On the energy monotony in rate-type viscoelasticity |
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Affiliation: | Department of Mathematics, INCREST, B-dul Pacii 220, 79622 Bucharest, Romania |
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Abstract: | One proves that the energy function — for the three dimensional rate-type viscoelasticity with linear instantaneous response — has a “monotony property” with respect to the equilibrium hypersurface, in the sense that ordered equilibrium hypersurfaces lead to ordered energy functions. |
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