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Intra- and inter-phase cohesive zones are used for failure initiation and crack propagation.
The last paper by Valoroso and De Barros is related to adhesive joint computations using cohesive zones.
The potential-based framework obtained hereby is referred to as standard dissipative cohesive zones (SD-CZ).
Damage is assumed to occur at interfaces modeled through cohesive zones in the material, while the bulk material is assumed to be linear elastic.
Several published papers deal with the possibility of replacing a damage finite element model by a combination of cohesive zones and finite elements.
In the present contribution, the concept of generalized standard materials (GSM) is transferred from the modeling of bulk behavior to cohesive zones.
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To date, classical thermo-mechanical cohesive zone models do not account for elastic interfaces.
Indeed, the cohesive zone was resolved adequately in these cases.
Load-deflection (top) and cohesive zone length (bottom).
Load-deflection (top) and cohesive zone evolution (bottom).
Fracture is modeled via a nonlinear viscoelastic cohesive zone model.
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