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Study of Energy Confinement Time by the Analytical Solution of Grad-Shafranov Equation with Lithium Limiter for Circular Cross-Section Tokamak

机译:圆形截面托卡马克用锂限制器的Grad-Shafranov方程解析解研究能量约束时间

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摘要

In this work we calculated the energy confinement time by analytical solution of Grad-Shafranov equation (GSE) with Lithium limiter for circular cross-section HT-7 tokamak. A generalized Grad-Shafranov-type equation has been used. Specific functional forms of plasma internal energy and current are used. For this, the Shafranov parameter (asymmetry factor) and poloidal beta were obtained from by analytical solution of GSE. Than we can find the plasma energy confinement time. It is observed, the energy confinement time obtained from the analytical solution of GSE by using liquid lithium limiter is longer than that using graphite limiter, which shows that the plasma performance was improved.
机译:在这项工作中,我们通过Grad-Shafranov方程(GSE)的解析解(带锂限制器)计算了圆形截面HT-7托卡马克的能量约束时间。使用了广义的Grad-Shafranov型方程。使用等离子体内部能量和电流的特定功能形式。为此,通过GSE的解析溶液获得了Shafranov参数(不对称因子)和多倍体β。比我们可以找到等离子能量约束时间。观察到,使用液态锂限制器从GSE的分析溶液获得的能量限制时间比使用石墨限制器的能量限制时间更长,这表明等离子体性能得到了改善。

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