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减缩时域有限差分法在电磁干扰预测中的应用 被引量:4

Application of reduced finite difference time domain method to the prediction of electromagnetic interference
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摘要 对减缩时域有限差分 (R FDTD)法进行了改进 ,采用传统时域有限差分 (FDTD)法计算导体和源网格处的电场 ,其余网格处的电场采用R FDTD法计算 .细导线附近网格上的磁场也采用传统FDTD法计算 ,这样可以消除直接利用R FDTD法计算时长时间迭代后出现的不稳定性 .用这种改进的R FDTD方法分别对一个在导体壁上开有水平和垂直缝隙的矩形屏蔽外壳的电磁干扰进行了预测 ,得到了屏蔽外壳激励源的输出功率曲线和屏蔽外壳的泄漏功率曲线 。 The reduced finite difference time domain (R-FDTD) method is improved. The electric-field components at the perfect electric conductor (PEC) cells and the source cells are calculated with Yee's FDTD to simplify the computation, and the electric fields of the rest source-free region are modeled with R-FDTD. The magnetic-field components near thin wire are modeled with regular FDTD and the magnetic fields in the other region are computer with R-FDTD. In this way, the numerical instability occurred in the late step of updating magnetic fields near thin wire by original R-FDTD can be efficiently eliminated. Electromagnetic interference from a rectangular shielding enclosure with a horizontal slot and a vertical slot is modeled with the improved R-FDTD, respectively. The curves of delivered power and radiated power through the slots are obtained. The simulated results agree well with the experimental data published in literature.
出处 《东南大学学报(自然科学版)》 EI CAS CSCD 北大核心 2003年第4期392-395,共4页 Journal of Southeast University:Natural Science Edition
基金 武器装备预研基金资助项目 ( 5 14 470 5 0 2 0 3JW0 60 1)
关键词 电磁干扰 预测 时域有限差分 屏蔽外壳 缝隙 Components Electric fields Finite difference method Forecasting Magnetic fields Shielding Time domain analysis
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参考文献6

  • 1George D K, Franco D F, Gregory J O, et al. A memory-efficient formulation of the finite-difference time-domain method for the solution of Maxwell' s equation [ J ]. IEEE Transactionson Microwave Theory and Techniques, 2001, 49(7):1310- 1320.
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同被引文献23

  • 1张子俊,高本庆.柱坐标系下FDTD算法的吸收边界条件[J].微波学报,1995,11(3):170-175. 被引量:7
  • 2吴小倩.基于FDTD的由粗到细网格逐步逼近计算电磁场[J].科技通报,2006,22(5):603-606. 被引量:2
  • 3Namiki T.A new FDTD algorithm based on alternating direction implicit method[J].IEEE Trans.on Microwave Theory and Techniques,1999,47(10):2003-2007
  • 4Zheng F,Chen Z,Zhang J.Toward the development of a three-dimensional unconditionally stable Finite-Difference Time-Domain method[J].IEEE Trans.on Microwave Theory and Techniques,2000,48(9):1950-1958.
  • 5George D K,Franco D F,Gregory J O,et al..A memory-efficient formulation of the Finite-Difference Time-Domain method for the solution of Maxwell equation[J].IEEE Trans.on Microwave Theory and Techniques,2001,49(7):1310-1320.
  • 6Liu Bo,Gao Benqing,Tan Wei,Ren Wu.A new FDTD algorithm ADI/R-FDTD.2002 3rd International Symposium on Electromagnetic Compatibility,Beijing,China,2002:250-253.
  • 7Tsay Wen-Jiunn,Pozar D M.Application of the FDTD technique to periodic problems in scattering and radiation[J].IEEE Microwave and Guided Vave Letters,1993,3(8):250-252.
  • 8Taflove A, Umashankar K, Beker B, Harfoush F, Yee K. Detailed FD-TD analysis of electromagnetic fields penetrating narrow slots and lapped joints in thick conducting screens. IEEE Trans. Antennas Propagat.,1988, 36:247~257.
  • 9Li Min, Ma Kuang-Ping, David M Hockanson, etc.. Numerical and Experimental Corroboration of an FDTD ThinSlot Model for Slots Near Corners of Shielding Enclosures. IEEE Trans. on EMC, 1997, 39(3): 225 ~230.
  • 10Riku M. Makinen. Jaakko S Juntunen, Markku A KivikosKi. An Improved Thin-Wire Model for FDTD. IEEE Trans. On MTT. , 2002, 50 (5).

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