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2021 | OriginalPaper | Chapter

10. Thermoelastic Problems

Author : Chyanbin Hwu

Published in: Anisotropic Elasticity with Matlab

Publisher: Springer International Publishing

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Abstract

The Stroh formalism for two-dimensional linear anisotropic elasticity is extended in this chapter to the uncoupled steady state thermoelastic problems. Based upon the extended Stroh formalism, several different kinds of thermoelastic problems have been solved and presented in the literature such as holes, cracks, rigid inclusions, interface cracks, and multi-materials wedges. Since some of the solutions presented in Hwu (2010) are solved only in principle without further showing their explicit form, to assist in programming the computer codes, in this chapter some solutions are rewritten in explicit expressions and necessary remarks are provided.

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Literature
go back to reference Hwu, C. 1990. Thermal stresses in an anisotropic plate disturbed by an insulated elliptic hole or crack. ASME Journal of Applied Mechanics 57 (4), 916–922. Hwu, C. 1990. Thermal stresses in an anisotropic plate disturbed by an insulated elliptic hole or crack. ASME Journal of Applied Mechanics 57 (4), 916–922.
go back to reference Hwu, C., and W.J. Lee. 2004. Thermal effect on the singular behavior of multi-bonded anisotropic wedges. Journal of Thermal Stresses 27 (2): 111–136.CrossRef Hwu, C., and W.J. Lee. 2004. Thermal effect on the singular behavior of multi-bonded anisotropic wedges. Journal of Thermal Stresses 27 (2): 111–136.CrossRef
Metadata
Title
Thermoelastic Problems
Author
Chyanbin Hwu
Copyright Year
2021
DOI
https://doi.org/10.1007/978-3-030-66676-7_10

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