FusionPapers
図版検索トレンドwiki日本の研究
© 2026 FUSIONPAPERS
About法務情報
トップに戻る

Collisional viscosity and finite ion Larmor radius effects on resistive internal kink modes

S. Migliuolo1991年被引用 5Nuclear FusionIF 3出版社

The theory of resistive m0 = 1 modes in toroidal experiments is considered for parameters relevant to high temperature regimes of the type predicted for ignited plasmas. A kinetic theory is developed for the ion response within the singular layer, including full finite ion Larmor radius effects and ion-ion collisional viscosity. Analytical and numerical solutions of the linear dispersion equation are presented and this formalism is applied to situations appropriate for planned ignition devices.

日本語訳

抵抗性m0 = 1モードの理論を、点火プラズマに対して予測されるタイプの高温領域に適したパラメータについてトロイダル実験の観点から考察する。特異層内におけるイオン応答に対する運動論的理論を展開し、完全な有限イオンラーマー半径効果およびイオン-イオン衝突粘性を含める。線形分散方程式の解析的および数値的解法を示し、この定式化を計画中の点火装置に適した状況に適用する。

wiki

Kink modeInternal kink modeLarmor radius
この論文にはまだAI要約がありません。

関連論文

Collisional electrostatic drift modes in toroidal geometry

1986Plasma Physics and Controlled Fusion

Local kinetic stability analysis of the ion temperature gradient mode

1989Nuclear Fusion

Collisional damping of electrostatic ion waves

1976Nuclear Fusion

Numerical study of the dissipative trapped-electron instability in tokamaks

1978Nuclear Fusion

Generalized MHD for numerical stability analysis of high-performance plasmas in tokamaks

1998Plasma Physics and Controlled Fusion

Linear tearing mode stability equations for a low collisionality toroidal plasma

2009Plasma Physics and Controlled Fusion

Plasma instabilities due to ion temperature gradients

1968Nuclear Fusion

Finite Larmor radius effects in the nonlinear dynamics of collisionless magnetic reconnection

2011Plasma Physics and Controlled Fusion

Collisional damping of the surface ion-acoustic mode in semi-bounded plasmas

2021Plasma Physics and Controlled Fusion

Non-linear saturation of the dissipative trapped-ion mode by mode coupling

1976Nuclear Fusion