Titlebook: Elastoplasticity Theory; Koichi Hashiguchi Book 20142nd edition Springer-Verlag Berlin Heidelberg 2014 Constitutive Equation of Friction.C

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Globalisation and Finance at the Crossroads,loading surface model is the only pertinent model fulfilling the mechanical requirements for elastoplastic constitutive equations. These mechanical requirements are first described and then the subloading surface model is explained in detail.

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Ingo Geishecker,Holger G?rg,Sara Maiolirtheless, metals exhibit various particular aspects, e.g., the kinematic hardening and the stagnation of isotropic hardening in a cyclic loading. Explicit constitutive equations of metals will be delineated in this chapter, which are based on the general elastoplastic constitutive equations described in the preceding chapters.

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tion is delineated, which is capable of describing the smooth elastic-plastic transition and the rate-dependence for the general rate ranging from the quasi-static deformation to the impact loading behavior.

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Tensor Analysis,ions. Before studying the main theme of this book, ., mathematical properties of tensors and mathematical rules on tensor operations are explained on the level necessary to understand elastoplasticity theory. The orthogonal Cartesian coordinate system is adopted throughout this book. A further advan

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