Stabilization of the resistive shell mode in tokamaks
- 1 January 1996
- journal article
- Published by IOP Publishing in Nuclear Fusion
- Vol. 36 (1) , 11-38
- https://doi.org/10.1088/0029-5515/36/1/i02
Abstract
The stability of current-driven external-kink modes is investigated in a tokamak plasma sur- rounded by an external shell of finite electrical conductivity. According to conventional theory, the ideal mode can be stabilized by placing the shell sufficiently close to the plasma, but the non-rotating 'resistive shell mode', which grows as the characteristic L/R time of the shell, always persists. It is demonstrated, using both analytic and numerical techniques, that a combination of strong edge plasma rotation and dissipation somewhere inside the plasma is capable of stabilizing the resistive shell mode. This stabilization mechanism is similar to that found recently by Bondeson and Ward, except that it does not necessarily depend on toroidicity, plasma compressibility or the presence of resonant surfaces inside the plasma. The general requirements for the stabilization of the resistive shell mode are elucidated.Keywords
This publication has 26 references indexed in Scilit:
- Spectra and growth rates of resistive wall modes in a reversed-field pinchPhysics of Fluids B: Plasma Physics, 1993
- Effects of a resistive wall on magnetohydrodynamic instabilitiesNuclear Fusion, 1989
- Variational methods for studying tokamak stability in the presence of a thin resistive wallPhysics of Fluids B: Plasma Physics, 1989
- RFP stability with a resistive shell in HBTX1CPlasma Physics and Controlled Fusion, 1989
- The generalization of Newcomb's equation to incorporate parallel ion viscosity and an application to thin shell instabilitiesPlasma Physics and Controlled Fusion, 1988
- Observation of a new toroidally localized kink mode and its role in reverse-field–pinch plasmasPhysical Review Letters, 1987
- On free boundary instabilities induced by a resistive wallNuclear Fusion, 1986
- A theorem on MHD-instability of plasmas with resistive wallsNuclear Fusion, 1971
- Hydromagnetic stability of a diffuse linear pinchAnnals of Physics, 1960
- An energy principle for hydromagnetic stability problemsProceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences, 1958