Transport theory of inhomogeneous fluids /
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| Author / Creator: | Pozhar, Liudmila A. |
|---|---|
| Imprint: | Singapore ; River Edge, N.J. : World Scientific, c1994. |
| Description: | xi, 170 p. : ill. ; 23 cm. |
| Language: | English |
| Series: | World Scientific series in contemporary chemical physics vol. 6 |
| Subject: | |
| Format: | Print Book |
| URL for this record: | http://pi.lib.uchicago.edu/1001/cat/bib/2602086 |
Table of Contents:
- Ch. 1. Transport Properties of Simple Fluids Confined in Narrow Capillary Pores. 1. Experimental Studies. 2. Computer Simulations of the Transport Processes in Fluids Confined in Narrow Capillary Pores. 3. Theory
- Ch. 2. Generalization of the Zwanzig-Mori Projection Operator Method. 1. Collective Dynamic Variables. 2. Projection Operator Technique
- Ch. 3. Kinetic Theory of Dense, Strongly Inhomogeneous Fluids. 1. The Master Equations for Mixtures of Dense, Strongly Inhomogeneous Fluids. 2. Calculation of the Frequency Matrix i[Omega](x, x'). 3. The Explicit Form of the Mean-Field Kinetic Equations for Inhomogeneous Fluid Mixtures. 4. Summary of the Kinetic Theory
- Ch. 4. Transport Theory of Dense, Strongly Inhomogeneous Fluids. 1. The Thirteen-Moments Approximation Equations. 2. The Linearized Navier-Stokes Equations. 3. Transport Coefficients of Inhomogeneous Fluids
- Ch. 5. Transport Coefficients of Inhomogeneous Fluids Confined in Narrow Capillary Pores. 1. Simplification of the Quasihydrodynamic Equations and Expressions for the Transport Coefficients. 2. Transport Coefficients in Immediate Vicinity of Structured Solid Walls. 3. Dense Homogeneous Fluids. 4. Transport Coefficients of Fluids Inhomogeneous in Only One Direction. 5. Correlations between Transport Coefficients and Local Values of the Number Density. 6. Recommendations for Applications of the Above Transport Theory. Appendix. Generalized Compressibility Equation for Inhomogeneous Fluids. 1. One Remarkable Corollary of the Mechanical Equilibrium Condition. 2. The Explicit Expression for [actual symbol not reproducible]. 3. The Generalized Compressibility Equation. 4. Pressure as the Local Grand Canonical Potential Density.
