Nonequilibrium Statistical Mechanics of Heterogeneous Fluid Systems
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A01=Andrei G. Bashkirov
Author_Andrei G. Bashkirov
Brownian Motion
Brownian Particle
Brownian particle kinetics
capillary wave theory
Category=PHDF
Category=PHS
Coordinate Distribution Function
Distribution Function
Drag Coefficient
Embryo Surface
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Free Molecular Regime
Heterogeneous fluid systems
interfacial thermodynamics
IOP Publishing
Kinetic Coefficients
Kinetic Gas Theory
Liouville Equation
Nonequilibrium Distribution Function
Nonequilibrium Statistical Mechanics
nucleation kinetics
Nucleation Theory
Plane Shock Wave
Shock Adiabat
Shock Front
Shock Layer
Shock Wave
shock wave dynamics
Shock Wave Structure
Smoluchowski Equation
statistical mechanics of multiphase fluids
surface hydrodynamics
Surface Tension Coefficient
Thermodiffusion Coefficient
Thermodynamic parameters
Vice Versa
Viscous Stresses
Product details
- ISBN 9780849328602
- Weight: 430g
- Dimensions: 152 x 229mm
- Publication Date: 09 Mar 1995
- Publisher: Taylor & Francis Inc
- Publication City/Country: US
- Product Form: Hardback
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There is a wide variety of heterogeneous fluid systems that possess interphase surfaces. This monograph is devoted to pioneering studies in nonequilibrium statistical mechanics of such systems. Starting from the Liouville equation, the equations of surface hydrodynamics are derived with allowance for discontinuities of thermodynamic parameters of interphase boundaries. Brownian motion of a large solid particle in a fluid and nucleation are treated as results of fluctuations of flows across particle surfaces. With the use of the Gibbs method, a shock wave in a gas is considered as a sort of an interphase surface, and the surface tension of a shock front is introduced for the first time.
