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合肥光源储存环上八极磁铁的动力学效应分析
引用本文:王琳,李永军,冯光耀,张赫,徐宏亮,李为民,刘祖平.合肥光源储存环上八极磁铁的动力学效应分析[J].强激光与粒子束,2005,17(9):1419-1422.
作者姓名:王琳  李永军  冯光耀  张赫  徐宏亮  李为民  刘祖平
作者单位:中国科学技术大学 国家同步辐射实验室, 安徽 合肥 230029
基金项目:中国科学院知识创新工程资助课题;国家自然科学基金资助课题(10205014);重大科学工程资助课题(P2A02)
摘    要: 为达到合肥光源二期工程通用模式的设计流强,在储存环上选择垂直方向β函数比较大的位置增加一组八极磁铁。该组八极磁铁对水平方向动力学孔径影响很小,虽然垂直方向动力学孔径明显减小,但仍然大于物理孔径,不会影响束流的注入积累过程。该组八极磁铁产生的垂直方向振荡频率分散可以提供ms量级的Landau阻尼时间,将明显增强抑制垂直方向束流集体不稳定性的能力。该组八极磁铁投入运行后,合肥光源注入积累过程明显改善,注入流强从无八极磁铁时的约100 mA提高到330 mA左右。

关 键 词:动力学孔径  八极磁铁  横向振荡频率分散  Landau阻尼  集体不稳定性
文章编号:1001-4322(2005)09-1419-04
收稿时间:2004-10-14
修稿时间:2005-04-27

Dynamic effects of octupole-magnets in HLS storage ring
WANG Lin,LI Yong-jun,FENG Guang-yao,ZHANG He,XU Hong-liang,LI Wei-min,LIU Zu-ping.Dynamic effects of octupole-magnets in HLS storage ring[J].High Power Laser and Particle Beams,2005,17(9):1419-1422.
Authors:WANG Lin  LI Yong-jun  FENG Guang-yao  ZHANG He  XU Hong-liang  LI Wei-min  LIU Zu-ping
Institution:National Synchrotron Radiation Laboratory, University of Science and Technology of China, P.O.Box 6022, Hefei 230029, China
Abstract:In order to attain the design beam intensity of Phase II Project of Hefei Light Source(HLS),one family of octupoles were installed in the place where vertical Batatron function is relatively large in HLS storage ring.After adding octupoles,the horizontal dynamic aperture is little affected but the vertical dynamic aperture decreased drastically.This is not detrimental to beam injection and accumulation,because the vertical dynamic aperture is still larger than physical aperture.The vertical oscillation frequency spread generated by octupoles can provide Landau damping time about several microseconds,which is very helpful to overcome vertical collective instabilities in HLS storage ring,where radiation damping time is 1.4 s.One year's operation has demonstrated the effectiveness of octupoles.The injected beam intensity,which was about 100 mA without octupoles,was improved to more than 330 mA by octupoles.
Keywords:Dynamic aperture  Octupole magnet  Transverse oscillation frequency spread  Landau damping  Collective instabilities
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