A model for anomalous thermal diffusivity in tokamaks

A. Hirose
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Abstract

It has been recently pointed out that a certain function F of the plasma density, n(r), and the electron temperature gradient relative to the density gradient, eta /sub e/(r), reproduces well the radial profiles of chi /sub e/ (electron thermal diffusivity) in several tokamaks with various heating modes. Plots are shown of F with n=10/sup 19//m/sup 3/ and the experimentally deduced chi /sub e/ (m/sup 2//s) in three different modes in JET: ohmic, ohmic+ICRH, and ohmic+NBI. The F and chi /sub e/ profiles agree rather well. The factor 1+ eta /sub e/, which appears in the numerator of F, is proportional to the pressure gradient, which may provide a source for drift-type instability. The electron temperature gradient, which appears in the denominator, is possibly due to the nonlinear stabilization of drift-type modes by temperature gradient.<>
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托卡马克异常热扩散率模型
最近有人指出,等离子体密度n(r)和电子温度梯度相对于密度梯度eta /sub e/(r)的某个函数F,很好地再现了几种不同加热模式的托卡马克中chi /sub e/(电子热扩散率)的径向分布。在JET中,n=10/sup 19//m/sup 3/时的F和实验推导的chi /sub / e/ (m/sup 2//s)在欧姆、欧姆+ICRH和欧姆+NBI三种不同模式下的图。F和chi /sub e/剖面相当吻合。因子1+ eta /sub e/出现在F的分子中,与压力梯度成正比,这可能是漂移型失稳的一个来源。电子温度梯度出现在分母中,可能是由于温度梯度对漂移型模式的非线性稳定。
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