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托卡马克等熵平衡条件下等离子体环向转动对带状流的影响
引用本文:谢宝艺,余 俊,龚学余,陈 铀,余江妹. 托卡马克等熵平衡条件下等离子体环向转动对带状流的影响[J]. 核聚变与等离子体物理, 2016, 36(3): 208-212. DOI: 10.16568/j.0254-6086.201603004
作者姓名:谢宝艺  余 俊  龚学余  陈 铀  余江妹
作者单位:(1. 南华大学数理学院,衡阳 421001;2. 南华大学核科学技术学院,衡阳 421001)
基金项目:国家自然科学基金(11375085,11475083,41104094,11405082);南华大学核聚变与等离子体物理创新团队资助项目(NHXTD03)
摘    要:采用流体模型理论推导了等熵平衡条件下环向转动托卡马克等离子体中带状流的色散关系。从理论上分析了环向转动对测地声模、低频带状流和声波的频率、压力和密度扰动量的影响。结果表明,环向转动对低频带状流的频率没有影响,但会使测地声模的频率逐渐增大。此外,存在环向转动时,低频带状流会具有驻波形式的压力和密度扰动量,且测地声模和声波可以沿着极向传播。而且还发现,等熵平衡可以看成是等温平衡的一种特殊情况。

关 键 词:环向转动  等熵平衡  测地声模  低频带状流  声波  
收稿时间:2015-05-28

Effects of toroidal rotation on the zonal flows at isentropic equilibrium in tokamak plasmas
XIE Bao-yi,YU Jun,GONG Xue-yu,CHEN You,YU Jiang-mei. Effects of toroidal rotation on the zonal flows at isentropic equilibrium in tokamak plasmas[J]. Nuclear Fusion and Plasma Physics, 2016, 36(3): 208-212. DOI: 10.16568/j.0254-6086.201603004
Authors:XIE Bao-yi  YU Jun  GONG Xue-yu  CHEN You  YU Jiang-mei
Affiliation:(1. School of Mathematics and Physics, University of South China, Hengyang 421001; 2. School of Nuclear Science and Technology, University of South China, Hengyang 421001)
Abstract:The dispersion relation of the zonal flows in the tokamak plasma with toroidal rotation is derived by using the fluid model under the condition of isentropic equilibrium. The effect of toroidal rotation on the frequencies, pressure and density perturbations of the geodesic acoustic modes, low frequency zonal flows and sound wave modes are theoretically investigated, respectively. The results show that the toroidal rotation has no effect on the frequency of low frequency zonal flows, but can increase the frequency of geodesic acoustic modes gradually. In addition, it is found that the low frequency zonal flows possess the pressure and density disturbance in the form of a standing wave, and the geodesic acoustic modes and sound wave modes can propagate in the poloidal direction in the presence of toroidal rotation. And it is also found that the isentropic equilibrium can be considered as a special case of isothermal equilibrium.
Keywords:Toroidal rotation  Isentropic equilibrium  Geodesic acoustic modes  Low frequency zonal flows  Sound modes  
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