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Numerical study of the dissipative trapped-electron instability in tokamaks

K.R. Chu, W.M. Manheimer1978年被引用 6Nuclear FusionIF 3出版社

The dispersion relation for the dissipative trapped-electron mode including the effects of magnetic shear, finite ion Larmor radius, banana-plateau velocity space separation, magnetic curvature drift resonance, ion-ion collisions, etc. is used to examine the plasma stability of recent tokamak experiments. Regimes of importance of various effects in these experiments are also discussed. Instabilities mostly occur at kθ ρi ∼ 1, where kθ is the azimuthal wave number and ρi is the ion Larmor radius. The often used anomalous heat conduction coefficient, , predicts losses comparable to those observed in TFR, ST, and ATC.

日本語訳

散逸的捕捉電子モードに対する分散関係を、磁気シア、有限イオンラーマー半径、バナナ・プラトー速度空間分離、磁気曲率ドリフト共鳴、イオン-イオン衝突などの効果を含めて用い、最近のトカマク実験のプラズマ安定性を調べる。これらの実験における様々な効果の重要性の領域についても議論される。不安定性は主に kθ ρi ∼ 1 で発生する。ここで kθ は方位角方向の波数、ρi はイオンラーマー半径である。しばしば用いられる異常熱伝導係数, , は TFR、ST、ATC で観測されたものに匹敵する損失を予測する。

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