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材料电导率对混响室场性能影响的仿真研究 被引量:1

Simulation of Field Performance in Reverberation Chamber with Materials of Different Conductivity
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摘要 混响室作为一种经济有效的新型电磁兼容检测设备,近年来倍受人们的关注。在混响室的设计过程中,材料的选择是其中的关键环节之一。通过仿真计算,从电场强度大小和电场均匀性两个方面研究了四种不同电导率材料对混响室场性能的影响。数据结果表明,随着材料电导率的升高,混响室内电场强度的各分量最大值和电场强度平均值均明显提高,并且材料电导率的变化不改变室内电场的分布情况。从电场均匀性方面来看,四种不同电导率材料的混响室,其电场均匀性均满足标准IEC61000-4-21的要求。 In this paper, effects of four materials with different conductivity on field performance of rever- beration chamber including field strength and field uniformity are studied by computer simulation technol- ogy. The results show that with the conductivity of material improving, the maxima of field components and the average field strength are enhanced remarkably. And the material conductivity does not change the distribution of the electric field. From the point of field uniformity, the field uniformity of reverberation chamber with each material can satisfy the requirement of Standard IEC61000-4-21.
出处 《军械工程学院学报》 2009年第6期46-49,共4页 Journal of Ordnance Engineering College
关键词 混响室 材料 电导率 电场强度 电场均匀性 reverberation chamber material conductivity electric field strength electric field uniformity
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同被引文献21

  • 1王卓,高斌,王国栋,沙斐.混响室桨叶夹角对场均匀性影响的仿真及测量[J].中国电子科学研究院学报,2006,1(5):445-449. 被引量:5
  • 2LEROSEY G,ROSNY J. Scattering Cross Section Measurement in Reverberation Chamber[J].IEEE Transactions on Electromagnetic Compatibility,2007,(02):280-284.
  • 3KARLSSON K,CARLSSON J,KILDAL P-S. Reverberation Chamber for Antenna Measurements:Modeling Using Method of Moments,Spectral Domain Techniques,and Asymptote Extraction[J].IEEE Transactions on Antennas and Propagation,2006,(11):3106-3113.doi:10.1109/TAP.2006.883995.
  • 4ORJUBIN G,RICHALOT E,MENGUE S. On the Fem Modal Approach for a Reverberation Chamber Analysis[J].IEEE Transactions on Electromagnetic Compatibility,2007,(01):76-85.
  • 5ZHAO Huapeng,SHEN Zhongxiang. Effcient Modeling of Three-dimensional Reverberation Chambers Using Hybrid Discrete Singular Convolution-method of Moments[J].IEEE Transactions on Antennas and Propagation,2011,(08):2943-2953.
  • 6XIAO Kai,POMMERENKE D J,DREWNIAK J L. A Three-dimensional FDTD Subgridding Algorithm with Separated Temporal and Spatial Interfaces and Related Stability Analysis[J].IEEE Transactions on Antennas and Propagation,2007,(07):1981-1990.
  • 7MOGLIE F. Convergence of the Reverberation Chambers to the Equilibrium Analyzed with the Finite-difference Time-domain Algorithm[J].IEEE Transactions on Electromagnetic Compatibility,2004,(03):469-476.doi:10.1109/TEMC.2004.831904.
  • 8COATES A,SASSE H G,COLEBY D E. Validation of a Three-dimensional Transmission Line Matrix (Tim) Model Implementation of a Mode-stirred Reverberation Chamber[J].IEEE Transactions on Electromagnetic Compatibility,2007,(04):734-744.
  • 9HILL D A. Plane Wave Integral Representation for Fields in Reverberation Chambers[J].IEEE Transactions on Electromagnetic Compatibility,1998,(03):209-217.doi:10.1109/15.709418.
  • 10MENGUE S,RICHALOT E,PICON O. Comparison Between Different Criteria for Evaluating Reverberation Chamber Functioning Using a 3-D FDTD Algorithm[J].IEEE Transactions on Electromagnetic Compatibility,2008,(02):237-245.doi:10.1109/TEMC.2008.921049.

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