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Analytical formulae for the Wakefields produced by the nonrelativistic charged particles in periodic disk-loaded structures

机译:通过期间磁盘加载结构中非筛选的带电粒子产生的韦克菲尔德的分析公式

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In this paper we consider the wakefields induced in periodic disk-loaded cavities by charged particles of their velocities less than that of light. In frequency domain the particle velocity dependent wakefields can be calculated by generalizing the analytical formulae given in ref. 1. The physical picture of this effect can be drawn as that the frequencies of the excited modes in cavities felt by the particles are increased by a factor of 1/β (β is the normalized particle's velocity). Some examples are given to demonstrate the utility of these formulae in obtaining the quantities, such as loss factors, short range and long range wakefields as functions of cavity dimension, bunch length, and particle velocity.
机译:在本文中,我们考虑通过速度小于光的速度的带电粒子在周期性磁盘加载的空腔中引起的唤醒。在频域中,可以通过在REF中推广分析公式来计算粒子速度依赖性唤醒。 1.可以绘制这种效果的物理图像,因为颗粒毡毡中的腔体中的激发模式的频率增加了1 /β(β是归一化颗粒的速度)。给出了一些示例来证明这些公式的效用在获得数量,例如损耗因子,短范围和长距离唤醒,作为腔尺寸,束长度和粒子速度的函数。

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