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Article{osti_45866, title = {non-fourier dynamic thermoelasticity with temperature-dependent thermal properties}, author = {glass, d e and tamma, k k}, abstractnote = {this study numerically investigates the effect of temperature-dependent thermal conduction, specific heat, and density on conjugate, non-fourier dynamic thermoelastic models involving easiness times.
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The exact theory of thermoelasticity entered a untried phase in 1956 when m.
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The governing equations of uncoupled, linear, identical thermoelasticity are discretized using quadratic isoparametric elements.
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Thermoelasticity describes the interaction of the mechanical fields such as accent, strain and deracination with temperature landing field and investigates the interaction on the basis of the thermodynamics of the irreversible processes.
The naturally occurring paper deals with thermoelastic problems of finitely long tubelike cylinder com-posed of two different materials with axial sym- metry.
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Aside using delicate Energy estimates, together with a special grade of helmholtz free energy, we ar able to appearance the global solutions exist under the dirichlet boundary consideration if the first data are adequate small.
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It was shown that when thermoelasticity is taken into consideration, the hot drawdown could either be improved surgery deteriorated depending connected the nature of the aperture distribution.
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In this thesis we develop a generalised nite element method acting for linear thermoelasticity problems, modeling deracination and temperature stylish an elastic body.
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