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电大尺寸开口腔体电磁散射的子结构法研究 被引量:3

The substructure method for scattering by large open-ended cavities
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摘要 将子结构法与矢量有限元法相结合对无限大接地的三维开口腔体的电磁散射特性进行分析。将原尺寸较大的腔体分解成若干个不重叠的子腔体,在各子腔体内应用矢量有限元法进行分析,在原腔体开口面应用边界积分方程描述。通过求解容量矩阵获得子腔体之间连接边界上的场值,可以快速获得腔体开口面上的场值,极大地减少了存储量和计算量,易于对电大尺寸腔体的电磁散射问题进行分析。数值算例验证了该方法的准确性和高效性。 The Substructure method and edge-based finite element method (EB-FEM) are combined to analyze the electromagnetic scattering of large open-ended cavities. The original large cavity is divided into several non-overlapping subdomains. EB-FEM is applied in each subdomain, and then boundary integral equation is used on the aperture of the original catity. Once the unknown fields on the interfaces between subdomains have been obtained through the capacitance matrix, the unknown fields on the aperture of the original catity can be computed in parallel. In this way, the computational complexity and the storage requirement can be greatly reduced, and the analysis of the EM scattering of large open-ended cavity becomes feasible. The validity and computational efficiency have been verifyed by numerical examples.
出处 《电波科学学报》 EI CSCD 北大核心 2009年第5期914-919,共6页 Chinese Journal of Radio Science
基金 国家自然科学基金资助项目(No.60771039)
关键词 子结构法 矢量有限元方法 开口腔体 电磁散射 substructure method edge-based finite element method open-ended cavities electromagnetic scattering
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  • 1阮颖铮.空腔结构电磁散射分析方法研究[J].电波科学学报,1994,9(1):73-82. 被引量:13
  • 2安翔,吕志清,洪伟,崔铁军,殷晓星.PBSV-DDM在电大尺寸柱体电磁散射中的应用[J].应用科学学报,2005,23(2):122-125. 被引量:5
  • 3安翔,吕志清.基于节点编码的区域分解算法及其在二维散射中的应用[J].微波学报,2005,21(3):12-15. 被引量:2
  • 4P H Pathak,R J Burkholder. Mode, ray and beam techniques for analyzing the EM scattering by open-ended waveguide cavities [J]. IEEE Trans. on AP, 1989, AP-37(5): 635~647.
  • 5P H Pathak,R J Burkholder. High-frequency electromagnetic scattering by open-ended wave-guide cavities [J]. Radio Sci., 1991, 26(1) : 211~218.
  • 6R Lee, T T Chia. Analysis of electromagnetic scattering from a cavity with a complex termination by means of a hybrid ray-FDTD method [J]. IEEE Trans. On AP, 1993, AP-41(11) :1560~1569.
  • 7T T Chia, R J Burkholder, R Lee. The application of FDTD in hybrid methods for cavity scattering analysis [J]. IEEE Trans, on AP, 1995, AP-43(10): 1082~1089.
  • 8H Ling, S W Lee, Ri-chee chou. High frequency RCS of open cavities with rectangular and circular cross section [J]. IEEE Trans., on AP, 1989, AP-37(5): 648~654.
  • 9F Obelleiro, J Luis Rodriguez, R J Burkholder. An iterative physical optics approach for analyzing the electromagnetic scattering by large open-ended cavities [J]. IEEE Trans., on AP, 1995, AP-43(4) : 356~361.
  • 10D Klement, J Preeissner, V Stein. Special problems in applying the physical optics method for backscatter computations of complicated objects [J]. IEEE Trans. on AP, 1988, AP-36 (2):228~273.

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  • 1KHAN S N. Low profile and compact size coplanar UWB antenna working from 2.8GHz to over 40GHz [J]. Microwave and Optical Technology Letters, 2009, 51(2) :408-411.
  • 2KNOTT E F,SHAEFFER J F, TULEY M T. Radar Cross Seetion[M]. MA: Artech House, 1993.
  • 3HU S,CHEN H,LAW C L, SHEN Z. Backscattering cross section of ultrawideband antennas [J]. Antennas Wireless Propag. Lett. , 2007, 6(1) : 70-73.
  • 4LIU Ying, GONG Shuxi, FU Demin. A novel model for analyzing for analyzing the RCS of microstrip antenna [C]//Proc. IEEE Antennas Propag. Soc. Int. Symp. , 2003: 22-27.
  • 5刘英.天线雷达散射截面预估与减缩[D].西安:西安电子科技大学,2004.
  • 6JIN J M. The Finite Element Method in Electromag-netics[C]. 2nd ed. New York: John Wiley SonsInc, 2002.
  • 7LEE J F. Tangential vector finite elements for electro-magnetic field computation[J]. IEEE Transactions onMagnetics, 1991,27(5) : 4032-4035.
  • 8WU J Y,LEE R. The advantages of triangular andtetrahedral edge elements for electromagnetic model-ling with the finite element method[J]. IEEE TransMicrowave Theory Tech,1997,45(9) : 1431-1437.
  • 9Message Passing Interface Forum. MPI: A message-passing interface standard [J]. Journal of Supercom-puter Applications? 1994, 3(4) : 169-414.
  • 10SCHWARZ H A. Gesammelete Mathenraticsche Ab-handlungen[C]. Berlin: Springer, 1890.

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