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Titlebook: Elasticity and Plasticity of Large Deformations; Including Gradient M Albrecht Bertram Textbook 2021Latest edition Springer Nature Switzerl

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Laurent Soustelle,Angela GiangrandeThe following papers will often be cited in this chapter, as they are pioneering original works: GREEN/ NAGHDI (1965, 1971), LEE/ LIU (1967), LEE (1969), MANDEL (1971).
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Balance Laws,We assign to each body (as well as to its subbodies) a measure .(ℬ), ., a non-negative real number, the . of ℬ. In classical, non-relativistic mechanics we assume the .: ..
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Principles of Material Theory,All the foregoing results are supposed to be valid for all material bodies and are thus labelled . In contrast to this, material theory aims to describe the individual behaviour of different materials.
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Internal Constraints,Until now we have assumed that the material functionals are defined for any C-process.
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Inelasticity,A more detailed description of a framework for inelasticity can be found in BERTRAM (1982, 1989), or KRAWIETZ (1986). A comparison of different frameworks is given in BERTRAM (1993, 1999a).
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https://doi.org/10.1007/978-3-662-67349-2ratedependent effects like creep (deformation changes under constant stresses) and relaxation (stress changes under constant strains). Therefore, it would be desirable to have a viscoelastic format for finite deformations in addition to the elastic and the elastoplastic ones of the previous parts of this book.
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