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- W1967794611 abstract "In a previous paper, the authors formulated the theory of irreversible processes in a spatially inhomogeneous plasma on the basis of Bogoliubov's theory as extended by Guernsey and Uhlenbeck. The kinetic equation, in terms of g(κ, n, t), the Fourier transform of the spatially inhomogeneous part f(r, n, t) of the one-particle distribution function F(r, n, t), has been obtained to the first order in 4πe 2 , all orders in (4πe 2 /ν), and the first order in κ which is related to the spatial inhomogeneity. In the present work, the mathematical part of the previous paper, especially the expansion in various orders in κ, has been revised. The kinetic equation is given in (33), in which are exhibited: (a) the stream term; (b) the corrections to the stream term arising from the collisions; (c) the Vlasov term; (d) the corrections, in the zeroth and the first order in κ, to the Vlasov term depending not only on the static effective field but also on the divergence of the mean current, these corrections being momentum-dependent and time-irreversible in nature; (e) the main collision integral which is time-irreversible, in the zeroth and the first order in κ." @default.
- W1967794611 created "2016-06-24" @default.
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- W1967794611 date "1963-07-01" @default.
- W1967794611 modified "2023-09-26" @default.
- W1967794611 title "KINETIC EQUATION DESCRIBING IRREVERSIBLE PROCESSES IN IONIZED GASES, II" @default.
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- W1967794611 doi "https://doi.org/10.1139/p63-118" @default.
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