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A comparison of measured and calculated toroidal Alfven eigenmode damping rates in Alcator C-Mod

机译:在Alcator C-Mod中测量和计算的环形Alfven本征模阻尼率的比较

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Measured damping rates of stable toroidal Alfven eigenmodes (TAEs) have been compared with damping rates calculated with the NOVA-K code for a number of experimental conditions on Alcator C-Mod to test the NOVA-K damping model. Very low amplitude ((B) over tilde B-theta(theta) similar to 10(-7) at the wall) stable TAEs are excited in Ohmic plasmas with a pair of active MHD antennas inside C-Mod. By sweeping the excited frequency of the antennas through the expected TAE frequency, the frequency width of a mode resonance can be measured with poloidal field pick-up coils on outboard limiters to determine the damping rate of that mode. The calculated equilibrium and main plasma parameters at the time of the resonance are input into the NOVA-K code to then calculate the expected damping rate for the measured toroidal mode number and compare with the experimental value. The calculations include continuum damping, Landau damping on both the electrons and the background and impurity ions and collisional damping on the electrons. Comparisons have been made for inner wall limited and diverted cases over a range of ITER-relevant moderate toroidal mode numbers (4 <= vertical bar n vertical bar <= 9). Good agreement between the experiment and theoretical calculations can be obtained with reasonable q profiles for the plasma conditions in which perturbative NOVA models are applicable, but the results are found to depend very sensitively on the assumed q profile.
机译:在Alcator C-Mod上的许多实验条件下,已将稳定环形Alfven本征模式(TAE)的测得阻尼率与NOVA-K代码计算的阻尼率进行了比较,以测试NOVA-K阻尼模型。在欧姆等离子体中,使用C-Mod内部的一对有源MHD天线在欧姆等离子体中激发出非常低的振幅(在波浪线B-theta上的(B)类似于壁上的10(-7))。通过将天线的激发频率扫过预期的TAE频率,可以使用外部限制器上的极场拾取线圈来测量模式共振的频率宽度,以确定该模式的阻尼率。将计算出的共振时的平衡和主要等离子体参数输入NOVA-K代码,然后计算所测环形模数的预期阻尼率,并与实验值进行比较。计算包括连续谱阻尼,电子和本底以及杂质离子的朗道阻尼和电子的碰撞阻尼。在一系列与ITER相关的中等环形模数(4 <=垂直线n垂直线<= 9)上,对内壁受限和转向情况进行了比较。对于适用于扰动NOVA模型的等离子体条件,可以通过合理的q分布获得实验与理论计算之间的良好一致性,但是发现结果非常敏感地取决于假定的q分布。

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