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Alfvénic oscillations of the electron distribution function: Linear theory and experimental measurements
Conference proceeding   Open access   Peer reviewed

Alfvénic oscillations of the electron distribution function: Linear theory and experimental measurements

J. W. R Schroeder, F Skiff, G. G Howes, C. A Kletzing, T. A Carter and S Dorfman
AIP conference proceedings, Vol.1689(1)
12/10/2015
DOI: 10.1063/1.4936466
url
https://doi.org/10.1063/1.4936466View
Published (Version of record) Open Access

Abstract

Wave propagation can be an accurate method for determining material properties. High frequency whistler mode waves (0.7 < ω/|Ω{sub ce}| < 1) in an overdense plasma (ω{sub pe} > |Ω{sub ce}|) are damped primarily by Doppler-shifted electron cyclotron resonance. A kinetic description of whistler mode propagation parallel to the background magnetic field shows that damping is proportional to the parallel electron distribution function. This property enables an experimental determination of the parallel electron distribution function using a measurement of whistler mode wave absorption. The whistler mode wave absorption diagnostic uses this technique on UCLA’s Large Plasma Device (LaPD) to measure the distribution of high energy electrons (5 − 10v{sub te}) with 0.1% precision. The accuracy is limited by systematic effects that need to be considered carefully. Ongoing research uses this diagnostic to investigate the effect of inertial Alfvén waves on the electron distribution function. Results presented here verify experimentally the linear effects of inertial Alfvén waves on the reduced electron distribution function, a necessary step before nonlinear physics can be tested. Ongoing experiments with the whistler mode wave absorption diagnostic are making progress toward the first direct detection of electrons nonlinearly accelerated by inertial Alfvén waves, a process believed to play an important role in auroral generation.
Absorption Oscillations ACCURACY ALFVEN WAVES CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS DIAGNOSTIC USES DISTRIBUTION FUNCTIONS DOPPLER EFFECT ELECTRON CYCLOTRON-RESONANCE ELECTRONS MAGNETIC FIELDS NONLINEAR PROBLEMS PLASMA WAVE PROPAGATION WHISTLER INSTABILITY

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