Nonlinear Evolution of the Kink Ballooning Mode in a Toroidal Plasma
Tatsuki Ogino, Heiji Sanuki, Tetsuo Kamimura, Susumu Takeda
Abstract
Tatsuki Ogino, Heiji Sanuki, Tetsuo Kamimura, Susumu Takeda
Abstract
The nature of nonlinear evolution of the kink ballooning mode for the aspect ratio, R / a =2 and the parameter dependence on the critical β have been investigated by a three dimensional MHD simulation based on a rectangular torus model. Consequently, it turns out that ballooning modes form large convective cells concentrated in regions of unfavourable curvature of the magnetic field line for a high-β plasma. Moreover, a stable equilibrium is found with up 5% average β value by adjusting the vertical magnetic field and the diamagnetic effect.
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The nature of nonlinear evolution of the kink ballooning mode for the aspect ratio, R / a =2 and the parameter dependence on the critical β have been investigated by a three dimensional MHD simulation based on a rectangular torus model. Consequently, it turns out that ballooning modes form large convective cells concentrated in regions of unfavourable curvature of the magnetic field line for a high-β plasma. Moreover, a stable equilibrium is found with up 5% average β value by adjusting the vertical magnetic field and the diamagnetic effect.
Key concepts: Ballooning, Magnetohydrodynamics, Toroid, Diamagnetism, Physics, Plasma, Torus, Nonlinear system