Understanding cold electron impact on parallel-propagating whistler chorus waves via moment-based quasilinear theory
Opal Issan, Vadim Roytershteyn, Gian Luca Delzanno, Salomon Janhunen

TL;DR
This paper develops a quasilinear theory to analyze how cold electrons in Earth's magnetosphere interact with parallel-propagating whistler chorus waves, revealing a secondary instability that can dampen primary wave amplitudes and influence wave observations.
Contribution
It introduces a moment-based quasilinear model for secondary instabilities, explaining energy transfer from whistler waves to cold electrons and their impact on wave amplitudes.
Findings
Secondary instabilities persist across various parameters.
They can cause near-complete damping of primary waves.
This mechanism explains the rarity of simultaneous high-amplitude oblique and field-aligned whistler waves.
Abstract
Earth's magnetosphere hosts a wide range of collisionless particle populations that interact through various wave-particle processes. Among these, cold electrons, with energies below 100eV, often dominate the plasma density but remain poorly characterized due to measurement challenges such as spacecraft charging and photoelectron contamination. Understanding the contribution of these cold populations to wave-particle interaction is of significant interest. Recent kinetic simulations identified a secondary drift-driven instability in which parallel-propagating whistler-mode chorus waves excite oblique electrostatic whistler waves near the resonance cone and Bernstein-mode turbulence. These secondary modes enable a new channel of energy transfer from the parallel-propagating whistler wave to the cold electrons. In this work, we develop a moment-based quasilinear theory of the secondary…
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Taxonomy
TopicsIonosphere and magnetosphere dynamics · Dust and Plasma Wave Phenomena · Earthquake Detection and Analysis
