Effects of equatorial chorus wave normal azimuthal distribution on wave propagation
H. Breuillard, D. Mendzhul, and O. Agapitov

TL;DR
This study develops a ray tracing model to analyze non-ducted VLF wave propagation in the inner magnetosphere, revealing wave-normal dynamics, reflection conditions, and chorus emission distributions aligned with measurements, aiding radiation belt research.
Contribution
The paper introduces a new ray tracing software incorporating realistic wave-normal distributions and magnetic field models to study chorus wave propagation.
Findings
Whistler waves reflect when lower hybrid resonance exceeds wave frequency.
Quasi-longitudinal approximation is invalid for magnetospheric whistler propagation.
Simulated chorus wave-normal distributions agree with CLUSTER measurements.
Abstract
The non-ducted propagation characteristics of the VLF waves in the inner magnetosphere were studied with respect to their frequency, source localization, and initial wave normal angle, between the wave-normal and the background magnetic field. The ray tracing software based on multi-components cold plasma approach was developed by use of the IGRF magnetic field model and the GCPM model of plasma density. We described dynamics of the wave-normals direction during its propagation and magnetospheric reflection. We showed that whistler waves can be reflected when lower hybrid resonance frequency becomes greater than the wave frequency: w_LH>w. It corresponds to the magnetic latitude of ~50 degrees. The simulation results confirmed the inapplicability of the quasi-longitudinal approximation to describe the propagation of magnetospheric whistlers. The simulation results of chorus emissions…
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Taxonomy
TopicsIonosphere and magnetosphere dynamics · Seismic Waves and Analysis · Underwater Acoustics Research
