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- W3170705110 abstract "按照章等[Zhang Y Z, Liu Z Y, Mahajan S M, Xie T, Liu J <ext-link ext-link-type=uri xmlns:xlink=http://www.w3.org/1999/xlink xlink:href=http://doi.org/10.1063/1.4995302> 2017 <i>Phys. Plasmas</i> <b>24</b> 122304 </ext-link>]发展的漂移波-带状流理论, 将多重尺度导数展开法应用到电子漂移动理学方程, 零级为描述微观尺度捕获电子模的线性本征模方程, 一级为介观尺度受带状流调制的捕获电子模的包络方程. 其中线性本征模方程已经在谢等[Xie T, Zhang Y Z, Mahajan S M, Wu F, He Hongda, Liu Z Y <ext-link ext-link-type=uri xmlns:xlink=http://www.w3.org/1999/xlink xlink:href=https://doi.org/10.1063/1.5048538> 2019 <i>Phys. Plasmas</i> <b>26</b> 022503 </ext-link>]的研究中被求解, 利用该文得到的捕获电子模的本征值和二维模式结构计算包络方程中的群速度. 径向群速度由托卡马克磁场的测地曲率贡献, 极向群速度来自逆磁漂移速度和法向曲率, 它们仅是极向角的函数, 后者给出极向角到时间的映射. 径向群速度作为时间的函数, 其周期在毫秒量级, 具有快速过零的特征. 这为研究捕获电子模驱动带状流提供了充实的理论基础." @default.
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- W3170705110 date "2021-01-01" @default.
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- W3170705110 title "Group velocity in spatiotemporal representation of collisionless trapped electron mode in tokamak" @default.
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