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Thermodynamics of Mixtures as a Problem with Internal Variables. The General Theory
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Mauro Francaviglia
Published/Copyright:
November 30, 2006
Abstract
A model of a mixture with N different components is analyzed from a thermodynamic viewpoint with internal variables, both in the presence and absence of viscosity. Thermodiffusion phenomena are described by N internal variables (N ≥ 2). General thermodynamic restrictions and residual dissipation inequalities are obtained by the Clausius–Duhem inequality.
Received: 2006-03-09
Accepted: 2006-05-22
Published Online: 2006-11-30
Published in Print: 2006-11-01
© Walter de Gruyter
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Articles in the same Issue
- Contents of Volume 31 (2006)
- Analytical Subject Index
- Acknowledgement
- Index of Authors
- Thermodynamical Frameworks for Higher Grade Material Theories with Internal Variables or Additional Degrees of Freedom
- Thermodynamic Driving Force for Molecular Diffusion – Lattice Density Functional Theory Predictions
- Thermocapillary Effect in a Thermal Rheological Jet
- Non-Equilibrium Critical Behavior: An Extended Irreversible Thermodynamics Approach
- Thermodynamics of Mixtures as a Problem with Internal Variables. The General Theory
Articles in the same Issue
- Contents of Volume 31 (2006)
- Analytical Subject Index
- Acknowledgement
- Index of Authors
- Thermodynamical Frameworks for Higher Grade Material Theories with Internal Variables or Additional Degrees of Freedom
- Thermodynamic Driving Force for Molecular Diffusion – Lattice Density Functional Theory Predictions
- Thermocapillary Effect in a Thermal Rheological Jet
- Non-Equilibrium Critical Behavior: An Extended Irreversible Thermodynamics Approach
- Thermodynamics of Mixtures as a Problem with Internal Variables. The General Theory
