1980
DOI: 10.1063/1.863203
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Collisionless drift instability and ion heating in a current-carrying inhomogeneous plasma

Abstract: Low-frequency collisionless drift waves grow intensively when electron currents parallel to a magnetic field are drawn in a single-ended Q machine. For a smaller electron drift velocity, the measured dispersion relations of the wave are consistent with the linear theory of the current-driven collisionless drift instability. The temperature of the ions is observed to increase anisotropically concomitant with the growth of the drift wave. The heating rate is found to be proportional to the wave energy estimated … Show more

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Cited by 27 publications
(18 citation statements)
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References 32 publications
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“…Enhanced growth rates of drift wave instabilities can be found with field-aligned currents (Hatakeyama et al, 1980(Hatakeyama et al, , 2011Garcia and Pécseli, 2013): in these cases the restriction on mean free paths is of minor consequence.…”
Section: Resistive Drift Waves With Ion-electron Collisionsmentioning
confidence: 93%
“…Enhanced growth rates of drift wave instabilities can be found with field-aligned currents (Hatakeyama et al, 1980(Hatakeyama et al, , 2011Garcia and Pécseli, 2013): in these cases the restriction on mean free paths is of minor consequence.…”
Section: Resistive Drift Waves With Ion-electron Collisionsmentioning
confidence: 93%
“…In the parallel shear case, some experimental investigations related to parallel-flow-shear driven instabilities, such as the D'Angelo mode [6][7][8], ion-acoustic [9,10], and ion-cyclotron [11][12][13] instabilities, have been performed in various situations. In these experiments, it is to be noted that the instabilities are excited by a slight amount of parallel shear in the presence of the parallel electron current which often exists in conventional configurations such as Q machine experiments [14], and therefore it is very difficult to experimentally evaluate the precise value of the parallel shear, which leads to difficulty in understanding the effects of the parallel shear on these instabilities.…”
Section: Introductionmentioning
confidence: 99%
“…Exactly such a sort of behavior was verified experimentally in [19]. This may be checked for example by setting larger values for BQ when the kinetic instabihty from the previous sections vanishes (because for the given parameters cOfe is reduced so that co > Q)f.e).…”
Section: Z = Teltilz^ V^tiz = ^Tiz/nii and (O^ep = (0^eao{bi)/[l mentioning
confidence: 76%
“…The mode frequency and the growth rate, with some additional features and details [19], are then given by: The mode frequency and the growth rate, with some additional features and details [19], are then given by: …”
Section: Kinetic Drift Wave Instability In Solar Coronamentioning
confidence: 99%
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