Calculation and Simulation of the Electronic Conductance in Double Gap Coupling MBK Cavity

Vlasov D. Calculation of the conductance introduced by anelectron beam into a resonator. Radiotekhnika i Electronika(USSR), 1963, 8(5): 878-880.[2]Branch C M. Electron beam coupling in interaction gaps ofcylindrical symmetry. IEEE Trans. on Electron Devices,1961, ED-8(5): 193-207.[3]Wilsen C B, Yue Y L, and Antonsen Jr T M, et al.. Asimulation study of beam loading on a cavity[J].IEEE Trans.on Plasma Sci.2002, 30(3):1160-1168[4]Craig E J. The beam-loading admittance of gridless klystrongaps. IEEE Trans. on Electron Devices, 1967, ED-14(5):273-278.[5]Kowalczyk R, Yue Y L, and Antonsen Jr T M , et al.. ACspace charge effects on beam loading of a cavity[J].IEEE Trans.on Electron Devices.2005, 52(9):2087-2095[6]Kowalczyk R, Yue Y L, and Gilgenbach R M. Effects of afinite axial magnetic field on the beam loading of a cavity[J].IEEE Trans. on Electron Devices.2004, 51(9):1522-1527[7]Lien E and Robinson D. Study and investigation leading tothe design of broadband highpower klystron amplifiers.Technical Report for United States And ElectronicsCommand.[J].March．1967，No．ECOM 一02157.1967,:-[8]林福民, 丁耀根. 速调管耦合双间隙输出回路的绝对稳定性判据. 真空电子技术, 2004, (2): 10-12.Lin F M and Ding Y G. Criterion of absolute stability ofoutput circuit with coupling two-gap cavity of klystron.Vacuum Electronics, 2004, (2): 10-12.[9]Wang Yong, Ding Y G, and Liu P K, et al.. Development ofan S-band klystron with bandwidth of more than 11%[J].IEEETrans. on Plasma Sci.2006, 34(3):572-575[10]Nguyen K T, Pershing D E, Abe D K, and Levush B L.Bandwidth extension of an S-band, fundamental-modeeight-beam klystron[J].IEEE Trans. on Plasma Sci.2006,34(3):576-583[11]Ding Y G, Zhu Y S, and Yin X L, et al.. Research progress onC-band broadband multibeam klystron[J].IEEE Trans. onElectron Devices.2007, 54(4):624-631[12]Wessel-Berg T. A general theory of klystrons with arbitraryextended interaction fields. Stanford University, HansenMicrowave Laboratory Reports, 1957: 376.[13]谢家麟, 赵永翔. 速调管群聚理论. 北京: 科学出版社, 1966:83-124.Xie J L and Zhao Y X. Klystron Bunching Theory. Beijing;Science Press, 1966: 83-124.