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- W4237307954 abstract "By linking together the theory of finite elasticity and thermodynamics of irreversible processes one is led to a very general description of deformation. The clue to the simplicity of describing relaxation in permanent networks is the existence of the van der Waals network model which allows a unique description of the nonlinear equilibrium states of reference. Having then a set of relaxation processes coupled to the network (“global level”) one arrives at the prediction that only shear relaxation is important. This is proven to hold true by describing relaxation during stress-strain experiments at different temperatures in different deformation modes including the regime of large strains." @default.
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- W4237307954 date "2007-12-12" @default.
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- W4237307954 title "Relaxation in permanent networks" @default.
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- W4237307954 doi "https://doi.org/10.1007/bfb0115432" @default.
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