A model of viscous fluid of Korteweg type, with first-order nonlocal constitutive equations, is developed. The restrictions placed by the dissipation principle are investigated by applying a generalized Liu procedure. Some remarkable nonlocal properties of the entropy function are carried out.

A new thermodynamic framework for second-grade Korteweg-type viscous fluids

SELLITTO, ANTONIO;
2009

Abstract

A model of viscous fluid of Korteweg type, with first-order nonlocal constitutive equations, is developed. The restrictions placed by the dissipation principle are investigated by applying a generalized Liu procedure. Some remarkable nonlocal properties of the entropy function are carried out.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11386/4668211
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