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Analytical approximation to collisional distributions in mirror plasmas

J.P. Holdren1972年被引用 10Nuclear FusionIF 3出版社

Distribution functions in velocity in a collisiondominated mirror plasma can be obtained numerically by solving the appropriate Fokker-Planck equations [1]. Under well-tested assumptions [2,3] these equations a r e azimuthally invariant and approximately separable in the v and 6 components of velocity, where , u ≡ cos θ = v∥ /v and v∥ is in the direction of the local mirror field.

日本語訳

衝突支配ミラーラズマ中の速度分布関数は、適切なフォッカー・プランク方程式を数値的に解くことによって得ることができる[1]。十分に検証された仮定[2,3]の下では、これらの方程式は方位角に関して不変であり、速度のv成分とθ成分に関して近似的に分離可能である。ここで、μ ≡ cos θ = v∥/vであり、v∥は局所ミラー磁場の方向を向いている。

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