1977
DOI: 10.1016/0022-5096(77)90024-2
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Analysis of a model for void growth and coalescence ahead of a moving crack tip

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Cited by 181 publications
(61 citation statements)
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“…Owing to this constraint, the stress triaxiality within the band generally increases sharply following localization, thereby promoting further void growth and the onset of coalescence. This feature was captured in an early model of void growth within a normal localization band by Andersson [51]. Models with periodicity conditions imposed on all faces of the representative void-containing cell generally take the stress triaxiality within the cell to be constant throughout the entire deformation history and therefore do not reflect the influence of enhanced triaxiality that accompanies localization.…”
Section: The Competition Between Macroscopic Localization and Void Comentioning
confidence: 99%
“…Owing to this constraint, the stress triaxiality within the band generally increases sharply following localization, thereby promoting further void growth and the onset of coalescence. This feature was captured in an early model of void growth within a normal localization band by Andersson [51]. Models with periodicity conditions imposed on all faces of the representative void-containing cell generally take the stress triaxiality within the cell to be constant throughout the entire deformation history and therefore do not reflect the influence of enhanced triaxiality that accompanies localization.…”
Section: The Competition Between Macroscopic Localization and Void Comentioning
confidence: 99%
“…It was proposed, from the work of Rice et al [2] and Anderson [3], that it is the plastic flow at the crack tip that dictates the crack path. The notion that the crack path is governed by the plastic behaviour of the crack tip is supported by many workers.…”
Section: Introductionmentioning
confidence: 99%
“…10 ~), or a unstable flow begins to take place, the strains at this state is regarded as limi~L strains in FLDs. On the other hand, the numerical analyses by Anderson [18] and Tvergaard [19] indicated that the void fraction is at fr=0.25 when fracture occurs. Based on theses computational results, a ductile fracture crilLerion expressed in void fraction was also introduced into our code, and the fracture strains of the AI-Mg alloy sheets were calculated.…”
Section: Limit Strain and Fracture Strainmentioning
confidence: 97%