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- W4246935062 startingPage "1659" @default.
- W4246935062 abstract "A model is developed to describe the scattering of fast test particles in an infinite background plasma in which conditions are such that the probability of elastic scattering by plasma ions much exceeds the probability of elastic scattering by plasma electrons. Encounters leading to large angles of scattering are excluded in calculating the scattering kernel and the slowing-down density. These functions are evaluated using the quantum-mechanical elastic scattering cross sections. The encounter density is obtained by solving the space-and time-independent Boltzmann equation in the presence and in the absence of fusion reactions between the test particles and the plasma ions. Asymptotic energy distributions in the slowing-down range below the source energy are obtained for both cases. The average density and mean energy of the test particles in the slowing-down range are also evaluated. The results are found for arbitrary sources of test particles, taking into account spread in the initial energy of the particles. Binary and multicomponent plasmas are considered." @default.
- W4246935062 created "2022-05-12" @default.
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- W4246935062 date "1977-04-01" @default.
- W4246935062 modified "2023-09-23" @default.
- W4246935062 title "Energy distribution of fast test particles slowing down in plasmas. I. Time-independent energy spectra in infinite medium" @default.
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- W4246935062 doi "https://doi.org/10.1103/physreva.15.1659" @default.
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