高能粒子对托卡马克气球模稳定作用的数值分析

NUMERICAL ANALYSIS OF ENERGETIC PARTICLE STABILIZATION OF BALLOONING MODES IN FINITE-ASPECT-RATIO TOKAMAKS

  • 摘要: 用数值方法分析了高能捕获粒子对托卡马克气球模不稳定性的影响.利用变步长RKF积分方法求解了相应的微分-积分方程边值问题.数值结果表明,气球模不稳定区随高能粒子压强增大而缩小,充分说明了高能捕获粒子能部分或全部抑制气球模不稳定性.

     

    Abstract: The effect of energetic trapped Particles on the stabilization of ballooning modes infinite-aspect-ratio tokamaks is numeically analyzed. The numerical solution of the corresponding integro-differential equation is obtained. Numerical results show that the instability domain of ballooning modes becomes smaller with the energetic particles pressure and the toroidal effect enhancing. The energetic trapped particles can Partially or completely stabilize the instability of ballooning modes.

     

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