Modulation of chorus intensity by ULF waves deep in the inner magnetosphere

Previous studies have shown that chorus wave intensity can be modulated by Pc4‐Pc5 compressional ULF waves. In this study, we present Van Allen Probes observation of ULF wave modulating chorus wave intensity, which occurred deep in the magnetosphere. The ULF wave shows fundamental poloidal mode sign...

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Veröffentlicht in:Geophysical research letters 2016-09, Vol.43 (18), p.9444-9452
Hauptverfasser: Xia, Zhiyang, Chen, Lunjin, Dai, Lei, Claudepierre, Seth G., Chan, Anthony A., Soto‐Chavez, A. R., Reeves, G. D.
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container_end_page 9452
container_issue 18
container_start_page 9444
container_title Geophysical research letters
container_volume 43
creator Xia, Zhiyang
Chen, Lunjin
Dai, Lei
Claudepierre, Seth G.
Chan, Anthony A.
Soto‐Chavez, A. R.
Reeves, G. D.
description Previous studies have shown that chorus wave intensity can be modulated by Pc4‐Pc5 compressional ULF waves. In this study, we present Van Allen Probes observation of ULF wave modulating chorus wave intensity, which occurred deep in the magnetosphere. The ULF wave shows fundamental poloidal mode signature and mirror mode compressional nature. The observed ULF wave can modulate not only the chorus wave intensity but also the distribution of both protons and electrons. Linear growth rate analysis shows consistence with observed chorus intensity variation at low frequency (f
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Linear growth rate analysis shows consistence with observed chorus intensity variation at low frequency (f &lt;∼ 0.3fce), but cannot account for the observed higher‐frequency chorus waves, including the upper band chorus waves. This suggests the chorus waves at higher‐frequency ranges require nonlinear mechanisms. In addition, we use combined observations of Radiation Belt Storm Probes (RBSP) A and B to verify that the ULF wave event is spatially local and does not last long. Key Points ULF wave modulation of pitch angle distributions of both electrons and protons and chorus intensity occurs deep in the magnetosphere This ULF wave shows signatures of fundamental poloidal mode of field line resonance and mirror wave nature Linear growth rate calculation supports instability below 0.3 fce, while observed chorus at higher frequency requires nonlinear mechanisms</description><identifier>ISSN: 0094-8276</identifier><identifier>EISSN: 1944-8007</identifier><identifier>DOI: 10.1002/2016GL070280</identifier><language>eng</language><publisher>Washington: John Wiley &amp; Sons, Inc</publisher><subject>ASTRONOMY AND ASTROPHYSICS ; chorus modulation ; Chorus waves ; Frequency ranges ; Geophysics ; Growth rate ; inner magnetosphere ; Low frequency ; Magnetic fields ; Magnetosphere ; Magnetospheres ; Mathematical analysis ; Modulation ; Nonlinearity ; Pitch angle ; Probes ; Protons ; Radiation ; Sensors ; Signatures ; Storms ; ULF ; ULF wave ; ULF waves ; Waves ; whistler wave</subject><ispartof>Geophysical research letters, 2016-09, Vol.43 (18), p.9444-9452</ispartof><rights>2016. 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Linear growth rate analysis shows consistence with observed chorus intensity variation at low frequency (f &lt;∼ 0.3fce), but cannot account for the observed higher‐frequency chorus waves, including the upper band chorus waves. This suggests the chorus waves at higher‐frequency ranges require nonlinear mechanisms. In addition, we use combined observations of Radiation Belt Storm Probes (RBSP) A and B to verify that the ULF wave event is spatially local and does not last long. Key Points ULF wave modulation of pitch angle distributions of both electrons and protons and chorus intensity occurs deep in the magnetosphere This ULF wave shows signatures of fundamental poloidal mode of field line resonance and mirror wave nature Linear growth rate calculation supports instability below 0.3 fce, while observed chorus at higher frequency requires nonlinear mechanisms</description><subject>ASTRONOMY AND ASTROPHYSICS</subject><subject>chorus modulation</subject><subject>Chorus waves</subject><subject>Frequency ranges</subject><subject>Geophysics</subject><subject>Growth rate</subject><subject>inner magnetosphere</subject><subject>Low frequency</subject><subject>Magnetic fields</subject><subject>Magnetosphere</subject><subject>Magnetospheres</subject><subject>Mathematical analysis</subject><subject>Modulation</subject><subject>Nonlinearity</subject><subject>Pitch angle</subject><subject>Probes</subject><subject>Protons</subject><subject>Radiation</subject><subject>Sensors</subject><subject>Signatures</subject><subject>Storms</subject><subject>ULF</subject><subject>ULF wave</subject><subject>ULF waves</subject><subject>Waves</subject><subject>whistler wave</subject><issn>0094-8276</issn><issn>1944-8007</issn><fulltext>true</fulltext><rsrctype>article</rsrctype><creationdate>2016</creationdate><recordtype>article</recordtype><recordid>eNqN0U1r3DAQBmBRGug26a0_QLSXHrLJjD4s61hCsi1xKJTmLGztuOvgtTaSnLD_Pmq3h5JDyGkEehjel2HsI8IZAohzAVitGjAganjDFmiVWtYA5i1bANjyFqZ6x96ndAcAEiQu2PVNWM9jm4cw8dBzvwlxTnyYMk1pyHve7fltc8Uf2wdKfE20K388b6iMiSLftr8nyiHtNhTphB317Zjow795zG6vLn9dfFs2P1bfL742S68l4pK0VRZt263Jyw6U6nzdC0Po0RjoqG81eE29KpEVCVErrXvrFXZUShorj9mnw96Q8uCSHzL5jQ8lkM8OFYgK64K-HNAuhvuZUnbbIXkax3aiMCeHtdayKtuqV1BppKoq1IV-fkbvwhyn0tahRUSrUb6samFVyfe3xulB-RhSitS7XRy2bdw7BPfnnu7_exYuDvxxGGn_onWrn41W1qB8AlJAnSY</recordid><startdate>20160928</startdate><enddate>20160928</enddate><creator>Xia, Zhiyang</creator><creator>Chen, Lunjin</creator><creator>Dai, Lei</creator><creator>Claudepierre, Seth G.</creator><creator>Chan, Anthony A.</creator><creator>Soto‐Chavez, A. 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subjects ASTRONOMY AND ASTROPHYSICS
chorus modulation
Chorus waves
Frequency ranges
Geophysics
Growth rate
inner magnetosphere
Low frequency
Magnetic fields
Magnetosphere
Magnetospheres
Mathematical analysis
Modulation
Nonlinearity
Pitch angle
Probes
Protons
Radiation
Sensors
Signatures
Storms
ULF
ULF wave
ULF waves
Waves
whistler wave
title Modulation of chorus intensity by ULF waves deep in the inner magnetosphere
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