Study of trapped electron instabilities driven by magnetic curvature drifts
Study of trapped electron instabilities driven by magnetic curvature drifts
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DOI:
10.1063/1.861920
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发表时间:
1977-04
影响因子:
4.6
通讯作者:
D. Ross;W. Tang;J. Adam
中科院分区:
文献类型:
--
作者:
D. Ross;W. Tang;J. Adam
The trapped electron instability in tokamaks is investigated numerically for a range of physical parameters in which the large aspect ratio expansion is not valid. The frequency and growth rate are determined as functions of e=r/R, et= (R dlnTe/dr)−1, ηe =dlnTe/dlnn, and b= (k⊥ρi)2/2. In particular, the relationship of the usual drift wave, driven by trapped electron Landau resonances or collisions, to a nonresonant mode described by Coppi and Rewoldt is studied. It is verified that the latter, on the one hand, is obtained as a continuation of the former to large b, and, on the other hand, has a qualitatively different behavior. For sufficiently small et, and for normal density gradients (ηe⩾0), the mode can reverse and propagate in the ion diamagnetic direction. Explicit criteria for this to happen are derived, and the scaling of the resulting growth rates for large b is obtained. In the collisionless limit, these nonresonant growth rates can exceed those of the usual drift waves. It is therefore necessa...