Bayesian Spectral Analysis of Chorus Sub-Elements from the Van Allen Probes

TitleBayesian Spectral Analysis of Chorus Sub-Elements from the Van Allen Probes
Publication TypeJournal Article
Year of Publication2017
AuthorsCrabtree, C, Tejero, E, Ganguli, G, Hospodarsky, GB, Kletzing, CA
JournalJournal of Geophysical Research: Space Physics
Date Published04/2017
KeywordsBayesian Spectral; Chorus; Van Allen Probes; whistler
AbstractWe develop a Bayesian spectral analysis technique that calculates the probability distribution functions of a superposition of wave-modes each described by a linear growth rate, a frequency and a chirp rate. The Bayesian framework has a number of advantages, including 1) reducing the parameter space by integrating over the amplitude and phase of the wave, 2) incorporating the data from each channel to determine the model parameters such as frequency which leads to high resolution results in frequency and time, 3) the ability to consider the superposition of waves where the wave-parameters are closely spaced, 4) the ability to directly calculate the expectation value of wave parameters without resorting to ensemble averages, 5) the ability to calculate error bars on model parameters. We examine one rising-tone chorus element in detail from a disturbed time on November 14, 2012 using burst mode waveform data of the three components of the electric and magnetic field from the EMFISIS instrument on board NASA's Van Allen Probes. The results demonstrate that sub-elements are likely composed of almost linear waves that are nearly parallel propagating with continuously changing wave parameters such as frequency and wave-vector. Between sub-elements the wave parameters of the dominant mode undergoes a discrete change in frequency and wave-vector. Near the boundary of sub-elements multiple waves are observed such that the evolution of the waves is reminiscent of wave-wave processes such as parametric decay or nonlinear induced scattering by particles. These nonlinear processes may affect the saturation of the whistler-mode chorus instability.
URLhttp://onlinelibrary.wiley.com/doi/10.1002/2016JA023547/full
DOI10.1002/2016JA023547
Short TitleJ. Geophys. Res. Space Physics


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