1984
DOI: 10.1029/ja089ia12p10771
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Tail field effects on drift mirror instability

Abstract: The effects of geomagnetic tail fields on drift mirror instability are studied for a magnetic field model that contains a magnetic gradient and a tail field perpendicular to an ambient field. The magnetospheric plasma is assumed to consist of a cold component and a high/• anisotropic inhomogeneous component. The gyrokinetic equations are used to derive the dispersion equation including the effects of magnetic gradient and curvature drifts. The dispersion equation is solved locally for wave frequencies less tha… Show more

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Cited by 8 publications
(4 citation statements)
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“…Thus internal excitation of the compressional waves has been considered the likely source. Spatial gradient and anisotropy of plasma pressure in the ring current region, for example, can provide free energy for exciting ULF waves, and instabilities related to such free energy have been discussed theoretically [Hasegawa, 1969;Southwood, 1973Southwood, , 1976Walker et al, 1982;Patel et al, 1983;Lin and Cheng, 1984].…”
Section: Southwoodmentioning
confidence: 99%
“…Thus internal excitation of the compressional waves has been considered the likely source. Spatial gradient and anisotropy of plasma pressure in the ring current region, for example, can provide free energy for exciting ULF waves, and instabilities related to such free energy have been discussed theoretically [Hasegawa, 1969;Southwood, 1973Southwood, , 1976Walker et al, 1982;Patel et al, 1983;Lin and Cheng, 1984].…”
Section: Southwoodmentioning
confidence: 99%
“…For the first time, these satellite observations can provide an important test to the theories of the storm time Pc 5 waves. Previous theories of the storm time Pc 5 waves have been presented in terms of drift mirror instabilities [Hasegawa, 1969;Walker et al, 1982;Lin and Cheng, 1984], drift compressional instabilities [Hasegawa, 1971;Kg et al f 1984], bounce magnetic drift resonance excitation of ULF waves [Southwood, 1976], and boxmodel of externally driven Alfven waves [Southwood and Kivelson, 1986]; however, the field-aligned mode structures have not been studied. In this paper, we will present an eigenmode analysis of long wavelength (kp < 1), low frequency (w < aiu) compressional waves in a dipole magnetic field, where p is the hot particle gyroradius and w b is the hot particle bounce frequency.…”
Section: Introductionmentioning
confidence: 99%
“…Hasegawa's drift mirror instability, as well as its modified versions [Lin and Parks, 1978;Walker et al, 1982], used a plane magnetic field geometry; therefore it was not possible for the theory to discuss the effect of particle bounce and the amplitude structure along the dipole field. Only recently has a realistic field geometry been taken into account in the calculation of the growth rate and the field-aligned structure of unstable ULF waves [Lin and Cheng, 1984;Cheng and Lin, 1987;Cheng and Hasegawa, 1987].…”
mentioning
confidence: 99%