SM51B-4257:
The effect of plasma inhomogeneities on (i) radio emission generation by non-gyrotropic electron beams and (ii) particle acceleration by Langmuir waves

Friday, 19 December 2014
David Tsiklauri, Queen Mary, University of London, London, E1, United Kingdom
Abstract:
Extensive particle-in-cell simulations of fast electron beams injected in a background magnetised plasma with a decreasing density profile were carried out. These simulations were intended to further shed light on a newly proposed mechanism for the generation of electromagnetic waves in type III solar radio bursts [1]. Here recent progress in an alternative to the plasma emission model using Particle-In-Cell, self-consistent electromagnetic wave emission simulations of solar type III radio bursts will be presented. In particular, (i) Fourier space drift (refraction) of non-gyrotropic electron beam-generated wave packets, caused by the density gradient [1,2], (ii) parameter space investigation of numerical runs [3], (iii) concurrent generation of whistler waves [4] and a separate problem of (iv) electron acceleration by Langmuir waves in a background magnetised plasma with an increasing density profile [5] will be discussed. In all considered cases the density inhomogeneity-induced wave refraction plays a crucial role. In the case of non-gyrotropic electron beam, the wave refaction transforms the generated wave packets from standing into freely escaping EM radiation. In the case of electron acceleration by Langmuir waves, a positive density gradient in the direction of wave propagation causes a decrease in the wavenumber, and hence a higher phase velocity vph=ω/k. The k-shifted wave is then subject to absorption by a faster electron by wave-particle interaction. The overall effect is an increased number of high energy electrons in the energy spectrum.

[1] D. Tsiklauri, Phys. Plasmas 18, 052903 (2011)

[2] H. Schmitz, D. Tsiklauri, Phys. Plasmas 20, 062903 (2013)

[3] R. Pechhacker, D. Tsiklauri, Phys. Plasmas 19, 112903 (2012)

[4] M. Skender, D. Tsiklauri, Phys. Plasmas 21, 042904 (2014)

[5] R. Pechhacker, D. Tsiklauri, Phys. Plasmas 21, 012903 (2014)