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Surface-charge and -current densities induced by moderately relativistic particle in cylindrical drift-tube

机译:圆柱漂移管中相对论粒子引起的表面电荷和电流密度

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摘要

Using the Darwin model and method of Green's function, we calculate the surface-charge and -current densities induced by a moderately relativistic point-like charged-particle that moves arbitrarily in a grounded, ideally conducting, unbounded circular cylindrical drift-tube. Results of analytical derivation of the quasi-static (evanescent, i.e. propagating with the speed of the point-like charge) electric and magnetic fields, which constitute together the complete space-charge field of moderately relativistic charged-particle, are presented. We explore the applicability of obtained expressions for numerical modelling of totally three-dimensional dynamics of charged-particle beams using the point-to-point interaction (PPI) method in the moderately relativistic — the first post-Newtonian — approximation.
机译:使用格林函数的达尔文模型和方法,我们计算了适度相对论的点状带电粒子在接地的,理想导电的,无界的圆柱形漂移管中任意移动所引起的表面电荷和-电流密度。给出了准静态(e逝,即以点状电荷的速度传播)电场和磁场的解析推导结果,这些电场和磁场共同构成了中相对论带电粒子的完整空间电荷场。我们探索使用点到点相互作用(PPI)方法在中等相对论中(牛顿后的第一个近似)中获得的表达式在带电粒子束的完全三维动力学数值模型中的适用性。

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