2003AIP conference proceedingsRequires access

Neoclassical MHD Equilibria in Low Aspect Ratio Reversed Field Pinch

Y. Nagamine

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Abstract

The magnetohydrodynamic (MHD) equilibrium and local mode stability of a low aspect ratio reversed field pinch (RFP) plasma is studied. The dependences of the equilibrium and stability properties, and bootstrap current (BSC) profile on the plasma pressure profile, β value and cross sectional shape are investigated with a view of obtaining stable, high β and high BSC‐driven equilibria against high‐m localized Mercier mode. In addition, the neoclassical MHD RFP equilibria including bootstrap current effects are calculated self‐consistently and compared with the classical MHD equilibria.

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The magnetohydrodynamic (MHD) equilibrium and local mode stability of a low aspect ratio reversed field pinch (RFP) plasma is studied. The dependences of the equilibrium and stability properties, and bootstrap current (BSC) profile on the plasma pressure profile, β value and cross sectional shape are investigated with a view of obtaining stable, high β and high BSC‐driven equilibria against high‐m localized Mercier mode. In addition, the neoclassical MHD RFP equilibria including bootstrap current effects are calculated self‐consistently and compared with the classical MHD equilibria.

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Available abstract

The magnetohydrodynamic (MHD) equilibrium and local mode stability of a low aspect ratio reversed field pinch (RFP) plasma is studied. The dependences of the equilibrium and stability properties, and bootstrap current (BSC) profile on the plasma pressure profile, β value and cross sectional shape are investigated with a view of obtaining stable, high β and high BSC‐driven equilibria against high‐m localized Mercier mode. In addition, the neoclassical MHD RFP equilibria including bootstrap current effects are calculated self‐consistently and compared with the classical MHD equilibria.

Key concepts: Magnetohydrodynamic drive, Magnetohydrodynamics, Pinch, Plasma, Reversed field pinch, Physics, Current (fluid), Mechanics

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