Design of a 4.8-m ring for inverse Compton scattering x-ray source
In this paper we present the design of a 50 MeV compact electron storage ring with 4.8-meter circumference for the Tsinghua Thomson scattering x-ray source. The ring consists of four dipole magnets with properly adjusted bending radii and edge angles for both horizontal and vertical focusing, and a...
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American Physical Society
2014-07-01
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Series: | Physical Review Special Topics. Accelerators and Beams |
Online Access: | http://doi.org/10.1103/PhysRevSTAB.17.070101 |
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doaj-9366a1aa400c49e4be7f2339fbac7bc52020-11-25T02:40:30ZengAmerican Physical SocietyPhysical Review Special Topics. Accelerators and Beams1098-44022014-07-0117707010110.1103/PhysRevSTAB.17.070101Design of a 4.8-m ring for inverse Compton scattering x-ray sourceH. S. XuW. H. HuangC. X. TangS. Y. LeeIn this paper we present the design of a 50 MeV compact electron storage ring with 4.8-meter circumference for the Tsinghua Thomson scattering x-ray source. The ring consists of four dipole magnets with properly adjusted bending radii and edge angles for both horizontal and vertical focusing, and a pair of quadrupole magnets used to adjust the horizontal damping partition number. We find that the dynamic aperture of compact storage rings depends essentially on the intrinsic nonlinearity of the dipole magnets with small bending radius. Hamiltonian dynamics is found to agree well with results from numerical particle tracking. We develop a self-consistent method to estimate the equilibrium beam parameters in the presence of the intrabeam scattering, synchrotron radiation damping, quantum excitation, and residual gas scattering. We also optimize the rf parameters for achieving a maximum x-ray flux.http://doi.org/10.1103/PhysRevSTAB.17.070101 |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
H. S. Xu W. H. Huang C. X. Tang S. Y. Lee |
spellingShingle |
H. S. Xu W. H. Huang C. X. Tang S. Y. Lee Design of a 4.8-m ring for inverse Compton scattering x-ray source Physical Review Special Topics. Accelerators and Beams |
author_facet |
H. S. Xu W. H. Huang C. X. Tang S. Y. Lee |
author_sort |
H. S. Xu |
title |
Design of a 4.8-m ring for inverse Compton scattering x-ray source |
title_short |
Design of a 4.8-m ring for inverse Compton scattering x-ray source |
title_full |
Design of a 4.8-m ring for inverse Compton scattering x-ray source |
title_fullStr |
Design of a 4.8-m ring for inverse Compton scattering x-ray source |
title_full_unstemmed |
Design of a 4.8-m ring for inverse Compton scattering x-ray source |
title_sort |
design of a 4.8-m ring for inverse compton scattering x-ray source |
publisher |
American Physical Society |
series |
Physical Review Special Topics. Accelerators and Beams |
issn |
1098-4402 |
publishDate |
2014-07-01 |
description |
In this paper we present the design of a 50 MeV compact electron storage ring with 4.8-meter circumference for the Tsinghua Thomson scattering x-ray source. The ring consists of four dipole magnets with properly adjusted bending radii and edge angles for both horizontal and vertical focusing, and a pair of quadrupole magnets used to adjust the horizontal damping partition number. We find that the dynamic aperture of compact storage rings depends essentially on the intrinsic nonlinearity of the dipole magnets with small bending radius. Hamiltonian dynamics is found to agree well with results from numerical particle tracking. We develop a self-consistent method to estimate the equilibrium beam parameters in the presence of the intrabeam scattering, synchrotron radiation damping, quantum excitation, and residual gas scattering. We also optimize the rf parameters for achieving a maximum x-ray flux. |
url |
http://doi.org/10.1103/PhysRevSTAB.17.070101 |
work_keys_str_mv |
AT hsxu designofa48mringforinversecomptonscatteringxraysource AT whhuang designofa48mringforinversecomptonscatteringxraysource AT cxtang designofa48mringforinversecomptonscatteringxraysource AT sylee designofa48mringforinversecomptonscatteringxraysource |
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1724781251115614208 |