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On possibility of turbulence wave number spectra reconstruction using radial correlation reflectometry in Tore Supra and FT-2 tokamaks

机译:在TORE中径向相关反射仪湍流波数谱重建的可能性在TORE SUPRA和FT-2 TOKAMAK中的径向相关反射

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Radial correlation reflectometry (RCR) is a microwave technique for measuring the properties of electron density fluctuations in tokamaks and more precisely its use is" "devoted to tokamak turbulence characterization. The principle >of this method is to launch simultaneously two frequencies into the plasma, which are reflected at two different cut-off layers, and then to. process the coherence decay of two scattering signals with increasing difference of probing frequencies in order to determine the correlation length [1]. It is often supposed that the distance between cut offs at which the correlation of two reflectometry signals is suppressed is equal to the turbulence correlation length. Unfortunately according to both numerical and analytical studies [2-3], this assumption is incorrect. As it was shown already in 1D numerical computations performed in the Born approximation [2], the scattering signal cross correlation function (CCF) decrease is much slower than the decay of turbulence CCF. This slow decay of RCR CCF was attributed to the contribution of small angle scattering off very long scale fluctuations. Later this observation was confirmed also in full-wave 1D numerical modeling for small level of turbulent density fluctuations and at the same time' it was shown that nonlinear effects induce a reduction of the correlation length [4]. Recently the comprehensive analysis has been performed 'in 1D model [5] showing the possibility to overcome this difficulty and determine the turbulence correlation length and even the spectrum
机译:径向相关反射测量法(RCR)是一种用于测量托卡马克斯的电子密度波动性能的微波技术,更精确地致力于Tokamak湍流表征。该方法的原理>是将两个频率同时发射到等离子体中,该等离子体被反射在两个不同的截止层,然后是。处理两个散射信号的相干衰减随着探测频率的差异来确定相关长度[1]。通常假设抑制两个反射尺寸信号的相关性的切断之间的距离等于湍流相关长度。遗憾的是,根据数值和分析研究[2-3],这种假设是不正确的。由于已经在出生于出生于近似[2]中的1D数值计算中,散射信号交叉相关函数(CCF)减小比湍流CCF的衰减速度得多。这种RCR CCF的缓慢衰减归因于小角度散射从非常长的尺度波动的贡献。后来在全波1D数值模型中确认了这种观察,用于较小水平的湍流密度波动,同时'表明非线性效应诱导相关长度的减小[4]。最近,在1D模型中进行了综合分析[5]显示了克服这种困难并确定湍流相关长度甚至频谱的可能性

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