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混响室条件下环境场强测量位置选取准则 被引量:1

Investigation of selection criteria of environmental E-field intensity measurement position in reverberation chamber
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摘要 针对在混响室条件下进行辐射敏感度测试时电磁环境场强难以度量的问题,分析了混响室内电场强度的统计特性,理论推导了有损混响室内场强空间相关系数表达式,并通过仿真分析验证了表达式的正确性。根据表达式得出有损混响室内相对距离大于半波长的两点间场强相互独立的结论,并由此推断出,混响室内环境场强测试位置与受试设备(EUT)距离应大于0.5倍波长,且应以此作为测量位置选取准则。采用仿真计算与实验验证相结合的方法分析了相对误差随测试点与EUT间相对距离的变化规律,对该准则进行了验证,结果表明,当测试点与EUT相对距离大于0.5时,相对误差能够保证在±1.5dB以内,可应用于实际混响室环境场强测试。 In order to solve the problem that the environment E-field intensity is difficult to measure when the radiation susceptibility test is carried out in the reverberation chamber,this article analyzes the statistical characteristics of E-field intensity in reverberation chamber,theoretically derives the representation of E-field's spatial correlation function in lossy reverberation chamber,then verifies the correctness of the representation by simulation analysis.From the representation,we can draw the conclusion that in lossy reverberation chamber the E-fields at two points whose distance is greater than half-wavelength are mutually independent.Therefore in E-field intensity measurement in reverberation chamber,the distance between measurement position and EUT should be greater than 0.5λ,which can be taken as a selection criterion.Finally,the method of combining numerical calculation with experimental verification is adopted to analyze the relationship between relative error and relative distance,and the criteria is verified.The relative error of distribution parameter(σ)at different relative distances is simulated and analyzed.It is concluded that the relative error can be decreased to±1.5 dB as long as the relative distance is more than 0.5,which can be applied to the actual environment E-field intensity test in reverberation chamber.
出处 《强激光与粒子束》 EI CAS CSCD 北大核心 2017年第12期33-38,共6页 High Power Laser and Particle Beams
基金 国家自然科学基金项目(61372040)
关键词 混响室 相关系数 环境场强 reverberation chamber correlation function environmental E-field intensity
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  • 1陈海林,陈彬,李正东,易韵,陆峰.不同电磁脉冲作用下地面有限长电缆外导体感应电流的数值计算[J].强激光与粒子束,2004,16(10):1286-1290. 被引量:21
  • 2袁智勇,何金良,曾嵘,陈水明.电磁兼容试验中的混响室技术[J].高电压技术,2005,31(3):56-57. 被引量:25
  • 3徐加征,蒋全兴,王巍.直接电流注入在电磁兼容中的频率应用范围[J].电波科学学报,2006,21(4):488-491. 被引量:16
  • 4Hill D A. Plane-wave integral representation for [ields in reverberation chambers[J]. IEEE Trans on Electromagnetic Compatibility, 1998, 40(3) :209-227.
  • 5Hill D A, Ladbur J M. Spatial-correlation functions of fields and energy density in a reverberation chamber[J]. IEEE Trans on Electromag- netic Compatibility, 2002, 44(1) = 95-101.
  • 6Junqua I, Parmantier J P, Degauque P. Coupling on cables in an electrically large cavity; a theoretical approach[C]//20th International Zur- ich Symposium on Electromagnetic Compatibility. 2009:89-92.
  • 7Bai Lizhou, Wang Lin, Wang Baikuan, et al. Reverberation chamber modeling using FDTD~C]//IEEE International Symposium on Electro magnetic Compatibility. 1999 : 7-11.
  • 8Carlberg U, Kildal P S, Kishk A A. Fast numerical model of reverberation chambers with metal stirrers using moment method and cavity Green's function calculated by Ewald summation[C]//Antennas and Propagation Society International Symposium. 2006:2827-2830.
  • 9Orjubin G, Riehalot E, Mengue S, et al. On the FEM modal approach for a reverberation chamber analysisEJ~. IEEE Trans on Electromag netic Compatibility, 2007, 49 (1) : 76-85.
  • 10Hill D A. Electromagnetic fields in cavities: deterministic and statistical theorie[M]. New Jersey: John Wiley and Sons, 2009:75-148.

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