NUCLEAR TECHNIQUES, Volume. 46, Issue 5, 050404(2023)

Sensitivity estimation for beam position monitors using a boundary element method

Yong LI1,2, Jun HE1、*, Yanfeng SUI1,2, Renxian YUAN3, Yaoyao DU1, Wan ZHANG1, Xujian WANG1, Di YIN1, Lingda YU1, Zhi LIU1, Shujun WEI1, Junhui YUE1, and Jianshe CAO1,2
Author Affiliations
  • 1Institute of High Energy Physics, Chinese Academy of Sciences, Beijing 100049, China
  • 2University of Chinese Academy of Sciences, Beijing 100049, China
  • 3Shanghai Advanced Research Institute, Chinese Academy of Sciences, Shanghai 201204, China
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    Figures & Tables(10)
    Sketch map of beam position monitor
    Two-dimensional electrostatic problem (a) and discretization of the boundary Г by a finite number N of small line segments (b)
    Cross section diagram of the HEPS storage ring BPM[15-16] on circular pipe (a), HEPS booster BPM on elliptical pipe (b), and BEPC II BPM[17] on octagonal pipe (c)
    Cross sectional diagram of the HEPS storage ring BPM (a), induced charge distributions for the storage ring and booster BPM (b), and induced charge distributions for the BEPCII octagonal pipe BPM (c) (color online)
    Mapping of a round pipe with two-electrode (a) and four-electrode (b) algorithms
    Sensitivity coefficient matching for an oval pipe (a) and octagonal pipe (b) by the boundary element method
    Contour maps of k for the two-electrode (a) and four-electrode (b) algorithms
    Contour maps of horizontal sensitivity coefficient kx (a) and vertical sensitivity coefficient ky (b) for an oval pipe
    Contour maps of horizontal sensitivity coefficient kx (a) and vertical sensitivity coefficient ky (b) for an octagonal pipe
    • Table 1. Position sensitivity coefficients of BPMs obtained by different methods (mm)

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      Table 1. Position sensitivity coefficients of BPMs obtained by different methods (mm)

      kxky / mm边界元法 Boundary element methodCST解析值 Analytical实验值 Experimental
      HEPS SR BPM7.681,7.6817.755,7.7527.599, 7.5997.525, 7.526
      HEPS Booster BPM11.406,11.59711.475,11.649-11.22±0.03, 11.31±0.03
      BEPC II Octagon23.791,23.91522.779,23.809 1)-23.398, 23.377
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    Yong LI, Jun HE, Yanfeng SUI, Renxian YUAN, Yaoyao DU, Wan ZHANG, Xujian WANG, Di YIN, Lingda YU, Zhi LIU, Shujun WEI, Junhui YUE, Jianshe CAO. Sensitivity estimation for beam position monitors using a boundary element method[J]. NUCLEAR TECHNIQUES, 2023, 46(5): 050404

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    Paper Information

    Category: Research Articles

    Received: Oct. 16, 2022

    Accepted: --

    Published Online: Jun. 30, 2023

    The Author Email:

    DOI:10.11889/j.0253-3219.2023.hjs.46.050404

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