The generalized variational principles about blending energy form of non-linear elasticity |
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Authors: | Hu Cheng-dong |
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Affiliation: | Department of Mathematics, Jilin University, Changchun |
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Abstract: | First of all, this paper gives Legendre transformation for the so-called partial corresponding variables of strain energy function (Eij) and complementary strain energy function C(Sij) of the elastic material, and introduces the corresponding blending complementary strain energy function klc and blending strain energy function kl. Moreover, a series of generalized variational principles of the corresponding blending energy form of non-linear elasticity is given. As a special case, there exist corresponding results[1] in linear elasticity. |
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Keywords: | functionally graded material elastodynamic solution hollow cylinder power law function |
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