在 NSLS-II 上进行与模型无关的晶格表征的专用光束位置监测器对

Yongjun Li, Kiman Ha, Danny Padrazo, Bernard Kosciuk, Belkacem Bacha, Michael Seegitz, Robert Rainer, Joseph Mead, Xi Yang, Yuke Tian, Robert Todd, Victor Smaluk, Weixing Cheng
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引用次数: 0

摘要

本文报告了最近在美国国家同步辐射光源 II(NSLS-II)存储环上获得的晶格表征结果,这些结果是在不依赖晶格模型的情况下进行的。最近,一对具有逐束(B$\times$B)分辨率的光束位置监测器(BPM)被安装在存储环的一个无磁场部分。新的 BPM 对在光束被激发后精确测量了光束或束流的横向 Poincar\'e 图,然后推导出线性一圈矩阵(OTM),并从中提取出 BPM 对所在位置的四维耦合 Twiss 参数。通过将横梁振荡振幅与 Twiss 参数归一化,可以得到全局作用变量。这些作用变量有助于测量其他 BPM 观察到的局部 Twiss 参数,而这些参数与晶格模型无关。这种方法具有通用性,在某些情况下尤其有用,例如衍射受限光源环中的圆光束模式。我们将其用于评估 NSLS-II 环上的弱耦合和强耦合晶格。利用BPMs的B$\times$B分辨率,我们首次观测到了线性晶格沿长束轨的变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dedicated beam position monitor pair for model-independent lattice characterization at NSLS-II
This paper reports recent lattice characterization results obtained at the National Synchrotron Light Source II (NSLS-II) storage ring, conducted without reliance on a lattice model. A pair of beam position monitors (BPMs) with bunch-by-bunch (B$\times$B) resolution, were recently installed in a section of the storage ring free of magnetic fields. The new BPM pair measured the beam, or bunch's transverse Poincar\'e map precisely after the beam was excited. Linear one-turn-matrices (OTM) were then derived, and from these, the 4-dimensional coupled Twiss parameters were extracted at the locations of the BPM pair. By normalizing beam oscillation amplitudes with the Twiss parameters, the global action-variables were obtained. These action-variables facilitated the measurement of the local Twiss parameters observed by other BPMs independent on lattice model. This method is general, and particularly useful in certain scenarios such as a round beam mode in a diffraction-limited light source ring. We applied it to assess both weakly and strongly coupled lattices at the NSLS-II ring. Through analysis of the strongly coupled lattice, the quadrupole tilt errors were estimated to be less than 400 \si{\mu}rad. Utilizing the BPMs' B$\times$B resolution, for the first time we observed the variations of the linear lattice along a long bunch-train.
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