Asymptotic description of plasma turbulence: Krylov – Boholiubov methods and quasi-particles

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The modification of the Poisson equation reflects non-conservation effects and impacts plasma stability.
Key evidence indicates that the second-order modification can influence global plasma stability significantly.
Analysis of numerical simulation schemes shows challenges when including polarization drift in quasi-particle equations.
This approach highlights the need for consistent models to understand the complexities of reduced Poisson equations.

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Observational analysis reveals complex relationships in plasma turbulence, suggesting implications for gyrokinetics and global stability.

Sosenko et al. (2001) studied this question.

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