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首页> 外文期刊>Journal of Applied Mechanics and Technical Physics >Study of the poloidal beta and internal inductance by solving the simplest Grad-Shafranov equation for a tokamak with a circular cross section
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Study of the poloidal beta and internal inductance by solving the simplest Grad-Shafranov equation for a tokamak with a circular cross section

机译：通过求解圆形截面托卡马克的最简单Grad-Shafranov方程来研究极小数β和内部电感

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摘要

In this work, we present the poloidal beta beta (p) and internal inductance l (i) by solving the simplest Grad-Shafranov equation (GSE), using the Solov'ev assumption for an HT-7 tokamak with a circular cross section. The poloidal beta and internal inductance are measured by using diamagnetic and compensation loops, combined with poloidal magnetic probe array signals. In this paper, theoretical and experimental results of determining beta (p) and l (i) are presented. The calculated poloidal beta and internal inductance are demonstrated to depend on the kind of the discharge or plasma current.
机译：在这项工作中，我们使用Solov'ev假设对具有圆形横截面的HT-7托卡马克进行求解，通过求解最简单的Grad-Shafranov方程（GSE），给出了极坐标ββ（p）和内部电感l（i）。通过使用反磁性和补偿环路，结合极向磁性探头阵列信号，来测量极向β和内部电感。本文介绍了确定β（p）和l（i）的理论和实验结果。证明了计算的倍数β和内部电感取决于放电或等离子体电流的种类。

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