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Methodological notes


On measuring the Debye radius in an unstable gas discharge plasma


Lomonosov Moscow State University, Faculty of Physics, Leninskie Gory 1 build. 2, Moscow, 119991, Russian Federation

It is shown that at low concentrations of charged particles conditions can be realized in a magnetized unstable-to-drift plasma for which concentration perturbations are comparable to the concentration itself. The electron temperature is then determined by potential fluctuations, and the drift oscillation wavelength is of the order of the Debye length.

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Fulltext is also available at DOI: 10.1070/PU1998v041n05ABEH000397
PACS: 52.20.−j, 52.25.Gj (all)
DOI: 10.1070/PU1998v041n05ABEH000397
URL: https://ufn.ru/en/articles/1998/5/g/
000075061000006
Citation: Shvilkin B N "On measuring the Debye radius in an unstable gas discharge plasma" Phys. Usp. 41 509–510 (1998)
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Оригинал: Швилкин Б Н «Об измерении дебаевского радиуса в неустойчивой газоразрядной плазме» УФН 168 575–576 (1998); DOI: 10.3367/UFNr.0168.199805f.0575

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  1. V.N. Tsytovich “Collective effects of plasma particles in bremsstrahlung” 38 87–108 (1995)
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  3. A.M. Ignatov, A.I. Korotchenko et al “On the interpretation of computer simulation of classical Coulomb plasma” 38 109–114 (1995)
  4. V.N. Tsytovich “Description of collective processes and fluctuations in classical and quantum plasmas” 32 911–932 (1989)
  5. S.A. Mayorov, A.N. Tkachev, S.I. Yakovlenko “Comment on the article ’On the interpretation of computer simulation of classical Coulomb plasma’ by A M Ignatov, A I Korotchenko, V P Makarov, A A Rukhadze, A A Samokhin” 38 113–114 (1995)
  6. B.M. Smirnov “The hard-sphere model in plasma and gas physics” 25 854–862 (1982)
  7. E.M. Gershenzon, A.P. Mel’nikov et al “H--like impurity centers and molecular complexes created by them in semiconductors” 23 684–698 (1980)
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  9. F.Ya. Khalili “Zero-point oscillations, zero-point fluctuations, and fluctuations of zero-point oscillations” 46 293–307 (2003)
  10. V.I. Tatarskii “Example of the description of dissipative processes in terms of reversible dynamic equations and some comments on the fluctuation-dissipation theorem” 30 134–152 (1987)
  11. L.Kh. Ingel’ “Self-action of a heat-releasing admixture in a liquid medium” 41 95–99 (1998)
  12. B.M. Bolotovskii, A.V. Serov “Details of the motion of charged nonrelativistic particles in a variable field” 37 515–516 (1994)
  13. B.M. Bolotovskii, A.V. Serov “Special features of motion of particles in an electromagnetic wave” 46 645–655 (2003)
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  18. V.V. Brazhkin “Can glassforming liquids be 'simple'?” 62 623–629 (2019)

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