Helical core tokamak MHD equilibrium states

Bifurcated magnetohydrodynamic tokamak equilibrium states with axisymmetric or helical core structure are computed. When a peaked pressure profile is chosen, the helical core structures appear like the {em snakes} that are observed in the JET tokamak. They also have the allure of saturated ideal internal kinks. The existence of a magnetic island is not a requisite condition. Novel equilibrium states that can model the snake are obtained for a JET configuration when the $q$-profile has weak reversed magnetic shear with minimum $q$ values in the range of $0.94$ to $1.03$. At the lower end of this $q_{min}$ range, the equilibrium {em snake} structure lies radially well inside the domain for which $q_{min}leq 1$. Free boundary equilibria computed for the TCV tokamak develop helical cores when $\eta_N$ exceeds $0.3$ and have a significant axis excursion for $\eta_Ngeq 0.4$. At fixed $left < \eta ight>=1.6\%$, the distortion of the magnetic axis is large in the range $0.95leq q_{min}leq 1.01$. The plasma-vacuum interface is not significantly altered by the internal helical deformations.

Dendy, Richard O.
Published in:
Plasma Physics Controlled Fusion, 53, 12, 124005
Presented at:
38th EPS Conference on Plasma Physics, Strasbourg, France, 27 June - 01 July 2011
IOP Publishing, Temple Circus, Temple Way, Bristol BS1 6BE, UK, Caroline Wilkinson

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 Record created 2011-11-30, last modified 2020-04-20

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