
doi: 10.2514/3.7390
Integral transform techniques are employed to study the influence of small thermoelastic coupling on the propagation of thermoelastic disturbances in an infinite medium. The thermal relaxation time of heat conduction is also included in the analysis to insure that the thermal waves propagate with finite signal speeds. Explicit expressions for the wave speeds and amplitudes are obtained. Numerical results are presented to illustrate the salient features of the problem.
Thermal Relaxation Time of Heat Conduction, Wave Speeds, Bulk waves in solid mechanics, Thermoelastic Coupling, Nonfourier Solids, Other numerical methods in solid mechanics, Propagation of Thermoelastic Disturbances, Thermodynamics in solid mechanics
Thermal Relaxation Time of Heat Conduction, Wave Speeds, Bulk waves in solid mechanics, Thermoelastic Coupling, Nonfourier Solids, Other numerical methods in solid mechanics, Propagation of Thermoelastic Disturbances, Thermodynamics in solid mechanics
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