Properties of a Nonlinear Viscoelastoplastic Model of Maxwell Type with Two Material Functionsстатья
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Дата последнего поиска статьи во внешних источниках: 4 марта 2022 г.
Аннотация:General equations and qualitative properties of basic quasi-static theoretic curves (i.e. stress-strain curves at constant strain or stress rates, relaxation, creep and creep recovery curves) generated by the nonlinear Maxwell-type constitutive equation with two arbitrary material functions are studied analytically (in uniaxial case). The goal is to reveal the model abilities to describe the set of basic rheological phenomena pertaining to viscoelastoplastic materials (e.g. superplasticity effect) and to find out convenient indicators marking the field of the model applicability or non-applicability. The minimal set of general restrictions that should be imposed on material functions to provide an adequate description of typical test curves of viscoelastoplastic materials is revealed.
Keywords: viscoelastоplasticity, non-linear constitutive equation, theoretic stress-strain curves, creep curves, relaxation curves, rate sensitivity, superplasticity