Titlebook: Antiplane Elastic Systems; L. M. Milne-Thomson Book 1962 Springer-Verlag OHG Berlin · Göttingen · Heidelberg 1962 Finite.Lie.Potential.Pro

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https://doi.org/10.1007/978-3-642-19248-7In this chapter we show how the presence of an antiplane of elastic symmetry (6.5) permits the reduction of antiplane problems concerning anisotropic material to corresponding problems concerning isotropic material.

Schlemms-Canal

Springer Tracts in Modern PhysicsIn this chapter we consider some aspects of linear anisotropy of general form and cylindrical anisotropy.

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The law of elasticity,In this introduction we shall be concerned with a simple approach to tensor algebra, and the tensor formulation of stress, deformation and energy, leading to .’s law, the properties of anisotropy, and considerations of elastic symmetry.

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Stress functions and complex stresses,Consider a cylindrical or prismatic rod of any form of cross-section bounded by plane ends perpendicular to the generators.

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Isotropic beams,In this chapter we consider the general antiplane problem for isotropic (prismatic or cylindrical) beams and investigate in particular the cases of extension, bending by couples and push.

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冥界三河

Antiplane of elastic symmetry,In this chapter we show how the presence of an antiplane of elastic symmetry (6.5) permits the reduction of antiplane problems concerning anisotropic material to corresponding problems concerning isotropic material.

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General linear and cylindrical anisotropy,In this chapter we consider some aspects of linear anisotropy of general form and cylindrical anisotropy.

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