2018
DOI: 10.1029/2018gl079596
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Eigenmodes of the Transverse Alfvénic Resonator at the Plasmapause: A Van Allen Probes Case Study

Abstract: A Pc4 ultralow frequency wave was detected at spacecraft B of the Van Allen Probes at the plasmapause. A distinctive feature of this wave is the strong periodical modulation of the wave. It is assumed that this modulation is a beating of oscillations close in frequency: at least two harmonics with frequencies of 15.3 and 13.6 MHz are found. It is shown that these harmonics can be the eigenmodes of the transverse resonator at the local maximum of the Alfvén velocity. In addition, the observed wave was in a drif… Show more

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Cited by 21 publications
(24 citation statements)
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“…Azimuthally small-scale ULF waves are excited inside the magnetosphere by various instabilities associated with nonequilibrium distribution of high-energy particle flows (Chelpanov et al, 2018;Hao et al, 2014;Horvath & Lovell, 2019;Klimushkin, 2007). This is confirmed in numerous observational data (Agapitov et al, 2009;Engebretson et al, 1998;Mager et al, 2018;Mann et al, 2002).…”
Section: Introductionsupporting
confidence: 58%
“…Azimuthally small-scale ULF waves are excited inside the magnetosphere by various instabilities associated with nonequilibrium distribution of high-energy particle flows (Chelpanov et al, 2018;Hao et al, 2014;Horvath & Lovell, 2019;Klimushkin, 2007). This is confirmed in numerous observational data (Agapitov et al, 2009;Engebretson et al, 1998;Mager et al, 2018;Mann et al, 2002).…”
Section: Introductionsupporting
confidence: 58%
“…ULF waves of high azimuthal mode number ( m ) are known to be excited by instabilities. Theoretical works (Leonovich & Mazur, ; Ozeke & Mann, ) suggested that drift‐bounce resonance can excite both fundamental and second harmonic high m standing waves, which have been evidenced by recent observations (e.g., Dai et al, ; Mager et al, ; Takahashi et al, ; Yeoman et al, ). Besides internal sources, medium‐ m or low‐ m ULF waves can be excited by external sources such as interplanetary shocks or dynamic pressure pulses as well (e.g., Eriksson et al, ; Mishin et al, ; Villante et al, ; Zong et al, ;).…”
Section: Introductionmentioning
confidence: 89%
“…There are three possible reasons for the plasma instability leading to the high‐ m waves generation: inverted parts of the distribution function ( bump on tail distribution), strong gradients of the distribution function, and pressure anisotropy (Chen & Hasegawa, ; Karpman et al, ; Southwood, ). Recent examples of the high‐ m waves driven by the bump on tail instability are presented in Mager et al () and Liu et al (), by the gradient instability in Dai et al (), Rubtsov et al (), and Takahashi et al (), and by the pressure anisotropy in Rae et al (). An interest for the study of the high‐ m waves is caused by their ability to accelerate the charged particles up to very high energies (Ukhorskiy et al, ; Zong et al, ), modulate the fluxes of energetic particles (Chen & Hasegawa, ; Zong et al, ), and serve as substorm triggers (Rae et al, ).…”
Section: Introductionmentioning
confidence: 99%