A coupled anisotropic damage model for the inelastic response of composite materials

By George Z. Voyiadjis, B. Deliktas. 2000

176 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/7b54527df0692d4fef74112ae1c3fbfadf2034ff

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In Mechanics of Materials

Citations in the corpus

On the coupling of anisotropic damage and plasticity models for ductile materials (2003, background): “Imagine an elastically loaded representative volume element (RVE) containing uniformly distributed (micro)cracks of Mode I, which are triggered by the process of cold working, is deformed by a total strain e1.”
Thermodynamic framework for coupling of non-local viscoplasticity and non-local anisotropic viscodamage for dynamic localization problems using gradient theory (2004, methodology): “(40)1] through the use of the viscoplastic strain energy equivalence hypothesis (e.g. Lee et al., 1985; Voyiadjis and Thiagarajan, 1997; Voyiadjis and Deliktas, 2000b), which states that the viscoplastic energy in terms of the effective and nominal stress and strain quantities must be equal.”
A continuum damage model for composite laminates: Part I - Constitutive model (2007, methodology): “The constitutive models are defined at the microscale, and the strain and stress fields at the microscale and the mesoscale are related via transformation field tensors (Chaboche et al., 2001; Fish and Yu, 2001; Fish et al., 1999; Voyiadjis and Deliktas, 2000; Car et al., 2002), or solved using fini”
A Mixed Finite Element Implementation of a Gradient-enhanced Coupled Damage—Plasticity Model (2006, background): “As these mechanisms do not act independently, the model is developed such that the plasticity flow and damage flow are each dependent on the plastic potential and on the damage potential (Voyiadjis and Deliktas, 2000).”