• High Power Laser and Particle Beams
  • Vol. 31, Issue 12, 125101 (2019)
Siqi Shen1、2, Shunqiang Tian3, Qinglei Zhang3, Xu Wu1、2、3, and Zhentang Zhao1、3
Author Affiliations
  • 1Shanghai Institute of Applied Physics, Chinese Academy of Sciences, Shanghai 201800, 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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    DOI: 10.11884/HPLPB201931.190196 Cite this Article
    Siqi Shen, Shunqiang Tian, Qinglei Zhang, Xu Wu, Zhentang Zhao. Nonlinear optimization for longitudinal beam injection in diffraction-limited synchrotron light sources[J]. High Power Laser and Particle Beams, 2019, 31(12): 125101 Copy Citation Text show less
    Longitudinal beam injection shown in the synchrotron phase space
    Fig. 1. Longitudinal beam injection shown in the synchrotron phase space
    The beam optics in one fold of the SSRF-U storage ring
    Fig. 2. The beam optics in one fold of the SSRF-U storage ring
    The available energy acceptance as a function of the amplitude of the tune variation with momentum
    Fig. 3. The available energy acceptance as a function of the amplitude of the tune variation with momentum
    The maximum distance of the fully injected beam to the stored beam as a function of the RF frequency
    Fig. 4. The maximum distance of the fully injected beam to the stored beam as a function of the RF frequency
    Fractional tunes as functions of momentum deviation (top) and on- and off-momentum DAs (bottom)
    Fig. 5. Fractional tunes as functions of momentum deviation (top) and on- and off-momentum DAs (bottom)
    Injection efficiency as a function of the center position of the injected beam in the synchrotron phase space (shown as contour maps)
    Fig. 6. Injection efficiency as a function of the center position of the injected beam in the synchrotron phase space (shown as contour maps)
    lattice20×7BA
    beam energy/GeV3.0
    circumference/m432
    tune (H, V, S)61.22, 15.32, 0.001 64
    natural chromaticity (H, V)−129.2, −81.04
    corrected chromaticity (H, V)2.0, 2.0
    momentum compaction factor0.000 1
    damping partition number (H, V, S)1.374, 1.000, 1.626
    damping time (H, V, S)/ms12.29, 16.89, 10.39
    energy loss per turn/keV512.0
    natural energy spread7.616×10-4
    natural emittance/(pm·rad)97.00
    RF voltage/MV1.50
    Table 1. The lattice parameters of the SSRF-U storage ring
    Siqi Shen, Shunqiang Tian, Qinglei Zhang, Xu Wu, Zhentang Zhao. Nonlinear optimization for longitudinal beam injection in diffraction-limited synchrotron light sources[J]. High Power Laser and Particle Beams, 2019, 31(12): 125101
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