Modeling of crazing using a cohesive surface methodology

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Modeling of the competition between shear yielding and crazing in glassy polymers (2000, methodology): “We choose to represent craze mechanical response using the concept of cohesive surfaces, due to Needleman (1987), as outlined in (Tijssens et al., 2000).”
An improved description of the exponential Xu and Needleman cohesive zone law for mixed-mode decohesion (2006, background): “Examples of applications of uncoupled cohesive zone laws are the modelling of crazing in polymers [ 37 ] and fracture of cementitious composites [36].”
A high‐order generalized FEM for through‐the‐thickness branched cracks (2007, unknown): “Further, cohesive or frictional contact laws [21, 40–52] can be incorporated by appropriate modifications of the formulation reported in [6, Sec.”
Cohesive‐zone models, higher‐order continuum theories and reliability methods for computational failure analysis (2004, background): “Indeed, several authors [33, 34] have proven the equivalence between embedded discontinuity approaches and classical smeared-crack models in which the fracture energy is smeared out over the element width in the sense of Equation (2), e.g. References [12, 35].”