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Coherent emission mechanisms in astrophysical plasmas

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Abstract

Three known examples of coherent emission in radio astronomical sources are reviewed: plasma emission, electron cyclotron maser emission (ECME) and pulsar radio emission. Plasma emission is a multi-stage mechanism with the first stage being generation of Langmuir waves through a streaming instability, and subsequent stages involving partial conversion of the Langmuir turbulence into escaping radiation at the fundamental (F) and second harmonic (H) of the plasma frequency. The early development and subsequent refinements of the theory, motivated by application to solar radio bursts, are reviewed. The driver of the instability is faster electrons outpacing slower electrons, resulting in a positive gradient (\(\mathrm{{d}}f(v_\parallel )/\mathrm{{d}}v_\parallel >0\)) at the front of the beam. Despite many successes of the theory, there is no widely accepted explanation for type I bursts and various radio continua. The earliest models for ECME were purely theoretical, and the theory was later adapted and applied to Jupiter (DAM), the Earth (AKR), solar spike bursts and flare stars. ECME strongly favors the x mode, whereas plasma emission favors the o mode. Two drivers for ECME are a ring feature (implying \(\mathrm{{d}}f(v)/\mathrm{{d}}v>0\)) and a loss-cone feature. Loss-cone-driven ECME was initially favored for all applications. The now favored driver for AKR is the ring-feature in a horseshoe distribution, which results from acceleration by a parallel electric on converging magnetic field lines. The driver in DAM and solar and stellar applications is uncertain. The pulsar radio emission mechanism remains an enigma. Ingredients needed in discussing possible mechanisms are reviewed: general properties of pulsars, pulsar electrodynamics, the properties of pulsar plasma and wave dispersion in such plasma. Four specific emission mechanisms (curvature emission, linear acceleration emission, relativistic plasma emission and anomalous Doppler emission) are discussed and it is argued that all encounter difficulties. Coherent radio emission from extensive air showers in the Earth’s atmosphere is reviewed briefly. The difference in theoretical approach from astrophysical theories is pointed out and discussed. Fine structures in DAM and in pulsar radio emission are discussed, and it is suggested that trapping in a large-amplitude wave, as in a model for discrete VLF emission, provides a plausible explanation. A possible direct measure of coherence is pointed out.

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Notes

  1. The assumption that \(\sin \alpha\) is constant, made in the derivation of this age, is inconsistent with the VDM; the emission of magnetic dipole radiation exerts a torque that slows down the star and a torque that tends to cause alignment, implying that \(\sin \alpha\) decreases on the slowing down timescale (Davis and Goldstein 1970).

  2. The anti-hermitian part of this tensor is used in the derivation of the gyromagnetic absorption coefficient (29) with (30).

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Acknowledgements

I thank Mike Wheatland and Alpha Mastrano for helpful comments on the manuscript, Mohammad Rafat for help with Figs. 15 and 16, and Gennady Chernov, another referee and Maxim Lyutikov for helpful critical comments on an earlier version of the manuscript.

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Correspondence to D. B. Melrose.

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Melrose, D.B. Coherent emission mechanisms in astrophysical plasmas. Rev. Mod. Plasma Phys. 1, 5 (2017). https://doi.org/10.1007/s41614-017-0007-0

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  • DOI: https://doi.org/10.1007/s41614-017-0007-0

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