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The relationship between the macroscopic state of electrons and the properties of chorus waves observed by the Van Allen Probes
Journal article   Open access   Peer reviewed

The relationship between the macroscopic state of electrons and the properties of chorus waves observed by the Van Allen Probes

Chao Yue, Xin An, Jacob Bortnik, Qianli Ma, Wen Li, Richard M Thorne, Geoffrey D Reeves, Matina Gkioulidou, Donald G Mitchell and Craig A Kletzing
Geophysical research letters, Vol.43(15), pp.7804-7812
08/16/2016
DOI: 10.1002/2016GL070084
url
https://doi.org/10.1002/2016GL070084View
Published (Version of record) Open Access

Abstract

Plasma kinetic theory predicts that a sufficiently anisotropic electron distribution will excite whistler mode waves, which in turn relax the electron distribution in such a way as to create an upper bound on the relaxed electron anisotropy. Here using whistler mode chorus wave and plasma measurements by Van Allen Probes, we confirm that the electron distributions are well constrained by this instability to a marginally stable state in the whistler mode chorus waves generation region. Lower band chorus waves are organized by the electron β∥e into two distinct groups: (i) relatively large‐amplitude, quasi‐parallel waves with β∥e≳0.025 and (ii) relatively small‐amplitude, oblique waves with β∥e≲0.025. The upper band chorus waves also have enhanced amplitudes close to the instability threshold, with large‐amplitude waves being quasi‐parallel whereas small‐amplitude waves being oblique. These results provide important insight for studying the excitation of whistler mode chorus waves. Key Points The electron distributions are constrained to a marginally stable state by the whistler anisotropy instability Quasi‐parallel and oblique lower band chorus waves are separated by β∥e = 0.025 A correlation between the wave normal angle and wave amplitude is seen for both lower and upper band chorus waves
beta parallel electron temperature anisotropy marginally stable state oblique waves quasi‐parallel waves whistler mode chorus waves

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