Influence of cryogenic permanent magnet undulator motion error on magnetic field error and radiation intensity loss | |
Sun SC(孙舒晨)![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() | |
2018 | |
Source Publication | RADIATION DETECTION TECHNOLOGY AND METHODS
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ISSN | 2509-9930 |
EISSN | 2509-9949 |
Volume | 2018Issue: 1Pages: 29 |
Subtype | Article |
Abstract | A cryogenic permanent magnet undulator prototype designed for Chinese High Energy Photon Source Test Facility (HEPS-TF) at Institute of High Energy Physics is constructed and now commissioning. Motion precision of girders is a significant parameter to guarantee gap error so as to avoid phase error and radiation intensity loss. In order to study and minimize girder parallelism errors, RADIA and SPECTRA are used to calculate qualified motion precision. Spring Modules and single motor closed-loop feedback are designed to compensate the errors. Magnetic field is finally tuned to reach specifications. Details of the study and analysis will be presented in this paper. |
DOI | 10.1007/s41605-018-0063-1 |
Language | 英语 |
Citation statistics | |
Document Type | 期刊论文 |
Identifier | http://ir.ihep.ac.cn/handle/311005/286763 |
Collection | 加速器中心 多学科研究中心 |
Corresponding Author | Sun SC(孙舒晨) |
Affiliation | 中国科学院高能物理研究所 |
First Author Affilication | Institute of High Energy |
Corresponding Author Affilication | Institute of High Energy |
Recommended Citation GB/T 7714 | Sun SC,Sheng WF,Lu HH,et al. Influence of cryogenic permanent magnet undulator motion error on magnetic field error and radiation intensity loss[J]. RADIATION DETECTION TECHNOLOGY AND METHODS,2018,2018( 1): 29. |
APA | 孙舒晨.,盛伟繁.,陆辉华.,李啸宇.,赵书涛.,...&Sun, Ya-Jun.(2018).Influence of cryogenic permanent magnet undulator motion error on magnetic field error and radiation intensity loss.RADIATION DETECTION TECHNOLOGY AND METHODS,2018( 1), 29. |
MLA | 孙舒晨,et al."Influence of cryogenic permanent magnet undulator motion error on magnetic field error and radiation intensity loss".RADIATION DETECTION TECHNOLOGY AND METHODS 2018. 1(2018): 29. |
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