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NON-LINEAR ANALYSIS OF THE TOROIDICITY INDUCED ALFVEN EIGENMODE

机译:刻蚀性的本征模态的非线性分析

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摘要

A fast and efficient numerical algorithm using energy conservation is developed to study the interaction of high energy particles with a toroidicity induced Alfven eigenmode (TAE). A Hamiltonian guiding centre code is used to simulate the alpha particle motion and a non-linear δf scheme is employed to calculate the wave-particle energy exchange. For a single TAE mode, the particle radial excursion is much less than the spacing between the resonances produced by the poloidal harmonics for International Thermonuclear Experimental Reactor parameters. Modification of the particle distribution leading to mode saturation is observed. A TAE is found in some cases to cause loss through induced ripple trapping.
机译:开发了一种利用能量守恒的快速高效的数值算法,以研究高能粒子与环型感应Alfven本征模(TAE)的相互作用。哈密​​顿制导中心码用于模拟α粒子运动,非线性δf方案用于计算波粒能量交换。对于单个TAE模式,对于国际热核实验反应堆参数,粒子径向偏移远小于由倍性谐波产生的共振之间的间隔。观察到粒子分布的改变导致模式饱和。在某些情况下,发现TAE通过引起的纹波陷波引起损耗。

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