Macroscopic trends of linear tearing stability in cylindrical current profiles

Stuart Royce Sands Benjamin, C. Clauser, Cristina Rea, R. Sweeney, Arunav Kumar, Earl S Marmar
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Abstract

The likelihood of realising tokamak power-plants will be greatly improved by the discovery of high-gain equilibria that resist the formation of small islands and hence avoid the disruptive neoclassical tearing mode. We propose a series of studies to understand how simple tokamak design can leverage aspects of tearing onset physics to maximise passive resistance to island formation. Here we investigate the variation that current profiles can bring about in preventing tearing onset through the cylindrical linear tearing stability parameter ∆′. A database of 159148 realistic pilot-plant current profiles was generated with Monte Carlo sampling, and the distribution of ∆′ values was linked with interpretable profile characteristics. In agreement with prior theoretical and experimental studies, ∆′ was found to be strongly correlated with the existence and steepness of a local toroidal current well or hill, with the former destabilising and the latter stabilising. In the absence of these two cases, the remaining ∆′ values were linearly bounded by the toroidal current gradient at the rational surface.
圆柱形电流曲线线性撕裂稳定性的宏观趋势
高增益平衡可以抵制小岛的形成,从而避免破坏性的新古典撕裂模式,如果能发现这种平衡,托卡马克发电站的可能性就会大大提高。我们提出了一系列研究,以了解简单的托卡马克设计如何利用撕裂起始物理学的各个方面,最大限度地提高被动抵抗孤岛形成的能力。在此,我们研究了电流曲线通过圆柱线性撕裂稳定性参数 ∆′ 在防止撕裂发生方面可能带来的变化。通过蒙特卡洛取样生成了一个包含 159148 个真实试验厂电流曲线的数据库,并将 ∆′ 值的分布与可解释的曲线特征联系起来。与之前的理论和实验研究一致,研究发现 ∆′ 与局部环形电流井或山丘的存在和陡度密切相关,前者会破坏稳定,后者则会稳定。在没有这两种情况的情况下,其余的 ∆′ 值与合理表面的环流梯度成线性关系。
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