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      Evidence of Electron Acceleration via Nonlinear Resonant Interactions with Whistler-mode Waves at Foreshock Transients

      , , , ,
      The Astrophysical Journal
      American Astronomical Society

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          Abstract

          Shock waves are sites of intense plasma heating and charged particle acceleration. In collisionless solar wind plasmas, such acceleration is attributed to shock drift or Fermi acceleration but also to wave–particle resonant interactions. We examine the latter for the case of electrons interacting with one of the most commonly observed wave modes in shock environments, the whistler mode. Such waves are particularly intense in dynamic, localized regions upstream of shocks, arising from the kinetic interaction of the shock with solar wind discontinuities. These regions, known as foreshock transients, are also sites of significant electron acceleration by mechanisms not fully understood. Using in situ observations of such transients in the Earth’s foreshock, we demonstrate that intense whistler-mode waves can resonate nonlinearly with >25 eV solar wind electrons and accelerate them to ∼100–500 eV. This acceleration is mostly effective for the 50–250 eV energy range, where the accelerated electron population exhibits a characteristic butterfly pitch-angle distribution consistent with theoretical predictions. Such nonlinear resonant acceleration is very fast, implying that this mechanism may be important for injecting suprathermal electrons of solar wind origin into the shock region, where they can undergo further, efficient shock-drift acceleration to even higher energies.

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          Most cited references63

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          Fast Plasma Investigation for Magnetospheric Multiscale

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            The Magnetospheric Multiscale Magnetometers

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              Theory and simulation of the generation of whistler-mode chorus

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                Author and article information

                Contributors
                Journal
                The Astrophysical Journal
                ApJ
                American Astronomical Society
                0004-637X
                1538-4357
                July 17 2023
                July 01 2023
                July 17 2023
                July 01 2023
                : 952
                : 1
                : 38
                Article
                10.3847/1538-4357/acd9ab
                ac48c91f-82a6-4121-98ec-502b97f7034c
                © 2023

                http://creativecommons.org/licenses/by/4.0/

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