Titlebook: Boundary Value Problems in Linear Viscoelasticity; John M. Golden,George A. C. Graham Textbook 1988 Springer-Verlag Berlin Heidelberg 1988

箴言

https://doi.org/10.1007/978-1-4471-5469-3ntly small that its product with the field variables can be neglected. In many cases, this is very restrictive on the allowed range of temperature variation. A fully linear theory will not be considered here. We remark however that such a theory is susceptible to treatment by the Correspondence Principle-based methods, discussed in Chap. 2.

Incisor

Thermoviscoelastic Boundary Value Problems,ntly small that its product with the field variables can be neglected. In many cases, this is very restrictive on the allowed range of temperature variation. A fully linear theory will not be considered here. We remark however that such a theory is susceptible to treatment by the Correspondence Principle-based methods, discussed in Chap. 2.

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Fundamental Relationships,roperties of the associated viscoelastic functions. General dynamical equations are written down. Also, the boundary value problems that will be discussed in later chapters are stated in general terms. Familiar concepts from the Theory of Linear Elasticity are introduced in a summary manner. For a f

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Thermoviscoelastic Boundary Value Problems,this dependence is to assume that the material is thermorheologically simple (TRS) in the sense defined in Sect. 1.7. This implies a non-linear dependence on the temperature field which renders the solution of most problem categories very difficult, in particular those where the temperature field is