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Analysis of a modified betatron with adiabatic particle dynamics

机译:带有绝热粒子动力学的改进型电子感应加速器的分析

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The usual analysis of a Betatron is based on the paraxial approximation. The Fermi drift in a modified Betatron treated with the paraxial approximation is a small non-linear correction to the equations of motion that can usually be neglected. For low energy injection as in the method of inductive charging, the paraxial approximation is not valid. For this case we have developed a new description based on adiabatic particle dynamics, which is more like the analysis of a tokamak than a conventional accelerator. A particle to first approximation follows the field lines. The combination of toroidal and Betatron fields would lead a particle to the wall if it were not for the Fermi drift which cancels the motion towards the wall. Orbits in which a particle does not go around the torus must also be considered which are absent in the paraxial theory. Appropriate averages over particle orbits must be defined to describe a beam. The theoretical description based on adiabatic particle dynamics will be compared with recent experimental results of the UCI Betatron.
机译:Betatron的通常分析是基于近轴近似。经近轴近似处理的改良Betatron中的费米漂移是对运动方程的非线性修正,通常可以忽略不计。对于感应式充电方法中的低能量注入,近轴近似无效。对于这种情况,我们基于绝热粒子动力学开发了一个新的描述,它比传统的加速器更像是托卡马克的分析。一阶近似的粒子遵循场线。如果不是费米漂移,则环形场和倍增加速器场的组合将导致粒子进入壁,从而抵消了朝向壁的运动。还必须考虑近轴理论中不存在粒子不围绕圆环的轨道。必须定义粒子轨道的适当平均值以描述光束。基于绝热粒子动力学的理论描述将与UCI Betatron的最新实验结果进行比较。

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