Chirita, S.: On the asymptotic partition of the energy in linear thermoelasticity. Quart. Appl. Math. 45 (1987), 327-340. Home/Search Document Not in Database Summary Related Articles Check |
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Stability for thermoelasticity of type III - Quintanilla, Racke (2002) (Correct)
....; 2 small enough similar to Section 2.1.1, we obtain dt G(t) c 1 E(t) with some constant c 0, and it follows the assertion of the Theorem. Q.e.d. 3 Equipartition of energy The partition of the energy for several kinds of elastic and thermoelastic problems was developed by several authors [4, 14, 3]. We study the general, possibly non homogeneous, anisotropic but with a center of symmetry case, where we have the di erential equations (1.9) 1.10) i.e. 3.1) 3.2) together with the initial conditions (1.3) and the boundary conditions (1.8) Here the Einstein summation ....
Chirita, S.: On the asymptotic partition of the energy in linear thermoelasticity. Quart. Appl. Math. 45 (1987), 327-340.
Asymptotic behaviour in n-dimensional Thermoelasticity - Rivera (1997) (2 citations) (Correct)
....the displacement vector field decay uniformly in time like t 3=2 while the free divergence part conserves its energy. In the special case of symmetrical solutions, when the material has a spherical shape it was shown in [9] that the total energy decays exponentially. For bounded domain Chirit a [1] proved the asymptotic equipartition of the mean kinetic and strain energy and that the thermal difference decays to zero, but no rate of decay was obtained. However, the question about uniformly rate of decay for bounded domains in its general form seems to be untouched. So, to fill this gap we ....
S. Chirit~a; On the asymptotic partition of the energy in linear thermoelasticity. Quaterly of App. Math. Vol XLV, 2 (1987) 327-370
Exponential Stability for a Contact Problem in Thermoelasticity - Rivera, Oliveira (1 citation) (Correct)
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S. Chirita. On the asymptotic partition of the energy in linear thermoelasticity. Quaterly of App. Math. Vol XLV, 2, 1987 pg 327-370
Stability in Inhomogeneous and Anisotropic Thermoelasticity - Rivera, Olivera (1997) (1 citation) (Correct)
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S. Chirita. On the asymptotic partition of the energy in linear thermoelasticity. Quaterly of App. Math. Vol XLV, 2, 1987 pg 327-370
Uniform Rates of Decay in Nonlinear Viscoelasticity for.. - Rivera, Barreto (1996) (2 citations) (Correct)
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S. Chirita. On the asymptotic partition of the energy in linear thermoelasticity. Quaterly of App. Math. Vol XLV, 2, 1987 pg 327-370
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