Electrostatic steepening of whistler waves

Abstract

We present surprising observations by the NASA Van Allen Probes spacecraft of whistler waves with substantial electric field power at harmonics of the whistler wave fundamental frequency. The wave power at harmonics is due to nonlinearly steepened whistler electrostatic field that becomes possible in the two-temperature electron plasma due to whistler wave coupling to the electron-acoustic mode. The simulation and analytical estimates show that the steepening takes a few tens of milliseconds. The hydrodynamic energy cascade to higher frequencies facilitates efficient energy transfer from cyclotron resonant electrons, driving the whistler waves, to lower energy electrons.

References in corpus (2)

• Stochastic Acceleration of Electrons and Protons. I. Acceleration by Parallel Propagating Waves
• Dissipative Dynamics of Collisionless Nonlinear Alfven Wave Trains

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