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X波段波导端头裂缝的数值分析 被引量:1

Numerical Analysis of X Band Slot in the End Wall of Waveguide
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摘要 用矩量法(MOM)导出求解X波段波导端头裂缝口面等效磁流的公式。在此基础上,计算波导不同频率下的反射系数和驻波系数等参数。给出了BJ-100波导端头裂缝口参数的计算结果,据此讨论了裂缝长度、宽度、厚度与谐振频率的关系。另外检验了圆头与方头裂缝的等效性,并给出了波导端头裂缝谐振频率的近似设计公式。分析结果表明,该算法简单,计算结果与测试值吻合较好。 The equation to calculate the equivalent magnetic current of X band slot in the end wall of waveguide by moment of method (MOM) was derived in this paper. And the parameters such as reflection coefficient and standing wave coefficient were computed based on the method. The numerical computation results of the parameters for BJ-100 wave.guide slot were given. The relationships between the length, width and thickness of the slot and resonant frequency were discussed based on the calculation, The equivalent of the rectangular slot and circular slot was proved, and the approximate formula about the resonant frequency was presented. The analysis results showed that this method was simple, which computation result was similar with the measurement.
出处 《上海航天》 北大核心 2006年第6期37-40,45,共5页 Aerospace Shanghai
关键词 波导裂缝 矩量法 等效磁流 驻波系数 谐振频率 Waveguide slot Moment of method Equivalent magnetic current Standing wave coefficient Resonant frequency
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参考文献6

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二级参考文献7

  • 1张贞卓,王湖主,陈抗生.一种新型矩形波导裂缝天线的分析与设计[J].微波学报,1996,12(1):42-49. 被引量:10
  • 2任济时 吴善伟.伽略金法分析矩形波导缝隙天线耦合特性[J].北京航空学院学报,1983,9(1):75-96.
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共引文献10

同被引文献7

  • 1张贞卓,王湖主,陈抗生.一种新型矩形波导裂缝天线的分析与设计[J].微波学报,1996,12(1):42-49. 被引量:10
  • 2任济时 吕善伟.伽略金法分析矩形波导缝隙天线的耦合特性[J].北京航空学院学报,1983,(1):75-86.
  • 3LYON R W,SANGSTER A J.Efficient moment method analysis of radiating slots in a thick-walled rectangular waveguide[J].IEE Proc.Pt H,1981,128(4):197-205.
  • 4TAI C T.Dyadic green functions in electromagnetic theory[M].New York:IEEE Press,1994.
  • 5SAMII Y R.On the question of computation of the dyadic green,s function at the source region in waveguides and cativies[J].IEEE Trans.Microwave Theory and Technologys,1975,MTT-23:762-765.
  • 6李建瀛,梁昌洪.波导端头裂缝的矩量法分析[J].西安电子科技大学学报,1999,26(1):67-70. 被引量:3
  • 7李建瀛,梁昌洪.两个波导端头裂缝的互耦分析[J].西安电子科技大学学报,1999,26(2):201-205. 被引量:1

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