2003
DOI: 10.1029/2003ja010026
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Ion‐ion kink instability in the magnetotail: 1. Linear theory

Abstract: A number of different ion species are known to exist in the magnetotail. In particular, cold lobe ions and current‐carrying hot plasma sheet ions are a permanent feature of the magnetotail and result in various types of instabilities. One such instability is the ion‐ion kink mode. Detailed properties of this mode in the magnetotail are investigated in a two series paper using a combination of linear Vlasov theory, three‐dimensional (3‐D) full particle and hybrid (fluid electron, kinetic ions) simulations. Here… Show more

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Cited by 74 publications
(96 citation statements)
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“…5b). This is a typical situation for various drift modes excited in the CS due to the relative motion (in the dawn-dusk direction) of charged particle flows (ions and electrons, or hot and background ions; see Daughton, 1999;Karimabadi et al, 2003a;Korovinskiy et al, 2015). Thus, a kink deformation of the neutral plane of flapping CSs can be induced by drift instabilities.…”
Section: Discussionmentioning
confidence: 99%
See 2 more Smart Citations
“…5b). This is a typical situation for various drift modes excited in the CS due to the relative motion (in the dawn-dusk direction) of charged particle flows (ions and electrons, or hot and background ions; see Daughton, 1999;Karimabadi et al, 2003a;Korovinskiy et al, 2015). Thus, a kink deformation of the neutral plane of flapping CSs can be induced by drift instabilities.…”
Section: Discussionmentioning
confidence: 99%
“…Therefore, kink modes of CS instability can explain flapping wave propagation but cannot describe the dominance of parallel currents with large V d (most models of kink waves consider zero or vanishing B z ; e.g. Daughton, 1999;Karimabadi et al, 2003a;Zelenyi et al, 2009). Finally, we come to the puzzling conclusion that all three different instabilities (double-gradient, ballooning/interchange, and kink) meet difficulties in the explanation of observed flapping waves.…”
Section: Discussionmentioning
confidence: 99%
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“…It can be also considered as a generalization of some earlier models of thin CS (Eastwood, 1972;Kropotkin and Domrin, 1996). The ion component of TACS was found taking into account conservation of the quasiadiabatic invariant I z = v z dz.…”
Section: Models Of Current Sheetmentioning
confidence: 99%
“…Another unexpected feature was abundance of strongly tilted (in the YZ GSM plane) sheets with rather variable profiles (Sergeev et al, 2004;Petrukovich et al, 2006), which most likely represent nonstationary structures (Malova et al, 2007;Petrukovich et al, 2008;Zelenyi et al, 2009;Erkaev et al, 2009) and often cannot be explained by motion of the sheet as a whole. A variety of TCS models available now is also quite wide (Kropotkin and Domrin, 1996;Schindler and Birn, 2002;Sitnov et al, 2006;Zelenyi et al, 2004;Yoon and Lui, 2004) (see Sect. 6 for details).…”
Section: Introductionmentioning
confidence: 99%