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Nonlinear second order electromagnetic gyrokinetic theory for a tokamak plasma

Resource type
Authors/contributors
Title
Nonlinear second order electromagnetic gyrokinetic theory for a tokamak plasma
Abstract
The steep plasma pressure gradient that forms at the edge of the high confinement, H-mode regime of tokamak operation provides free energy to drive electromagnetic micro-instabilities that are widely believed to influence the transport processes in this so-called pedestal region. This high pressure gradient also provides a high current density (bootstrap current), known to influence ballooning mode stability and to be important for driving kink modes in the ideal magneto-hydrodynamic plasma model (so-called peeling-ballooning modes). Furthermore, efficient, steady state future tokamak power plants must operate with a large bootstrap current in the core and especially concerning spherical tokamaks, confinement will be influenced by electromagnetic turbulence. To accommodate these important situations, conventional electromagnetic gyrokinetic theory is extended to incorporate neoclassical effects in the equilibrium drives, allowing (B 0 is the confining magnetic field, and B ϑ is its poloidal component). This provides a global gyrokinetic model that self-consistently captures the consequences of large bootstrap current fractions on the equilibrium distribution functions.
Publication
Plasma Physics and Controlled Fusion
Volume
65
Issue
4
Pages
045010
Date
2023-03
Journal Abbr
Plasma Phys. Control. Fusion
Language
en
ISSN
0741-3335
Accessed
8/29/24, 10:41 AM
Library Catalog
Institute of Physics
Extra
5 citations (Crossref/DOI) [2024-10-03] 5 citations (Crossref/DOI) [2024-10-02] Publisher: IOP Publishing
Citation
Dudkovskaia, A. V., Wilson, H. R., Connor, J. W., Dickinson, D., & Parra, F. I. (2023). Nonlinear second order electromagnetic gyrokinetic theory for a tokamak plasma. Plasma Physics and Controlled Fusion, 65(4), 045010. https://doi.org/10.1088/1361-6587/acb173
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