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- W2047218829 abstract "An equation of evolution for the binary distribution function in a classical homogeneous, non-equilibrium plasma is derived. It is shown that the asymptotic (long-time) solution of this equation is the Debye distribution, thus providing a rigorous dynamical derivation of the equilibrium distribution. This proof is free from the fundamental conceptual difficulties of conventional equilibrium derivations. Out of equilibrium, a closed formula is obtained for the long living correlations, in terms of the momentum distribution function. These results should form an appropriate starting point for a rigorous theory of transport phenomena in plasmas, including the effect of molecular correlations." @default.
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- W2047218829 title "Binary Correlations in Ionized Gases" @default.
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- W2047218829 doi "https://doi.org/10.1063/1.1706191" @default.
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