arXivDaily arXiv每日学术速递 周一至周五更新
arXiv physics/9807041physics.acc-ph
收藏

用包络方程方法研究RF光电注入器的多束团动力学

Multi-Bunch Dynamics in RF Photoinjectors Through an Envelope Equation Approach

M. Ferrario, L. Serafini

摘要:

由超导直线加速器驱动的自由电子激光要求产生、加速和传输高电荷、高重复频率和低发射度的聚束串。已经开发的SC直线加速器中的束流动力学建模的数值模型,现在已被扩展到治疗射频枪的光阴极聚束产生的适当描述。该模型算法是基于一个耦合的牛顿和麦克斯韦方程组下的一个缓慢变化的包络线近似的模式振幅的时间演化的加速结构和一组束切片的包络线方程描述的积分。用这种方法可以研究梁的加载效应和高阶模态的激励。作为一个特殊的设计TTF-FEL注入器的应用程序,并根据不变的包络概念的优化进行了讨论,在单束团计算的框架相比,其他多粒子代码的结果。

英文摘要:

Free Electron Lasers driven by Super-Conducting Linacs require the generation, acceleration and transport of trains of bunches with high charge, high repetition rate and low emittance. A numerical model already developed for the modeling of beam dynamics in SC Linacs has been now extended to treat RF guns with proper description of the photocathode bunch generation. The model algorithm is based on a coupled integration of Newton and Maxwell equations under a slowly varying envelope approximation for the time evolution of mode amplitudes in the accelerating structure and an envelope equation description for a set of bunch slices. In this way beam loading effects and higher order modes excitation can be studied. The application to the TTF-FEL injector as a particular design is presented and the optimization according to the invariant envelope concept is discussed, in the frame of single bunch calculations compared to the results of other multi-particle codes.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

↑