2007
DOI: 10.1186/bf03352043
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Generation mechanism of Z-mode waves in the equatorial plasmasphere

Abstract: In order to clarify the generation mechanism of Z-mode waves observed in the equatorial plasmasphere, the growth rate of Z-mode electromagnetic waves has been calculated under the higher-order cyclotron interaction process. Z-mode waves can interact with some tens of keV electrons with large pitch angles even in the dense cold background, and the amplitude is consistent with the Akebono plasma wave measurements. UHR and whistler mode waves are also excited by the same electron distribution, and this is also co… Show more

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Cited by 4 publications
(2 citation statements)
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“…The complex frequency is defined as ω ≡ ω r + iω i , where ω r is the real part of ω and the imaginary part ω i is the wave growth rate. With reference to Lee et al [1979] and Nishimura et al [2007], the linearized growth rate ω i , is written as where ω p is the local plasma frequency, n s is the electron density of the s th species ( s , hot and cold plasma), and J n = J n ( b ) is the n th‐order Bessel function depending on b ≡ k ⊥ u ⊥ / ω c . It should be noted that is derived under the assumptions ω i ≪ ω r and k ⊥ u ⊥ / ω c ≪ 1.…”
Section: Mathematical Description Of Direct Generationmentioning
confidence: 99%
“…The complex frequency is defined as ω ≡ ω r + iω i , where ω r is the real part of ω and the imaginary part ω i is the wave growth rate. With reference to Lee et al [1979] and Nishimura et al [2007], the linearized growth rate ω i , is written as where ω p is the local plasma frequency, n s is the electron density of the s th species ( s , hot and cold plasma), and J n = J n ( b ) is the n th‐order Bessel function depending on b ≡ k ⊥ u ⊥ / ω c . It should be noted that is derived under the assumptions ω i ≪ ω r and k ⊥ u ⊥ / ω c ≪ 1.…”
Section: Mathematical Description Of Direct Generationmentioning
confidence: 99%
“…However, they have not performed detailed evaluation (e.g., wave frequency dependence, wave intensity dependence, regional dependence, and geomagnetic condition dependence). For example, UHR emission intensity exhibits temporal variation (Nishimura et al, 2007), and there are several mechanisms for sudden intense of UHR emission (e.g., equatorial enhancement of the plasma wave turbulence [EPWAT, Oya et al, 1991] and enhancement of UHR intensities associated with substorms, Morioka & Oya, 1996). In order to put this automatic technique into practical purpose, we need to confirm that the automatic determined UHR frequencies have enough quality to investigate the density variations in the inner magnetosphere.…”
Section: Introductionmentioning
confidence: 99%