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非均匀三腔谐振腔渡越时间效应的小信号分析 被引量:3

Small signal analysis of the transit-time effect in the nonuniform three-cavity oscillator
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摘要  研究了小信号条件下,电子束在非均匀的三腔谐振腔π模驻波场中的渡越时间效应,求得了束波功率转换效率的函数表达式,通过采用"罚函数法"求解有约束条件的最优化问题,得到的结果表明:非均匀结构比均匀结构有更高的束波功率转换效率。 Traditional transit-time oscillators such as split-cavity oscillator, three-cavity oscillator (TCO), super-reltron etc., have a common characteristic that the span between foils in the modulating cavity is equal. By varying span from equal to different, we developed a new device called nonuniform three-cavity oscillator (NTCO). Based on the motion of the single electron whose incident phase was ψ0 in standing wave electric field under the small signal condition, the transit-time effect of electron beam in π mode standing wave electric field in the NTCO was investigated, function expression of beam-wave power conversion efficiency was obtained, and the constrained optimization problems were solved through penalty function method. The conclusion is that beam-wave power conversion efficiency of the nonuniform structure is higher than that of the uniform structure.
出处 《强激光与粒子束》 EI CAS CSCD 北大核心 2003年第10期985-988,共4页 High Power Laser and Particle Beams
基金 国家863计划项目资助课题
关键词 非均匀三腔谐振腔 渡越时间效应 小信号 最优化 Electric fields Electron beams Optimization Transit time devices Waves
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参考文献8

  • 1范植开,刘庆想,刘锡三,何琥,周传明.三腔谐振腔渡越时间效应的小信号分析[J].强激光与粒子束,1999,11(4):482-486. 被引量:8
  • 2于爱民 刘庆想 吴勇 等.三腔渡越时间效应高功率微波振荡器L波段实验研究[A]..第四届高功率微波学术研讨会论文集[C].呼和浩特,2000..
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  • 5Marder B M, Clark M C, Bacon L D, et al. The split-cavity oscillator: a high-power e-beam modulator and microwave source[J].IEEE Trans on Plasma Science, 1992, 20(3) : 312--331.
  • 6Lemke R W, Dispersion analysis of symmetric transverse magnetic modes in a split cavity oscillator[J]. J App Phys, 1992, 72 (9) : 4422-4428
  • 7Lemke R W, Clark M C, Marder B M. Theoretical and experimental investigation of a method for increasing the output power of a microwave tube based on the split-cavity oscillator[J]. J App Phys, 1994, 75(10): 5423--5432.
  • 8Lemke R W, Bacon L D, Clark M C. Theoretical investigation of a split cavity oscillator for modulating magnetized, annular, relativistic electron beams[A]. IEEE international conference on plasma science[C]. Williamsburg, 1991.

二级参考文献4

  • 1列别捷夫И·B 成都电讯工程学院(译).超高频电真空器件(上册)[M].北京:人民教育出版社,1960..
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  • 3刘庆想,中国国防科学技术报告,1998年
  • 4成都电讯工程学院(译),超高频电真空器件.上,1960年

共引文献7

同被引文献35

  • 1陈代兵,刘庆想,何琥,苏昶.X波段五腔渡越管振荡器的理论与实验研究[J].强激光与粒子束,2005,17(1):93-98. 被引量:4
  • 2Lemke R W. Dispersion analysis of symmetric transverse magnetic modes in a split cavity oscillator[J]. J App Phys, 1992, 72 (9) : 4422-4428.
  • 3Billen J H, Young L M. User manual of "Poisson SUPERFISH"[M]. Los Alamos national laboratory, 1998.
  • 4Lemke R W, Clark M C, Marder B M. Theoretical and experimental investigation of a method for increasing the output power of a microwave tube based on the split-cavity oscillator[J]. J App Phys, 1994, 75 (10) : 5423-5432.
  • 5Marder B M, Clark M C, Bacon L D, et al. The split-cavity oscillator: a high-power e-beam modulator and microwave source[J]. IEEE Trans on Plasma Science, 1992, 20(3) : 312-331.
  • 6Lemke R W, Bacon L D, Clark M C. Theoretical investigation of a split cavity oscillator for modulating magnetized, annular, relativistic electron beams[A]. IEEE International Conference on Plasma Science[C]. Williamsburg, 1991.
  • 7Lemke R W, Clark M C, Marder B M. Theoretical and experimental investigation of a method for increasing the output power of a microwave tube based on the split-cavity oscillator[J]. J App Phys, 1994, 75 (10): 5423-5432.
  • 8Marder B M, Clark M C, Bacon L D, et al. The split-cavity oscillator: a high-power e-beam modulator and microwave source[J]. IEEE Trans on Plasma Science, 1992, 20(3): 312-331.
  • 9Lemke R W, Bacon L D, Clark M C. Theoretical investigation of a split cavity oscillator for modulating magnetized, annular, relativistic electron beams[A]. IEEE International Conference on Plasma Science[C]. Williamsburg, 1991.
  • 10Lemke R W. Dispersion analysis of symmetric transverse magnetic modes in a split cavity oscillator[J]. J App Phys, 1992, 72 (9): 4422-4428.

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