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Evaluation of toroidal torque by non-resonant magnetic perturbations in tokamaks for resonant transport regimes using a Hamiltonian approach

机译:用非谐振磁扰动评估环形转矩   使用哈密顿方法的共振传输方式的托卡马克

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摘要

Toroidal torque generated by neoclassical viscosity caused by externalnon-resonant, non-axisymmetric perturbations has a significant influence ontoroidal plasma rotation in tokamaks. In this article, a derivation for theexpressions of toroidal torque and radial transport in resonant regimes isprovided within quasilinear theory in canonical action-angle variables. Theproposed approach treats all low-collisional quasilinear resonant NTV regimesincluding superbanana plateau and drift-orbit resonances in a unified way andallows for magnetic drift in all regimes. It is valid for perturbations ontoroidally symmetric flux surfaces of the unperturbed equilibrium withoutspecific assumptions on geometry or aspect ratio. The resulting expressions areshown to match existing analytical results in the large aspect ratio limit.Numerical results from the newly developed code NEO-RT are compared tocalculations by the quasilinear version of the code NEO-2 at lowcollisionalities. The importance of the magnetic shear term in the magneticdrift frequency and a significant effect of the magnetic drift on drift-orbitresonances are demonstrated.
机译:由外部非共振,非轴对称扰动引起的新古典粘度产生的环形转矩对托卡马克中的环形等离子体旋转有重大影响。本文在规范作用角变量的拟线性理论中,推导了共振状态下环向转矩和径向传递的表达式。提出的方法以统一的方式处理所有的低碰撞准线性共振NTV机制,包括超级香蕉平稳期和漂移轨道共振,并允许在所有机制中产生磁漂移。对于没有扰动平衡的环对称通量曲面的扰动,而对几何形状或长宽比没有特定假设的情况,它是有效的。结果表明,在较大的长宽比范围内,表达式与现有的分析结果相匹配。将新开发的代码NEO-RT的数值结果与代码NEO-2的准线性版本在低碰撞率下的计算结果进行了比较。证明了磁切变项在磁漂移频率中的重要性以及磁漂移对漂移轨道共振的重大影响。

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