2008
DOI: 10.1029/2008gl035500
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Nonlinear interaction of energetic electrons with large amplitude chorus

Abstract: [1] The effect of large amplitude chorus on energetic, radiation-belt electrons is evaluated using a general, relativistic, oblique, test-particle code. Three specific cases are examined: (A) Low-amplitude waves interacting at lowlatitudes exhibit the expected, linear scattering which leads to large-scale diffusive behavior. (B) Large-amplitude waves interacting at low-latitudes result in monotonic decreases in pitch-angle and energy due to a resonance dislocation effect, leading to large-scale de-energization… Show more

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Cited by 226 publications
(304 citation statements)
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“…These single-wave nonlinear theories predict nonlinear phase bunching and phase trapping of resonant particles, which have been suggested to play an important role in the radiation belt electron dynamics [Albert, 2002;Furuya et al, 2008;Bortnik et al, 2008]. However, the single-wave theories do not take into account the modulation of chorus amplitude, which was shown recently by high resolution observations [Santolík et al, 2004;Tsurutani et al, 2009].…”
Section: Introductionmentioning
confidence: 94%
“…These single-wave nonlinear theories predict nonlinear phase bunching and phase trapping of resonant particles, which have been suggested to play an important role in the radiation belt electron dynamics [Albert, 2002;Furuya et al, 2008;Bortnik et al, 2008]. However, the single-wave theories do not take into account the modulation of chorus amplitude, which was shown recently by high resolution observations [Santolík et al, 2004;Tsurutani et al, 2009].…”
Section: Introductionmentioning
confidence: 94%
“…Non-linear test particle scattering of resonant electrons in such large amplitude waves (Bortnik et al 2008a) indicates that resonant electrons tend to exhibit advective transport towards the loss cone rather than the stochastic diffusive behavior. Such advective scattering could dramatically increase the average rate of resonant electron loss, and may thus be related to the observed electron dropouts (Onsager et al 2007;) during the main phase of magnetic storms.…”
Section: Non-linear Wave-particle Interactionsmentioning
confidence: 99%
“…Fig. 7 shows profiles of analytical probabilities (17) calculated with (B5). The particular, but realistic, distribution of wave intensity u(z) displayed in Fig.…”
Section: Appendix A: Hamiltonian Equations Of Motionmentioning
confidence: 99%
“…13,15 Such nonlinear interactions include particle trapping and nonlinear scattering (also called phase bunching). 56 Both effects have been investigated for parallel 3,5,17,23,50,62,65 and oblique waves. 7,14,57,59 Although nonlinear scattering is a more widespread effect than particle trapping, the latter can nevertheless be responsible for the rapid acceleration of charged particles 17,22,26 up to very high energy.…”
Section: Introductionmentioning
confidence: 99%