Resonant layer responses to 3D magnetic perturbations across linear, two-fluid, drift-MHD regimes
POSTER
Abstract
3D magnetic perturbations arising in a tokamak can induce complex plasma responses near the
resonant surface. In this region, the plasma will no longer adhere to ideal MHD and will instead
demand the reconnection of magnetic field lines which can grow and significantly alter the
plasma profile. This resonant layer response can be characterized in a linear regime by a single
parameter called the inner-layer Δ. Here we apply a two-fluid drift-MHD model to identify the
scaling of Δ in various asymptotic regimes, and confirm the predictions using a numerical
method based on the Riccati transformation [1]. In particular, the Δ variations across the strong
viscous or recently proposed diffusive [2] regimes have been further investigated and compared
with additional analytic solutions. These Δ calculations have also been used to predict the field
penetration threshold by matching to outer-layer response solutions in general perturbed equilibrium
code (GPEC), and validate the predictions over the tokamak error field database.
[1] J.K. Park, accepted in Phys. Plasmas (2022)
[2] R. Fitzpatrick, Phys. Plasmas 29, 032507 (2022)
resonant surface. In this region, the plasma will no longer adhere to ideal MHD and will instead
demand the reconnection of magnetic field lines which can grow and significantly alter the
plasma profile. This resonant layer response can be characterized in a linear regime by a single
parameter called the inner-layer Δ. Here we apply a two-fluid drift-MHD model to identify the
scaling of Δ in various asymptotic regimes, and confirm the predictions using a numerical
method based on the Riccati transformation [1]. In particular, the Δ variations across the strong
viscous or recently proposed diffusive [2] regimes have been further investigated and compared
with additional analytic solutions. These Δ calculations have also been used to predict the field
penetration threshold by matching to outer-layer response solutions in general perturbed equilibrium
code (GPEC), and validate the predictions over the tokamak error field database.
[1] J.K. Park, accepted in Phys. Plasmas (2022)
[2] R. Fitzpatrick, Phys. Plasmas 29, 032507 (2022)
Publication: J.K. Park, accepted in Phys. Plasmas (2022)
Presenters
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Jace C Waybright
Princeton University
Authors
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Jace C Waybright
Princeton University
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Jong-Kyu Park
Princeton Plasma Physics Laboratory, Princeton Plasma Physics Laboratory, U.S.A., PPPL