Derives new dispersion functions for anisotropic regularized Kappa plasmas, validates them numerically against ALPS for instabilities, and shows cut-off anisotropy acts as stabilizer or free-energy source.
Quasilinear Approach of the Whistler Heat-Flux Instability in the Solar Wind
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abstract
The hot beaming (or strahl) electrons responsible for the main electron heat-flux in the solar wind are believed to be self-regulated by the electromagnetic beaming instabilities, also known as the heat-flux instabilities. Here we report the first quasi-linear theoretical approach of the whistler unstable branch able to characterize the long-term saturation of the instability as well as the relaxation of the electron velocity distributions. The instability saturation is not solely determined by the drift velocities, which undergo only a minor relaxation, but mainly from a concurrent interaction of electrons with whistlers that induces (opposite) temperature anisotropies of the core and beam populations and reduces the effective anisotropy. These results might be able to (i) explain the low intensity of the whistler heat-flux fluctuations in the solar wind (although other explanations remain possible and need further investigation), and (ii) confirm a reduced effectiveness of these fluctuations in the relaxation and isotropization of the electron strahl and in the regulation of the electron heat-flux.
fields
physics.plasm-ph 1years
2026 1verdicts
UNVERDICTED 1representative citing papers
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Wave instabilities in anisotropic regularized Kappa plasmas: New plasma dispersion functions and numerical validation
Derives new dispersion functions for anisotropic regularized Kappa plasmas, validates them numerically against ALPS for instabilities, and shows cut-off anisotropy acts as stabilizer or free-energy source.