NDLI: ORDERED RATE CONSTITUTIVE THEORIES FOR THER- MOVISCOELASTIC SOLIDS WITHOUT MEMORY

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ORDERED RATE CONSTITUTIVE THEORIES FOR THER- MOVISCOELASTIC SOLIDS WITHOUT MEMORY

Content Provider	Scilit
Author	Surana, Karan S.
Copyright Year	2016
Description	In this chapter, we consider ordered rate constitutive theories for isotropic, homogeneous, compressible and incompressible thermoviscoelastic solids in Lagrangian description with finite deformation but without memory. The rate constitutive theories are derived using the entropy inequality expressed in terms of Helmholtz free energy density Φ as well as Gibbs potential Ψ. Section 10.2 presents details of the rate constitutive theories derived using Helmholtz free energy density Φ. Rate constitutive theories using Gibbs potential Ψ are given in Section 10.3. Thermoviscoelastic solids are naturally elastic (linear or nonlinear) but also contain thermal effects. In addition, such solids also contain a mechanism of dissipation of mechanical energy, i.e. some part of the mechanical energy applied to the matter is converted into entropy, which results in heat, hence affects internal energy. Derivations of the constitutive theories for such solid matter are considered in this chapter. Book Name: Advanced Mechanics of Continua
Related Links	https://content.taylorfrancis.com/books/download?dac=C2014-0-34755-7&isbn=9780429069666&doi=10.1201/b17959-14&format=pdf
Ending Page	460
Page Count	70
Starting Page	391
DOI	10.1201/b17959-14
Language	English
Publisher	Informa UK Limited
Publisher Date	2016-04-27
Access Restriction	Open
Subject Keyword	Book Name: Advanced Mechanics of Continua Cybernetical Science Memory Matter Helmholtz Rate Constitutive Constitutive Theories Derived
Content Type	Text
Resource Type	Chapter

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