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Nonlinear Evolution of the Kink Ballooning Mode in a Toroidal Plasma

Tatsuki Ogino, Heiji Sanuki, Tetsuo Kamimura, Susumu Takeda

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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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What this paper is about

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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Available 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.

Key concepts: Ballooning, Magnetohydrodynamics, Toroid, Diamagnetism, Physics, Plasma, Torus, Nonlinear system

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