2011
DOI: 10.1016/j.ijplas.2011.01.004
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Void growth and coalescence in ductile solids with stage III and stage IV strain hardening

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Cited by 110 publications
(43 citation statements)
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“…The number of the activated slip systems increases as the stress triaxiality increases. For example, additional six slip systems (2,3,8,9,13,19 slip systems in Table 1) are activated when the stress triaxiality is increased to 1. The activation of the slip system is further complicated when the void is embedded in the single crystal or at the boundary of bi-crystal.…”
Section: Slip System Activity (Resolved Sheaer Strain On the Slip Sysmentioning
confidence: 99%
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“…The number of the activated slip systems increases as the stress triaxiality increases. For example, additional six slip systems (2,3,8,9,13,19 slip systems in Table 1) are activated when the stress triaxiality is increased to 1. The activation of the slip system is further complicated when the void is embedded in the single crystal or at the boundary of bi-crystal.…”
Section: Slip System Activity (Resolved Sheaer Strain On the Slip Sysmentioning
confidence: 99%
“…Lebensohn et al proposed a new modeling approach with FFT (Fast Fourier Transformation)-based crystal plasticity to investigate the growth of multiple voids in the face centered cubic (fcc) polycrystals [18]. The hardening model used for crystal plasticity was usually a power-law type, but detailed study on the effect of stage III and IV strain hardening on the void growth and coalescence was provided by Lecarme et al, where they found that the stage IV hardening had significant influence in delaying fracture [19].…”
Section: Introductionmentioning
confidence: 99%
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“…While damage evolution laws were proposed in the original works deriving the GTN or CDM approaches, several other damage rate expressions can be found in the literature describing different damage mechanisms (Duddu and Waisman, 2013;Souza and Allen, 2012;Tekoglu and Pardoen, 2010;Hammi and Horstemeyer, 2007;Qi and Bertram, 1999;Kitzig and Häußler-Combe, 2011;Lecarme et al, 2011;Khan and Liu, 2012;Lai et al, 2009;Zaïri et al, 2011) and coupling with time-, rate-, and temperature-dependent materials (Abu Al Rub and Darabi, 2012;Besson, 2009;Stewart et al, 2011;Horstemeyer et al, 2000;Guo et al, 2013), to cite only a few.…”
Section: Introductionmentioning
confidence: 99%
“…Later, Gurson (1977) derived an expression for the yield locus of an isotropic medium containing a spherical void. Since these pioneering works, the description of the void growth mechanism has been enriched in many different ways, as outlined in a recent review by Lecarme et al (2011). Criteria describing nucleation and coalescence of voids were included in the Gurson model by Chu and Needleman (1980) and Tvergaard and Needleman (1984), leading to the well-known GTN model.…”
Section: Introductionmentioning
confidence: 99%