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March 13, 2026Contributions to Plasma Physics0 citations

Linear and Nonlinear Mode in Magnetized e–i Plasma With Non‐Maxwellian Distribution

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AKAziz KhanAKAziz KhanRKRaees Khan

Key Points

  • The research aims to analyze ion temperature gradient modes in magnetized electron-ion plasmas under a non-Maxwellian distribution.
  • Developed a theoretical framework for ITG modes in magnetized plasmas.
  • Utilized Kaniadakis distribution to describe electron behavior.
  • Extended fluid description under electrostatic, low-frequency drift ordering.
  • Conducted analysis of both linear and nonlinear modes.
  • Identified impacts of non-Maxwellian electrons on ITG growth rates and spectral characteristics.
  • Derived Korteweg-de-Vries and Burger equations for nonlinear regimes with modified coefficients.
  • Demonstrated dependence of coefficients on plasma parameters and spectral index.

Abstract

ABSTRACT The study gives a detailed theoretical framework for ion temperature gradient (ITG) modes in magnetized, inhomogeneous electron‐ion plasmas, where electron behavior is taken as a Kaniadakis distribution. The fluid description is extended under electrostatic, low‐frequency drift ordering, allowing for a systematic analysis of both linear and nonlinear regimes. Non‐Maxwellian electrons influence ITG growth rates and spectral characteristics. While in the nonlinear regime we obtained the Korteweg‐de‐Vries and Burger equations with modified nonlinear, dispersion, and dissipation coefficients that depend on the different plasma parameters as well as on the spectral index of the distribution. These findings can be applicable to the space as well as to the laboratory plasmas.

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Cite This Study

Khan et al. (2026) studied this question.

synapsesocial.com/papers/69b3ad0502a1e69014ccf335https://doi.org/10.1002/ctpp.70094
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