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Nonequilibrium Statistical Mechanics of Heterogeneous Fluid Systems
 
 
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Nonequilibrium Statistical Mechanics of Heterogeneous Fluid Systems [Hardcover]

Andrei G. Bashkirov (Author)

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Book Description

0849328608 978-0849328602 March 9, 1995
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.

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Inside This Book (learn more)
First Sentence:
The main mission of nonequilibrium statistical mechanics is to derive equations describing irreversible processes, starting from the Liouville equation for the distribution function in the phase space of the system. Read the first page
Key Phrases - Statistically Improbable Phrases (SIPs): (learn more)
shock wave stability, quasiequilibrium distribution, nucleation coefficient, surface tension tensor, contracted description, nonequilibrium distribution function, ideal hydrodynamics, shock layer, pressure anisotropy, interphase surface, surface tension coefficient, embryo surface, shock wave structure, kinetic gas theory, interphase boundary, fixed particles, nucleation theory, bulk phases, diffusion flow, momentum flow, surface phase
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