2014
DOI: 10.1016/j.ijplas.2014.04.007
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Stress-state-dependence of damage strain rate tensors caused by growth and coalescence of micro-defects

Abstract: Thomas BUSLAPS, K.a SOLODUCHA-Elastoplastic deformation and damage process in duplex stainless steels studied using synchrotron and neutron diffractions in comparison with a self-consistent model

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Cited by 74 publications
(53 citation statements)
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“…In literature the former type is referred to as coupled and the latter as uncoupled fracture modeling. In the field of physics based, coupled, constitutive and ductile fracture models the stress-state dependence caused by growth and coalescence of micro-defects using numerical simulations of unit cells and experimental observations over a wide range of triaxialities is studied and good correlation is found [17,18]. Li et al [19] present a detailed review of coupled and uncoupled damage criteria which are implemented in a commercially available FE code and compared to experimental results of tensile and compression tests with different specimen geometries.…”
Section: Introductionmentioning
confidence: 99%
“…In literature the former type is referred to as coupled and the latter as uncoupled fracture modeling. In the field of physics based, coupled, constitutive and ductile fracture models the stress-state dependence caused by growth and coalescence of micro-defects using numerical simulations of unit cells and experimental observations over a wide range of triaxialities is studied and good correlation is found [17,18]. Li et al [19] present a detailed review of coupled and uncoupled damage criteria which are implemented in a commercially available FE code and compared to experimental results of tensile and compression tests with different specimen geometries.…”
Section: Introductionmentioning
confidence: 99%
“…Extended versions of this model (Brünig et al 2011b(Brünig et al , 2008(Brünig et al , 2014a(Brünig et al , 2015 propose a stress-state-dependent damage criterion based on different experiments and data from corresponding numerical simulations. Furthermore, it takes into account numerical results of various analyses using unit cell models (Brünig et al 2011a(Brünig et al , 2013(Brünig et al , 2014b. Based on these numerical results covering a wide range of stress states it was possible to propose damage equations as functions of the stress triaxiality and the Lode parameter.…”
Section: Continuum Damage Modelmentioning
confidence: 99%
“…represents the second order deviatoric stress tensor (Brünig et al 2013(Brünig et al , 2014b. Alternatively, the damage strain rate tensor (2.19) can be written in the forṁ…”
Section: Constitutive Equationsmentioning
confidence: 99%
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“…Also, Needleman and co-authors have studied ductile fracture processes in microstructures with random distributions of void nucleation in 2D and 3D analyses (Needleman and Tvergaard (1987) and Tvergaard and Needleman (2006)). Brünig, Voyiadjis and others have used homogenization techniques for modeling damage processes in composite materials (Voyiadjis and Kattan (1993), Kattan and Voyiadjis (2003), Brünig et al (2011) and Brünig et al (2014)). Another work dealing with porous metals has been developed by Giusti et al (2009), which used a multiscale approach to obtain results considering different void ratios, being compared with ones presented by Gurson (1977).…”
Section: Introductionmentioning
confidence: 99%