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arXiv 0907.4223physics.plasm-ph
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压力梯度诱导的Alfven本征模:I.理想MHD和有限离子Larmor半径效应

Pressure-gradient-induced Alfven eigenmodes: I. Ideal MHD and finite ion Larmor radius effects

Andreas Bierwage, Liu Chen, Fulvio Zonca

摘要:

在高β托卡马克等离子体的第二磁流体动力学(MHD)气球稳定区域中,理想MHD剪切Alfven波的Schroedinger方程具有与被困在压力梯度诱导势阱之间的驻波相对应的离散解。我们的目标是了解如何修改这些所谓的α-诱导环形阿尔芬本征模α-TAE的有限拉莫尔半径(FLR)和动力学压缩的热离子在无质量电子的限制的影响。在本文中,我们忽略了动力压缩,以隔离和详细检查的影响FLR条款。在回顾了理想MHD α-TAE的物理基础之后,利用参数扫描描述了FLR对薛定谔势、本征函数和本征值的影响。结果被用在一个配套文件,以确定在第二稳定域的波粒共振驱动的不稳定性。

英文摘要:

In the second magnetohydrodynamic (MHD) ballooning stable domain of a high-beta tokamak plasma, the Schroedinger equation for ideal MHD shear Alfven waves has discrete solutions corresponding to standing waves trapped between pressure-gradient-induced potential wells. Our goal is to understand how these so-called alpha-induced toroidal Alfven eigenmodes alpha-TAE are modified by the effects of finite Larmor radii (FLR) and kinetic compression of thermal ions in the limit of massless electrons. In the present paper, we neglect kinetic compression in order to isolate and examine in detail the effect of FLR terms. After a review of the physics of ideal MHD alpha-TAE, the effect of FLR on the Schroedinger potential, eigenfunctions and eigenvalues are described with the use of parameter scans. The results are used in a companion paper to identify instabilities driven by wave-particle resonances in the second stable domain.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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