Statistical Mechanics And the Boltzmann Equation

Cover Statistical Mechanics And the Boltzmann Equation
Statistical Mechanics And the Boltzmann Equation
Robert M Lewis
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F^ may, however, change considerably over distances of the order of a mean free path. Conditions (I) and (ni) are self-cxplanatoiy. (I), (II), (III), and (17) are the assumptions usually made in deriving the Boltzmarn equation. The earlier The operation that leads from F, to T. Is sometimes called ■ coarse-graining" or " smoothing" . The latter term would appear to be preferable. See [2], part I.
deidvations reqxiired that (II) hold for all values of |q«-q^|. Let a^ ^ce8ses in statistical mecha
...nics held in Brussels, August 27 - 31, 19^J Interscience, N. Y.
Boltzmann equation from the statistical mechanical point of view} J. Of Chera. Riys. , 25, 836 (1956).
Problems of a dynamical theory in statistical physicsj translated frtwn the Russian by E. K. Oora, Physics Dept. , Providence College, Providence, R. I, The statistical mechanical theory of transoort processes; J. Of Cham. Hiys. , l5, 72 (19U7).
DL- 1 DISTRIBUTION LIST FOR RESEARCH rtEPO.^TS Contract No. AF lj?(638)-3la (ONE copy unless otherwise noted) (10) Coiranander Air Force Office of Scientific Research Air Research and Development Ccramand ATTNi SRI Washington 25, D.


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