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Identity of the mechanisms of Weibel and Alfvén-cyclotron plasma instabilities

 a,  b,  a,  a, b, c,  b
a Moscow Institute of Physics and Technology (National Research University), Institutskii per. 9, Dolgoprudny, Moscow Region, 141700, Russian Federation
b National Research Centre ‘Kurchatov Institute’, pl. Akademika Kurchatova 1, Moscow, 123182, Russian Federation
c Gero, 60 Paya Lebar Road # 05-40B Paya Lebar Square, Singapore, 409051, Republic of Singapore

A plasma with an anisotropic velocity distribution of particles in a magnetic field is considered. It is shown that the Weibel instability arises in the reference frame rotating together with the particles, for example, ions. When considered in the immobile reference frame, this instability is known as the Alfvén cyclotron instability.

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Fulltext is also available at DOI: 10.3367/UFNe.2020.02.038727
Keywords: Weibel instability, Alfvén cyclotron instability, filamentation
PACS: 52.35.−g
DOI: 10.3367/UFNe.2020.02.038727
URL: https://ufn.ru/en/articles/2020/6/f/
000563842900006
2-s2.0-85092042140
2020PhyU...63..611D
Citation: Dzarakhokhova A S, Zaretskii N P, Maksimychev A V, Men’shikov L I, Menshikov P L "Identity of the mechanisms of Weibel and Alfvén-cyclotron plasma instabilities" Phys. Usp. 63 611–616 (2020)
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Received: 5th, September 2019, revised: 29th, January 2020, 4th, February 2020

Оригинал: Дзарахохова А С, Зарецкий Н П, Максимычев А В, Меньшиков Л И, Меньшиков П Л «Тождественность механизмов плазменных неустойчивостей Вайбеля и альвеновской циклотронной» УФН 190 658–663 (2020); DOI: 10.3367/UFNr.2020.02.038727

References (23) Cited by (2) Similar articles (20) ↓

  1. A.V. Nedospasov “On an estimate of turbulent transport in a magnetized plasma (to the 90th anniversary of the birth of B.B. Kadomtsev)Phys. Usp. 61 1079–1081 (2018)
  2. A.G. Zagorodnii, A.V. Kirichok, V.M. Kuklin “One-dimensional modulational instability models of intense Langmuir plasma oscillations using the Silin—Zakharov equationsPhys. Usp. 59 669–688 (2016)
  3. A.G. Shalashov, E.D. Gospodchikov “Impedance technique for modeling of electromagnetic wave propagation in anisotropic and gyrotropic mediaPhys. Usp. 54 145–165 (2011)
  4. M.V. Kuzelev, A.A. Rukhadze “Nonrelativistic quantum theory of stimulated Cherenkov radiation and Compton scattering in a plasmaPhys. Usp. 54 375–380 (2011)
  5. G.A. Markov, A.S. Belov “Demonstration of nonlinear wave phenomena in the plasma of a laboratory model of an ionospheric-magnetospheric density ductPhys. Usp. 53 703–712 (2010)
  6. S.V. Vladimirov, Yu.O. Tyshetskiy “On description of a collisionless quantum plasmaPhys. Usp. 54 1243–1256 (2011)
  7. N.I. Shakura, K.A. Postnov et alMagnetorotational instability in Keplerian disks: a nonlocal approachPhys. Usp. 66 1262–1276 (2023)
  8. S.S. Kalmykova, V.I. Kurilko “Physical mechanisms for the hydrodynamic beam-plasma instabilitySov. Phys. Usp. 31 750–762 (1988)
  9. L.I. Men’shikov, A.N. Pinzul “The Hawking effect in the sudden gravitational collapse modelPhys. Usp. 38 1031–1036 (1995)
  10. V.K. Ignatovich “The neutron Berry phasePhys. Usp. 56 603–604 (2013)
  11. E.H. Lock “Angular beam width of a slit-diffracted wave with noncollinear group and phase velocitiesPhys. Usp. 55 1239–1254 (2012)
  12. Yu.N. Ovchinnikov, A.M. Dyugaev “Current status of the Kondo problemPhys. Usp. 44 541–545 (2001)
  13. V.I. Bodnarchuk, L.S. Davtyan, D.A. Korneev “Geometrical phase effects in neutron opticsPhys. Usp. 39 169–177 (1996)
  14. V.L. Ginzburg, Yu.N. Eroshenko “Once again about the equivalence principlePhys. Usp. 38 195–201 (1995)
  15. V.A. Bordovitsyn, I.M. Ternov, V.G. Bagrov “Spin lightPhys. Usp. 38 1037–1047 (1995)
  16. B.M. Bolotovskii, A.V. Serov “Details of the motion of charged nonrelativistic particles in a variable fieldPhys. Usp. 37 515–516 (1994)
  17. A.M. Fridman “Modified criterion for the Landau stabilization of the instability of a tangential velocity discontinuity in a compressible mediumSov. Phys. Usp. 33 (10) 865–867 (1990)
  18. V.V. Brazhkin “Why does statistical mechanics 'work' in condensed matter?Phys. Usp. 64 1049–1057 (2021)
  19. G.S. Bisnovatyi-Kogan, I.A. Kondratyev “Free electron gas and electron—positron pair equilibrium in a magnetic fieldPhys. Usp. 64 515–528 (2021)
  20. G.N. Gaidukov, I.N. Gorbatyy “Electromagnetic analogies in electro- and magnetostatics problemsPhys. Usp. 62 413–420 (2019)

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