Chemistry

1. D. Mohr
2. J. Besson
3. M. Luo
4. M. Dunand
5. A. A. Benzerga
6. T. Pardoen
7. Xiaosheng Gao
8. C. Roe

In Mechanical Engineering

1. D. Mohr
2. M. Dunand
3. J. Besson
4. A. A. Benzerga
5. M. Luo
6. T. Pardoen
7. A. Simar
8. Xiaosheng Gao

Citations in the corpus

• Experiments and modeling of anisotropic aluminum extrusions under multi-axial loading – Part II: Ductile fracture (2012, background): “…2004; Bron and Besson, 2006; Brunet et al., 2005; Rivalin et al., 2000), to describe the effect of non-spherical voids (Benzerga et al., 2004; Bron and Besson, 2006; Steglich et al., 2008), and their coalescence (Benzerga et al., 2002; Gologanu et al., 2001; Pardoen and Hutchinson, 2000, 2003).”
• Continuum Models of Ductile Fracture: A Review (2010, methodology): “Following the previous approach the GLD model was used to predict X, f and S which are used to model coalescence (Benzerga et al., 1999; Pardoen and Hutchinson, 2000, 2003).”
• Integrated modeling of friction stir welding of 6xxx series Al alloys: Process, microstructure and properties (2012, methodology): “The model is based on the work by Pardoen and Hutchinson [227,228] which relies on the Gurson formalism [205] as enhanced by Tvergaard et al. [229], Needleman et al. [230], Gologanu et al. [231] (void morphology), Benzerga et al. [2], Thomason [220] for the void coalescence condition.”
• Void growth and coalescence in single crystals (2010, background): “3, but for a high stress triaxiality T = 3 typical of a near-crack-tip region, see e.g. Pardoen and Hutchinson (2003).”
• Modeling of Ductile Fracture: Significance of Void Coalescence (2006, background): “Pardoen and Hutchinson (2000, 2003) provide detailed descriptions and formulation for the GLD model.”
• A Study on the Effect of the Stress State on Ductile Fracture (2010, methodology): “Since nonspherical inclusion shape is considered, the Gologanu et al. (1993, 1994, 1995) porous plasticity model, with the modification by Pardoen and Hutchinson (2000, 2003), is adopted to describe the void growth behavior and the macroscopic plastic response of the material.”
• Macroscopic yield criteria for plastic anisotropic materials containing spheroidal voids (2008, background): “[32],[33]) or for prediction of forming limits (e.”