2021
DOI: 10.3390/physics3040075
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Proton-Alpha Drift Instability of Electromagnetic Ion-Cyclotron Modes: Quasilinear Development

Abstract: The ability of space plasmas to self-regulate through mechanisms involving self-generated fluctuations is a topic of high interest. This paper presents the results of a new advanced quasilinear (QL) approach for the instability of electromagnetic ion-cyclotron modes driven by the relative alpha-proton drift observed in solar wind. For an extended parametric analysis, the present QL approach includes also the effects of intrinsic anisotropic temperatures of these populations. The enhanced fluctuations contribut… Show more

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Cited by 2 publications
(3 citation statements)
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“…While there is some qualitative agreement in the evolution of the temperature anisotropies and drift velocity in Case 1 with the quasi-linear results of Shaaban et al (2021) in their Case 4, the model parameters are substantially different for direct comparison.…”
Section: Temporal Evolution Of Anisotropies Energies and Drift Speedmentioning
confidence: 73%
See 1 more Smart Citation
“…While there is some qualitative agreement in the evolution of the temperature anisotropies and drift velocity in Case 1 with the quasi-linear results of Shaaban et al (2021) in their Case 4, the model parameters are substantially different for direct comparison.…”
Section: Temporal Evolution Of Anisotropies Energies and Drift Speedmentioning
confidence: 73%
“…approach to study the evolution of proton-α anisotropic plasma was developed using macroscopic quasi-linear theory (e.g., Yoon et al 2015), demonstrating qualitative agreement with PIC models. Recently quasi-linear theory was applied to study the proton-α drift instability for a range of typical SW parameters (Shaaban et al 2021).…”
Section: Introductionmentioning
confidence: 99%
“…As noted, the advantage of adopting the expanding-box paradigm is that one may work with the local wave kinetic equation, which is essentially the same as that of a uniform plasma theory (Seough & Yoon 2012;Moya & Navarro 2021;Navarro & Moya 2023). This implies that in other more complex situations, e.g., the solar-wind modeling with multiple ion (or electron) species, or charged particle species that contain relative drifts (Yoon et al 2015;Sarfraz et al 2016;Sarfraz 2018;Sarfraz & Yoon 2020;Shaaban et al 2021), we may formulate the basic equations either on the basis of expanding paradigm, or on the basis of steady-state macroscopic approach, but as far as the wave kinetic equation is concerned, one may choose to work in the framework of the local theory, which offers the advantage of mathematical simplicity.…”
Section: Adding Quasilinear Wave-particle Relaxation To the Expanding...mentioning
confidence: 99%