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多间隙耦合腔电子电导与模式稳定性
引用本文:黄传禄,丁耀根,王勇,谢兴娟.多间隙耦合腔电子电导与模式稳定性[J].强激光与粒子束,2012,24(1):133-138.
作者姓名:黄传禄  丁耀根  王勇  谢兴娟
作者单位:1.中国科学院 电子学研究所, 高功率微波源与技术重点实验室, 北京 1 001 90;
基金项目:国家自然科学基金项目(60971073)
摘    要:根据空间电荷波小信号基础理论,建立了多间隙耦合腔中单个间隙电子电导的计算模型与模式稳定性分析模型。以3间隙耦合腔为例,推导出了各个间隙电子电导的计算公式。通过理论计算与仿真模拟,研究了3间隙耦合腔中各个模式的电子电导特性,并进行了间隙中注波互作用研究与模式稳定性分析。模型计算发现:各个间隙不同模式的电子电导不同,第3间隙内电子电导受注电压及间隙距离影响最大,对整个间隙内的注波互作用及电路稳定性的影响也最大。该模型还可以用于分布作用速调管注波互作用的计算模拟。

关 键 词:速调管    多间隙耦合腔    注波互作用    电子电导    稳定性分析
收稿时间:2011/5/15

Electron conductance and mode stability in multi-gap coupled cavity
Huang Chuanlu,Ding Yaogen,Wang Yong,Xie Xingjuan.Electron conductance and mode stability in multi-gap coupled cavity[J].High Power Laser and Particle Beams,2012,24(1):133-138.
Authors:Huang Chuanlu  Ding Yaogen  Wang Yong  Xie Xingjuan
Institution:1.Key Laboratory of High Power Microwave Sources and Technologies,Institute of Electronics,Chinese Academy of Sciences,Beijing 100190,China;2.Graduate University of Chinese Academy of Sciences,Beijing 100139,China
Abstract:Based on the space-charge wave small signal theory, an electron conductance model of each gap in the multi-gap coupled cavity, a model for mode stability analysis, was presented. The formulas of each gap’s electron conductance in a three-gap coupled cavity were derived as an example. Through the theoretical and simulative method, the beam-loading of different cavity electric field modes was studied, and the beam-wave interaction and mode stability in the coupled cavity were analyzed. The calculation and analysis show that the electron conductances in different cavity gaps and gap field modes are clearly distinct. Compared with the electron conductances in the first and second gaps, the electron conductance in the third gap greatly depends on the beam voltage and gap distance, and therefore it has a principal effect on the beam-wave interaction in the cavity gap and the mode stability. In addition, the model can be used in the beam-wave interaction simulation of extended interaction klystron.
Keywords:klystron  multi-gap coupled cavity  beam-wave interaction  electron conductance  stability analysis
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