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Uniqueness for the Linear Theory of Generalized Thermo-Elasticity |
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| Authors: | GUO Xing-ming Shaghi Instihae of Applied Mathematics and Mechanics Shanghai University Shanghai China |
| Institution: | GUO Xing-ming Shaghi Instihae of Applied Mathematics and Mechanics,Shanghai University Shanghai 200072,China |
| Abstract: | In this paper, the uniqueness for the linear theory of a new generalized thermo-elastic model of the continuum with the centre symmetry is shown under less assumptions, whose constitutive equations contain deformation, temperature and its rate as well as its gradient, electric field and its gradient. So the phase variation is pemitted when the deformation proceeds as long as the constitutive equations preserve their Original forms. |
| Keywords: | generalized thermo-elasticity cease-symmetry constitutive variables constitutive equations uniqueness of solution |
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