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KINETICS OF FAST COMPONENT AND ENERGY BALANCE OF THE PLASMA IN GAS DYNAMIC SYSTEM WITH SOLENOIDAL MAGNETIC FIELD

机译:电磁场气体动力系统中等离子体的快速成分动力学和能量平衡

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Numerical model of ion kinetics is considered for the axially symmetrical magnetic trap. Magnetic system of the trap consists of long solenoid and two end coils which constrict magnetic field lines and form so-called magnetic mirrors reflecting charged particles. The trap contains warm Maxwellian plasma and strongly non-Maxwellian high-energy (fast) ions. Steady-state fast ion population supported by the ionization of high-energy neutral atoms injected into the plasma. Physical model is based on the kinetic equation with two-dimensional Fokker-Planck collision operator in the velocity phase space. Regimes of plasma exhaust trough the mirrors are considered taking into account possibility of electrostatic barrier formation. Such regimes essentially differ from gas dynamic exhaust of the warm Maxwellian plasma. Parameters of power balance for the system under consideration are discussed.
机译:考虑轴向对称磁阱的离子动力学数值模型。捕集阱的磁性系统由长螺线管和两个末端线圈组成,两个末端线圈压缩磁场线并形成反射带电粒子的所谓磁镜。陷阱包含温暖的麦克斯韦等离子体和强非麦克斯韦高能(快速)离子。注入到等离子体中的高能中性原子的电离支持稳态快速离子群。物理模型是基于动力学方程,在速度相空间中具有二维Fokker-Planck碰撞算子。考虑了通过镜子的等离子排气系统,要考虑到形成静电势垒的可能性。这样的机制本质上不同于温暖的麦克斯韦等离子体的气体动力排放。讨论了所考虑系统的功率平衡参数。

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