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首页> 外文期刊>Physics of plasmas >Coupling of ion temperature gradient and trapped electron modes in the presence of impurities in tokamak plasmas
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Coupling of ion temperature gradient and trapped electron modes in the presence of impurities in tokamak plasmas

机译:托卡马克等离子体中存在杂质时离子温度梯度与俘获电子模式的耦合

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摘要

The coupling of ion temperature gradient (ITG or gi) mode and trapped electron mode (TEM) in the presence of impurity ions is numerically investigated in toroidal collisionless plasmas, using the gyrokinetic integral eigenmode equation. A framework for excitations of the ITG modes and TEMs with respect to their driving sources is formulated first, and then the roles of impurity ions played in are analyzed comprehensively. In particular, the characteristics of the ITG and TEM instabilities in the presence of impurity ions are emphasized for both strong and weak coupling(hybrid and coexistent) cases. It is found that the impurity ions with inwardly (outwardly) peaked density profiles have stabilizing (destabilizing) effects on the hybrid (namely the TE-ITG) modes in consistence with previous works. A new finding of this work is that the impurity ions have stabilizing effects on TEMs in small η_i (η_i ≤ 1) regime regardless of peaking directions of their density profiles whereas the impurity ions with density gradient L_(ez) - L_(ne)=L_(nz) > 1 (L_(ez) < 1) destabilize (stabilize) the TEMs in large η_i (η_i≤ 1) regime. In addition, the dependences of the growth rate, real frequency, eigenmode structure, and wave spectrum on charge concentration, charge number, and mass of impurity ions are analyzed in detail. The necessity for taking impurity ion effects on the features of turbulence into account in future transport experimental data analyses is also discussed.
机译:在环形无碰撞等离子体中,使用陀螺动力学积分本征模方程,对存在杂质离子时离子温度梯度(ITG或gi)模式和俘获电子模式(TEM)的耦合进行了数值研究。首先建立了ITG模式和TEM相对于其驱动源的激励框架,然后对杂质离子的作用进行了综合分析。特别是,对于强耦合和弱耦合(混合和共存)情况,都强调了存在杂质离子时ITG和TEM不稳定性的特征。已发现具有向内(向外)峰值密度分布的杂质离子与先前的工作一致,对杂化(即TE-ITG)模式具有稳定(去稳定)作用。这项工作的新发现是,在小η_i(η_i≤1)态下,杂质离子对TEM具有稳定作用,而与密度分布的峰方向无关,而密度梯度为L_(ez)-L_(ne)=的杂质离子L_(nz)> 1(L_(ez)<1)在大η_i(η_i≤1)态下使TEM不稳定(稳定)。此外,还详细分析了增长率,实际频率,本征模式结构和波谱对电荷浓度,电荷数和杂质离子质量的依赖性。还讨论了在未来的运输实验数据分析中考虑杂质离子对湍流特征的影响的必要性。

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