Titlebook: Anisotropic Elastic Plates; Chyanbin Hwu Book 2010 Springer-Verlag US 2010 Anisotropic elasticity.Boundary Element Analysis.Chyanbin Hwu.L

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Thermoelastic Problems,From the discussions of previous chapters, we see that Stroh formalism is a convenient and powerful complex variable method to deal with the plane deFormation in general anisotropic elastic solids.

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Linear Anisotropic Elastic Materials,tation, engineering constants such as the Young’s moduli, Poisson’s ratios and shear moduli as well as some other behavior constants will also be introduced in this chapter. If the problems considered can be treated as a two-dimensional problem, the elastic constants needed for the analysis of the m

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Stroh Formalism,er more general fields than the pure two-dimensional problems discussed by Stroh formalism, such as the anisotropic rod by bending and twisting discussed in Section .. However, for the pure two-dimensional problems, it will be observed in the rest of this book that Stroh formalism is indeed mathemat

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Inclusions, arbitrary loading was introduced by Hwu and Yen (1993). The presentation of this chapter will then follow mainly that of Hwu and Yen (1993) and their follow-up discussions about the interactions between inclusions and dislocations (Yen and Hwu, 1994; Yen et al., 1995) and the interactions between i

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https://doi.org/10.1007/978-3-030-96577-8tation, engineering constants such as the Young’s moduli, Poisson’s ratios and shear moduli as well as some other behavior constants will also be introduced in this chapter. If the problems considered can be treated as a two-dimensional problem, the elastic constants needed for the analysis of the m