Focusing on the Fourier fluids in the liquid state, which are characterized by linear thermal constitutive equation and low compressibility, this short note proposes a discrete approach based on the elementary scales, which allows removing the so-called Fourier paradox in classical continuum thermomechanics. As a corollary, the adopted line of reasoning allows highlighting some features on the elementary scales.

Elementary scales and the lack of Fourier paradox for Fourier fluids

Di Nucci C.
;
Celli D.;Fischione P.;Pasquali D.
2021

Abstract

Focusing on the Fourier fluids in the liquid state, which are characterized by linear thermal constitutive equation and low compressibility, this short note proposes a discrete approach based on the elementary scales, which allows removing the so-called Fourier paradox in classical continuum thermomechanics. As a corollary, the adopted line of reasoning allows highlighting some features on the elementary scales.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11697/176516
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