By means of a nonlinear generalization of the Maxwell–Cattaneo–Vernotte equation, on theoretical grounds we investigate how nonlinear effects may influence the propagation of heat waves in isotropic thin layers which are not laterally isolated from the external environment. A comparison with the approach of the Thermomass Theory is made as well.

Nonlinear heat-transport equation beyond Fourier law: application to heat-wave propagation in isotropic thin layers

SELLITTO, ANTONIO;TIBULLO, VINCENZO;
2017

Abstract

By means of a nonlinear generalization of the Maxwell–Cattaneo–Vernotte equation, on theoretical grounds we investigate how nonlinear effects may influence the propagation of heat waves in isotropic thin layers which are not laterally isolated from the external environment. A comparison with the approach of the Thermomass Theory is made as well.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11386/4676901
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