1999
DOI: 10.1029/1999gl003659
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Acceleration of relativistic electrons via drift‐resonant interaction with toroidal‐mode Pc‐5 ULF oscillations

Abstract: Abstract. There has been increasing evidence that Pc-5 ULF oscillations play a fundamental role in the dynamics of outer zone electrons. In this work we examine the adiabatic response of electrons to toroidal-mode Pc-5 field line resonances using a simplified magnetic field model. We find that electrons can be adiabatically accelerated through a drift-resonant interaction with the waves, and present expressions describing the resonance condition and half-width for resonant interaction. The presence of magnetos… Show more

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Cited by 416 publications
(431 citation statements)
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“…Several possible mechanisms have been proposed (Li and Temerin 2001;Friedel et al 2002;Horne 2002). Betatron and Fermi acceleration as a result of transport across the magnetic field (radial diffusion towards the Earth) becomes much more efficient when ULF waves at frequencies of a few Hz are present (Elkington et al 1999). This is corroborated by the high correlation between the occurrence of ULF waves, flux increases and the speed of solar wind (Mathie and Mann 2000;Horne et al 2005).…”
Section: Earth's Radiation Beltssupporting
confidence: 53%
“…Several possible mechanisms have been proposed (Li and Temerin 2001;Friedel et al 2002;Horne 2002). Betatron and Fermi acceleration as a result of transport across the magnetic field (radial diffusion towards the Earth) becomes much more efficient when ULF waves at frequencies of a few Hz are present (Elkington et al 1999). This is corroborated by the high correlation between the occurrence of ULF waves, flux increases and the speed of solar wind (Mathie and Mann 2000;Horne et al 2005).…”
Section: Earth's Radiation Beltssupporting
confidence: 53%
“…ULF waves, with periods comparable to tens of minutes, cause a violation of the third invariant, resulting in radial diffusion. Since the power in ULF waves is considerably enhanced during magnetic storms (Mathie and Mann 2000), radial diffusion is a potentially important mechanism for energetic electron acceleration (Rostoker et al 1998;Elkington et al 1999;Hudson et al 2001;O'Brien et al 2001;Shprits and Thorne 2004) or loss (Shprits et al 2006;Jordanova et al 2008;) during storm conditions, dependent on the radial gradient in phase space density. Higher frequency ELF and VLF waves cause violation of the first two invariants and lead to pitch angle scattering loss to the atmosphere (Thorne and Kennel 1971;Lyons et al 1972;Thorne 1998a, 1998b) or local stochastic energy diffusion (Horne and Thorne 1998;Summers et al 1998;Miyoshi et al 2003).…”
Section: Introductionmentioning
confidence: 99%
“…The time scale of the transport is consistent with the drift resonant acceleration process proposed by Hudson et al (1999; and analyzed in detail by Elkington et al (1999), who followed a smaller number of test particles in a simplified field model. Acceleration via drift resonance with the radial electric field compo nent comes about because of the non-axisymmetric drift path .…”
Section: Discussionmentioning
confidence: 60%
“…To simplify the analysis, Elkington et al (1999) as sumed a tailward displaced dipole magnetic field and a superposed electric field including a uniform dawn-dusk convection field and a summation over m of sinousoidal radial and azimuthal oscilatory components, to simulate poloidal and toroidal modes:…”
Section: Discussionmentioning
confidence: 99%