研究双射频系统纵向波束不稳定性的半分析算法

A. Gamelin, V. Gubaidulin, M. B. Alves, T. Olsson
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引用次数: 0

摘要

双射频系统是实现第四代光源参数的关键。这些系统,包括主腔和谐波腔,使统计集体效应松弛,但也引入了不稳定性,如罗宾逊和周期性瞬态波束加载(PTBL)不稳定性。在本文中,我们提供了半解析算法,旨在预测和分析这些不稳定性,提高精度和鲁棒性。该算法利用了该领域的最新进展,为多束跟踪模拟提供了计算效率高且准确的补充。以SOLEIL ii项目为例,我们展示了这些算法如何在高维参数空间中优化rfcavity参数,从而最大化touschek寿命。提供了一个开源的Python包ALBuMS(纵向多束束稳定性算法),作为双射频系统稳定性分析的可访问工具。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Semi-analytical algorithms to study longitudinal beam instabilities in double rf systems
Double RF systems are critical for achieving the parameters of 4th-generation light sources. These systems, comprising both main and harmonic rf cavities, relax statistical collective effects but also introduce instabilities, such as Robinson and periodic transient beam loading (PTBL) instabilities. In this paper, we provide semi-analytical algorithms designed to predict and analyze these instabilities with improved accuracy and robustness. The algorithms leverage recent advancements in the field, offering a computationally efficient and accurate complement to multibunch tracking simulations. Using the SOLEIL II project as a case study, we demonstrate how these algorithms can optimize rf cavity parameters in high-dimensional parameter spaces, thereby maximizing the Touschek lifetime. An open-source Python package, ALBuMS (Algorithms for Longitudinal Multibunch Beam Stability), is provided as an accessible tool for double RF system stability analysis.
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