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Extended irreversible thermodynamics for an Enskog gas
Journal of Molecular Structure: THEOCHEM, 1999Abstract This paper presents the calculation of the transport coefficients appearing in the generalized entropy expression obtained from Extended Irreversible Thermodynamics, in the case of a monatomic moderately dense gas of hard spheres. Such an evaluation has been possible since the generalized constitutive equations for this system have already ...
A. Rangel-Huerta, R.M. Velasco
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A contribution to extended irreversible thermodynamics
Physica A: Statistical Mechanics and its Applications, 1995Abstract Concepts of extended irreversible thermodynamics (EIT) are explored for continuous systems away from equilibrium. The principle of the minimum entropy production is studied to find a possible generalization to the EIT region. Onsager - Machlup's theory is reformulated for continuous systems.
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Extended Irreversible Thermodynamics: Some unsolved questions
AIP Conference Proceedings, 1995Extended Irreversible Thermodynamics, as an extension of Linear Irreversible Thermodynamics has had some success in providing a description to a wide variety of phenomena occurring in non‐equilibrium systems. Nevertheless, its formal structure still poses questions not yet satisfactorily resolved.
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Kinetic foundation of extended irreversible thermodynamics
Journal of Mathematical Physics, 2000In this paper we investigate the kinetic foundation of extended irreversible thermodynamics via the moment method. First we consider the construct of the 1-particle distribution function f in terms of its moments by maximizing the entropy density function.
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Generalized Transport Equations and Extended Irreversible Thermodynamics
AIP Conference Proceedings, 2008Transport equations incorporating memory and non‐local effects are necessary to describe the response of miniaturized devices submitted to fast perturbations. In general, such equations are not compatible with local equilibrium thermodynamics, but with extended irreversible thermodynamics.
David Jou +3 more
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International Journal of Non-Linear Mechanics, 2020
M. Versaci, A. Palumbo
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M. Versaci, A. Palumbo
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Lagrangian formulation of nonlinear extended irreversible thermodynamics
Journal of Physics A: Mathematical and General, 1986Landau and Lifshitz, (1958) showed that phenomenological equations of extended nonequilibrium thermodynamics, reciprocity included, can be cast in Lagrangian form, so long as the kinetic equations are linear in time derivatives of the even variables. It is shown that this formalism can be extended to the general nonlinear case.
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