Admittance Equivalence of Beam-Cavity Interaction

  • The admittance equivalence is structured to analyze the beam-cavity interaction. Compared to the traditional process based on impedance plane, the admittance method is concise, and the expressions are obtained with intuitive physical quantity. By use of these expressions, the injecting transient effect under heavy beam loading, such as the case of HLS is discussed.
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  • [1] . Robinson K W. Stability of Beams Radio-Frequency System, CEA report CEAL-1010. 19642. Wilson P B. High Energy Electron Linacs: Applications toStorage Ring RF Systems and Linear Colliders. AIP Conference Proceedings No. 87. New York, 19823. Sands M. Beam-Cavity Interaction, Technique report. Or-say, 19764. Wilson P B. Beam Loading in High-Energy Storage Rings:SLAC-PUB-1456. 19745. Gamp A. Servo Control of RF Cavities under Beam Loading, RF Engineering for Particle Accelerators. Oxford, UK,1991.6. Garoby Y. Beam Loading in RF Cavities: CERN/PS 91-33(RF)7. Boussard D. Design of a Ring RF System, RF Engineering for Particle Accelerators. Oxford, UK, 19918. Ciapala E. Injection Limits from RF: CERN-SL-96-409. Ng K Y. Physics of Collective Beam Instabilities. US Particle Accelerator School, New York, 200010. Wildman D. Transient Beam Loading Reduction During Multi-batch Coalescing in the FERMILAB Main Ring.PAC91, San Francisco
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HUANG Gui-Rong. Admittance Equivalence of Beam-Cavity Interaction[J]. Chinese Physics C, 2006, 30(7): 684-687.
HUANG Gui-Rong. Admittance Equivalence of Beam-Cavity Interaction[J]. Chinese Physics C, 2006, 30(7): 684-687. shu
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Received: 2005-09-20
Revised: 2005-11-03
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Admittance Equivalence of Beam-Cavity Interaction

    Corresponding author: HUANG Gui-Rong,
  • National Synchrotron Radiation Laboratory, University of Science and Technology of China, Hefei 230029, China

Abstract: The admittance equivalence is structured to analyze the beam-cavity interaction. Compared to the traditional process based on impedance plane, the admittance method is concise, and the expressions are obtained with intuitive physical quantity. By use of these expressions, the injecting transient effect under heavy beam loading, such as the case of HLS is discussed.

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