A theoretical model to describe heat transport in functionally graded nanomaterials is developed in the framework of extended thermodynamics. The heat-transport equation used in our theoretical model is of the Maxwell-Cattaneo type. We study the propagation of acceleration waves in functionally graded materials. In the special case of functionally graded $operatorname{Si}_{1-c}operatorname{Ge}_c$ thin layers, we point out the influence of the composition gradient on the propagation of heat pulses. A possible use of heat pulses as exploring tool to infer the inner composition of functionally graded materials is suggested.
Influence of the composition gradient on the propagation of heat pulses in functionally graded nanomaterials
M. Di Domenico;A. Sellitto
2019
Abstract
A theoretical model to describe heat transport in functionally graded nanomaterials is developed in the framework of extended thermodynamics. The heat-transport equation used in our theoretical model is of the Maxwell-Cattaneo type. We study the propagation of acceleration waves in functionally graded materials. In the special case of functionally graded $operatorname{Si}_{1-c}operatorname{Ge}_c$ thin layers, we point out the influence of the composition gradient on the propagation of heat pulses. A possible use of heat pulses as exploring tool to infer the inner composition of functionally graded materials is suggested.File in questo prodotto:
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