期刊文献+

大型波导缝隙阵与天线罩的一体化高效精确分析 被引量:2

Efficient and accurate analysis of large slotted-waveguide antenna arrays with radome
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摘要 针对带罩大型波导缝隙阵的辐射特性分析,基于并行区域分解合元极算法,提出一种多区域的精确高效算法.将每根波导缝隙天线以及天线罩实体目标作为一个有限元计算区域,各区域之间通过基于各区域表面的边界积分方程进行耦合,并于天线罩内部应用区域分解技术来降低计算资源实现高效计算.与传统单区域合元极的数值结果比较验证了该多区域方法的精确高效性,还计算分析了带罩大型波导缝隙阵的频域辐射特性. An teristic analysis of position algorithm accurate and efficient multi-domain analysis approach is presented for radiation charac- radome-enclosed large slotted-waveguide antenna arrays based on parallel domain decom- (DDA) finite element-boundary integral-multilevel fast multipole algorithm (FE-BI- MLFMA). Each slotted-waveguide antenna and the radome are taken as sub-domains by employing the fi- nite element method(FEM) based on the regional entities, and the sub-domains communicate through the boundary integral (BI) equation. In the radome FEM domain, the DDA can be applied to the FE-BI- MLFMA to greatly reduce the computation resource and achieve high efficiency. The comparisons of the numerical results method has good with the conventional single-domain FE-BI-MLFMA demonstrate that the multi-domain accuracy and high e slotted-waveguide antenna arrays wit Keywords waveguide ant fficiency. The frequency-domain radiation characteristics of the large h radome are calculated and studied.
出处 《电波科学学报》 EI CSCD 北大核心 2016年第4期749-754,共6页 Chinese Journal of Radio Science
基金 国家自然科学基金(No.61371002) 111引智计划(B14010)
关键词 合元极 多区域 区域分解 波导缝隙阵 天线罩 FE-BI-MLFMA multi-domain domain decomposition algorithm (DDA) slotted enna array radome
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参考文献12

  • 1GORDON R K, MITTRA R. Finite element analysis of axisymmetric radomes[J]. IEEE transactions on antennas and propagation, 1993, 41(7): 975-981.
  • 2ARVAS E, PONNAPALLI S. Radar cross section of a small radome of arbitrary shape[J]. IEEE transac- tions on antennas and propagation, 1989, 37(5) : 655- 658.
  • 3GAO X J, FELSEN L B. Complex ray analysis of beam transmission through two-dimensinal radomes [J]. IEEE transactions on antennas and propagation, 1985,33(9) : 963-975.
  • 4SHIFFLETT J A. CADDRAD: a physical optics ra- dar/radome analysis code for arbitrary 3D geometries [J]. IEEE transactions on antennas and propagation, 1997, 39(6) :73-79.
  • 5ZHAOWJ, GANYB, WANGCF, et al. Coupled IE-PO method for analysis of antenna radiation pat- terns in the presence of a large 3D radome[C]//IEEE Antennas & Propagation Society International Sympo- sium. 2004: 695-698.
  • 6郭景丽,李建瀛,刘其中.任意形状天线罩的快速分析[J].电波科学学报,2006,21(2):189-193. 被引量:8
  • 7张强,曹伟.基于曲面口径积分/几何光学的天线罩混合分析[J].电波科学学报,2003,18(4):418-422. 被引量:8
  • 8SHENG X Q, JIN J M, SONG J M, et al. On the formulation of hybrid finite-element and boundary-in- tegral method for 3D scattering[J]. IEEE transactions on antennas and propagation, 1998, 46(3): 303-311.
  • 9VOUVAKIS M N, ZHAO K, SEO S M, et al. A do- main decomposition approach for non-conformal cou- plings between finite and boundary elements for un bounded electromagnetic problems in R3 [J]. Journal of computational physics, 2007, 225(1): 975-994.
  • 10YANG M L, GAO H W, SHENG X Q. Parallel do- main-decomposition-based algorithm of hybrid FE-BI- MLFMA method for 3-D scattering by large inhomo- geneous objects [J]. IEEE transactions on antennas and propagation, 2013, 61(9): 4675-4684.

二级参考文献25

  • 1胡俊,聂在平,王军,邹光先,胡颉.三维电大目标散射求解的多层快速多极子方法[J].电波科学学报,2004,19(5):509-514. 被引量:75
  • 2Dennis J Kozakoff. Analysis of radome enclosed antennas[M]. Boston. London , Artech House 1997.
  • 3J A Stratton. Electromagnetic Theory[M]. 1944.
  • 4TavisM. A three-dimensional ray tracing method for calculation of radome boresight error and antenna pattern distortion [R]. Aerospace Corporation:TOR0059(56860) ,ad729811, May 1971.
  • 5Deschamps, G A. Ray technique in electromagnetic[J]. proc. IEEE. September 1972, 60 (9) :1021~1035.
  • 6Isael M I . A reference plane method for antenna radome analysis[J]. Georgia institute of technology, Atlanta , proc. 15th symposium On electromagnetic windows. GA 1980: 34~39.
  • 7D T Paris, Digital computer analysis of aperture antennas[J]. IEEE Trans. AP. 1968,16 (3):262~264.
  • 8Wu D C et al .. Application of plan wave spectrum representation to the radome design[J]. IEEE Trans.AP. , 1974,22(3):497~500.
  • 9Kazimierz Siwiak. Boresight errors induced by missile radomes[J]. IEEE Trans. AP. , 1979, 27(6) :832~841.
  • 10James A Shifflett. CADDRAD: A physical optics radar/radome analysis code for arbitrary 3D geometries[J]. IEEE AP. Magazine, 1997, 39(6 ):73~79.

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