Foundations of Nonlinear Gyrokinetic Theory
By Alain J. Brizard, T. Hahm. 2007
898 citations recorded by the source corpus.
Subfields: Astronomy and Astrophysics, Nuclear and High Energy Physics
View Paper: https://www.semanticscholar.org/paper/6b10897e247e4f56291b65377ed8dc3b9ba3fc91
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In Astronomy and Astrophysics
- Gregory G. Howes
- E. Quataert
- A. Schekochihin
- William Dorland
- S. Cowley
- Gregory W. Hammett
- Liu Chen
- Fulvio Zonca
In Nuclear and High Energy Physics
- Gregory G. Howes
- E. Quataert
- Liu Chen
- Fulvio Zonca
- A. Schekochihin
- S. Cowley
- William Dorland
- F. Jenko
Citations in the corpus
- The global version of the gyrokinetic turbulence code GENE (2011, methodology): “Employing now a first-order pull-back operator [1] in order to use the gyrocenter instead of the guiding-center distribution function Fr,gc and considering a local Maxwellian as background distribution function yields to first order in”
- ASTROPHYSICAL GYROKINETICS: KINETIC AND FLUID TURBULENT CASCADES IN MAGNETIZED WEAKLY COLLISIONAL PLASMAS (2007, methodology): “It is, indeed, to understand plasma dynamics at and around k⊥ρi ∼ 1 that gyrokinetics was first designed in fusion plasma theory (Frieman & Chen 1982; Brizard & Hahm 2007).”
- A Model of Turbulence in Magnetized Plasmas: Implications for the Dissipation Range in the Solar Wind (2007, background): “The various approaches to interpreting data range from studies of the intrinsic variations of the solar wind parameters as well as their evolution with heliocentric distance, to detailed examination of the characteristics of fluctuation frequency spectra and the anisotropic transfer of energy in…”
- Physics of Alfvén waves and energetic particles in burning plasmas (2016, methodology): “In this way (Brizard and Hahm, 2007), it is possible to construct the gyrocenter magnetic moment as an adiabatic invariant corresponding to the fast and nearly periodic particle gyromotion in the gyrocenter gyroangle, while the guiding-center magnetic moment adiabatic invariance is modified by the…”
- Hamiltonian theory of guiding-center motion (2009, background): “For the case =v, where Tgc −1v=Ẋgc+ ̇gc is expressed as the sum of the guiding-center velocity Ẋgc and the guiding-center displacement velocity ̇gc Brizard and Hahm, 2007; Brizard, 2008 , the relation between the particle flux n v nu and the guiding-center flux N Ẋgc gc NUgc is nu = NUgc + t N e…”