Equilibrium and axisymmetric stability of dee-shaped plasmas in Doublet III
- 1 June 1982
- journal article
- Published by IOP Publishing in Nuclear Fusion
- Vol. 22 (6) , 797-805
- https://doi.org/10.1088/0029-5515/22/6/007
Abstract
Stable plasmas with surface elongations of up to 1.8 (aspect ratio 3.4) have been produced in the upper lobe of Doublet III with the use of both passive and active controls. The growth rate of the vertical instability has been measured at various values of elongation by disabling the feedback circuit of the vertical position control power supply. A rigid-shift analysis of growth rates indicates that the passive stabilization effect of the field-shaping coils plays a key role in achieving a high elongation of 1.8. Experiments have demonstrated that the maximum stable elongation is determined by the strength of the passive stabilization effect even with active feedback control. The dee-shape is found to be preferable to an elliptical shape because the triangularity reduces the absolute value of the decay index required to produce a given elongation.Keywords
This publication has 17 references indexed in Scilit:
- Axisymmetric instability in a non-circular tokamak: experiment and theoryNuclear Fusion, 1980
- An experimental study of tokamak plasmas with vertically elongated cross-sectionsNuclear Fusion, 1978
- Feedback stabilization of axisymmetric MHD instabilities in tokamaksNuclear Fusion, 1978
- Studies of Doublet Plasmas in Doublet IIAPhysical Review Letters, 1977
- MHD stability of toroidal equilibria to axisymmetric modesNuclear Fusion, 1977
- Axisymmetric MHD stability of sharp-boundary tokamaksNuclear Fusion, 1977
- Magnetohydrodynamic Properties of the-Shaped Tokamak Controlled by Active Field ShapingPhysical Review Letters, 1976
- Positional Instabilities in a Tokamak with a Resistive ShellJapanese Journal of Applied Physics, 1975
- A theorem on MHD-instability of plasmas with resistive wallsNuclear Fusion, 1971
- Application of the Virial Theorem to Equilibria of Toroidal PlasmasPhysics of Fluids, 1964