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The effect of sawtooth oscillations on the alpha particle distribution and energy balance in the ITER plasma

机译:锯齿振荡对艾特等血浆中α粒子分布和能量平衡的影响

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The mixing of toroidal plasma under the conditions of sawtooth oscillations is considered using the Kadomtsev model. A new mixing formula for the averaged distribution function of fast transit and trapped particles is proposed in the methodology of a kinetic equation averaged over drift trajectories. The proposed formula generalizes the known results for the case of non-circular magnetic surfaces, an arbitrary aspect ratio, and charged particle drift trajectories significantly deviating from the magnetic surfaces. The formula is applicable for a sufficiently wide class of instabilities. The 3D kinetic equation is numerically solved using the FPP- 3D computation code for parameters close to the ITER inductive scenario. The alpha particle distribution function and the power introduced by alpha particles in plasma when sawtooth oscillations occur are calculated. It is shown that such oscillations may change the energy input of a thermonuclear reaction in certain areas by several times.
机译:利用Kadomtsev模型研究了锯齿振荡条件下环形等离子体的混合。利用漂移轨道上的平均动力学方程方法,提出了一个新的快渡和俘获粒子平均分布函数的混合公式。所提出的公式推广了非圆形磁性表面、任意长宽比和明显偏离磁性表面的带电粒子漂移轨迹的已知结果。该公式适用于足够广泛的一类不稳定性。对于接近ITER诱导方案的参数,使用FPP-3D计算程序对三维动力学方程进行了数值求解。计算了α粒子的分布函数和α粒子在锯齿波振荡时在等离子体中引入的功率。结果表明,这种振荡可能会使某些区域热核反应的能量输入发生数倍的变化。

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