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The Finite Beta Effects on the Toroidal Field Ripple in a Tokamak Plasma

机译:托卡马克等离子体中环形场波纹的有限贝塔效应

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摘要

The efficiency of energetic ion confinement is reduced in a tokamak plasma by the non-axisymmetric field, namely the ripple field. The ripple field is produced by a finite number of toroidal field coils. It is affected by the non-axisymmetric finite beta effect. The three-dimensional MHD equilibrium calculation code VMEC is used to analyze the non-axisymmetric finite beta effect in a ripple tokamak. In the VMEC code, the flux coordinates are used, so the calculation region is limited to the area of plasma. To calculate the orbit outside the plasma, we develop a field calculation code, which is based on the Biot-Savart law. The details of the method and results are described in this paper.
机译:在托卡马克等离子体中,通过非轴对称场(即波纹场)降低了高能离子约束的效率。波纹磁场是由有限数量的环形磁场线圈产生的。它受非轴对称有限beta效应的影响。三维MHD平衡计算代码VMEC用于分析波纹托卡马克中的非轴对称有限β效应。在VMEC代码中,使用了通量坐标,因此计算区域仅限于等离子区域。为了计算等离子体之外的轨道,我们开发了一个基于Biot-Savart定律的场计算代码。本文详细介绍了该方法和结果。

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