1991
DOI: 10.1016/0021-9169(91)90028-6
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The upper cut-off frequency of nose whistlers and implications for duct structure

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Cited by 19 publications
(9 citation statements)
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“…At the same time, the other example of time dependence of the polarization angle, shown in Figure 5, does not happen within the structured interval itself but includes a handful of QP elements spanning several minutes at a time. We suggest that this could be the result of the changing wave duct structure between the source in the magnetosphere and the ionospheric exit point of the emission, and not a direct consequence of the movement of the magnetospheric source (e.g., Strangeways (1991)). It was believed that bursty-patches, first reported by Shiokawa et al (2014), might be the upper frequency band of chorus emissions.…”
Section: Vlf/elf Emissions' Characteristicsmentioning
confidence: 89%
“…At the same time, the other example of time dependence of the polarization angle, shown in Figure 5, does not happen within the structured interval itself but includes a handful of QP elements spanning several minutes at a time. We suggest that this could be the result of the changing wave duct structure between the source in the magnetosphere and the ionospheric exit point of the emission, and not a direct consequence of the movement of the magnetospheric source (e.g., Strangeways (1991)). It was believed that bursty-patches, first reported by Shiokawa et al (2014), might be the upper frequency band of chorus emissions.…”
Section: Vlf/elf Emissions' Characteristicsmentioning
confidence: 89%
“…N everthe less the res id ua ls are fairly sm all (less th an a t -o e t e m ( 1 --1 -o -1 -) t a n o h c about 3 ins) for small I ( < g X 10-4 ). The residuals would athi-Lorentz term s Iass-u10d to -e 10-3) thanster hich r also be significantly smaller for any given value of I for a t signfiently emistortued eto r rger Whislespfc-ra are plasmasphere model with a faster rate of falloff of electron n o gnficatl wit oteceptl dsorto ervaus ofepe:dh density along the field line as would occur if a realistic temvlo f 1 faorielctro nity.able distr btion or depeds perature gradient were incorporated [Strangeways, 1986] or of theequatorialefhtler deity. he rond of upper if a collisionless rather thin diffusive equilibrium model were ctof freqencie of whiter ariedion thign d at or -n dI considered.…”
mentioning
confidence: 93%
“…Consider a whistler-mode wave propagating in a crest of Strangeways [1991a] considers in detail the upper cutoff freionization. For the wave to remain ducted, assuming the duct quency of whistlers as measured experimentally and as would…”
mentioning
confidence: 99%
“…These measurements demonstrate that parameters of magnetospheric ducts change over a very wide range: the radius of a duct can be from tens to hundreds of kilomeCorrespondence to: D. L. Pasmanik (pdl@aurora.appl.sci-nnov.ru) ters, and the density enhancement changes from fractions of ambient plasma density up to multiple increases in the case of a duct located outside the plasmasphere. It is clear that in the case when the duct radius is much greater than the characteristic wavelength the ray-tracing method is applicable (Strangeways, 1991(Strangeways, , 1999. But if the duct radius is comparable with the wavelength it is necessary to perform a more strict analysis and to study the actual spatial structure and dispersion properties of waves propagating in a duct.…”
Section: Introductionmentioning
confidence: 99%
“…The possibility of whistler mode wave trapping in the density duct was studied in many papers, see, for example, Helliwell (1965); Karpman and Kaufman (1982); Strangeways (1991). It is well known that whistler-wave trapping is possible in the ducts of enhanced plasma density in the frequency range ω<ω B /2, where ω B is the electron gyrofrequency.…”
Section: Introductionmentioning
confidence: 99%