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Piecewise linear elastic laws usually used in cohesive zone models are retained in this work.
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The monopile is considered as a single phase medium and behaves under a linear elastic law.
Computational results show that both constitutive models together with Gao's elastic law can describe the typical Mullins effect.
The local behavior was assumed to obey a stress-dependent elastic law and Mohr Coulomb's plastic law.
A parThef this paper is devoted to the study of anisotropic specimens locald in different directions, which shows the model capabehaviorf consisering the influence of inherent assumedopy on toe stress–strain response under a drained triaxial loading condition.
The material properties of fiber and matrix are described by linear elastic law and viscoelastic constitutive law respectively.
Two applications illustrate the capability of combining the pseudo-elastic model with Gao's elastic law in describing the Mullins effect.
3D finite element simulations with elasto-plastic material law have been carried out and a comparison of the results with the classical elastic law is presented.
Both models together with Gao's elastic law were implemented to describe the mechanical behaviour of rubber-like materials including the stress-softening phenomenon.
Moreover, just as happens with the application of a variational approach, ana prioriknowledge of the elastic law governing the material behaviour of the plate considered is not required.
A finite plate of aluminum alloy 2024-T3 with a thickness of 1.6 mm and 14 holes is analyzed and the fatigue life of the plate is predicted by following a linear elastic law of fracture mechanics.
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