Interpreting ~1Hz magnetic compressional waves in Mercury's inner magnetosphere in terms of propagating ion-Bernstein waves

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Abstract

We show that ~1Hz magnetic compressional waves observed in Mercury's inner magnetosphere could be interpreted as ion-Bernstein waves in a moderate proton beta ~0.1 plasma. An observation of a proton distribution with a large planetary loss cone is presented, and we show that this type of distribution is highly unstable to the generation of ion-Bernstein waves with low magnetic compression. Ray tracing shows that as these waves propagate back and forth about the magnetic equator; they cycle between a state of low and high magnetic compression. The group velocity decreases during the high-compression state leading to a pileup of compressional wave energy, which could explain the observed dominance of the highly compressional waves. This bimodal nature is due to the complexity of the index of refraction surface in a warm plasma whose upper branch has high growth rate with low compression, and its lower branch has low growth/damping rate with strong compression. Two different cycles are found: one where the compression maximum occurs at the magnetic equator and one where the compression maximum straddles the magnetic equator. The later cycle could explain observations where the maximum in compression straddles the equator. Ray tracing shows that this mode is confined within ±12 magnetic latitude which can account for the bulk of the observations. We show that the Doppler shift can account for the difference between the observed and model wave frequency, if the wave vector direction is in opposition to the plasma flow direction. We note that the Wentzel-Kramers-Brillouin approximation breaks down during the pileup of compressional energy and that a study involving full wave solutions is required.

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Boardsen, S. A., Kim, E. H., Raines, J. M., Slavin, J. A., Gershman, D. J., Anderson, B. J., … Travnicek, P. (2015). Interpreting ~1Hz magnetic compressional waves in Mercury’s inner magnetosphere in terms of propagating ion-Bernstein waves. Journal of Geophysical Research: Space Physics, 120(6), 4213–4228. https://doi.org/10.1002/2014JA020910

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