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分形天线——一种新颖的天线小型化技术及其应用 被引量：5

Fractal Antennas——Technique and Applications of a Noval Antenna Miniaturization
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摘要 分形几何具有重要的特性 ,即自相似性和分数维 ,可以成功的应用于天线的设计。本文主要介绍了分形的基本概念 。 Fractal geometry involves important properties:selfsimilarity and spacefilling,which allows us to efficiently design antennas.The paper outlines the basic accept of fractal and introduces the classic fractal antennas and miniaturization principle.
作者 高艳华 张广求
机构地区 解放军信息工程大学
出处 《现代电子技术》 2004年第17期6-8,共3页 Modern Electronics Technique
关键词 分形 分数维 天线 小型化 fractal spacefilling antenna miniaturization
分类号 TN820 [电子电信—信息与通信工程]
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参考文献10

  • 1刘英,龚书喜,傅德民.分形天线的研究进展[J].电波科学学报,2002,17(1):54-58. 被引量：26
  • 2Puente C. Small But Long Koch Fractal Monopole [J]. Electronics Letters, January 1998, 34 (1):9 -10.
  • 3http://www. fractal. com/
  • 4Mandelbrot B B. The Fractal geometry of Nature [M] . New York, Freeman W H, 1983.
  • 5Yang X. Fractal Antenna Elements and Arrays [J].Applied Microwave and Wireless, 1999,11 (5).
  • 6Cohen N. Fractal Antennas Part 1: Introduction and the Fractal Quad [J] . Communications Quarterly,Summer 1995: 7-22.
  • 7Cohen N. Fractal Antennas Part 2: A Discussion of Relevant, but Disparate Qualities [ J ].Communications Quarterly, Summer 1996:53-66.
  • 8Cohen N. Fractal Antenna Application in Wireless Telecommunications [A] . Professional Programm Proceedings, Electronics Industries Forum of New England, May 1997: 43-49.
  • 9John Gianvittorio P, Yahya Rahmat -Samii. Fractal Antenna: A Novel Antenna Miniaturization Technique and Applications. IEEE Antenna's and Propagation Magzine, Vol 44, No. 1, February 2002.
  • 10Werner D, Haupt R, Werner P. Fractal Antenna Engineering: The Theory and Design of Fractal Antenna Arrays and Propagation. IEEE, Tran.,Vol. 41, Issue: 5, October 1999: 37-59.

二级参考文献42

  • 1[34]Liang Xu,et al.. Fractal linear arrays[J]. Chinese Physics Letters,1998,15(2):140～142.
  • 2[35]D.H.Werner,et al.. The generation of sum and difference patterns using fractal subarrays[J]. Microwave and Optical Technology Letters,July 1999,22(1):54～57.
  • 3[36]Burke.G.J.et al..NumericalElectromagnetic code(NEC)-method of moments[R]. Technical document, NOSC TD116,LawrenceLivemoreLaboratory,1981.
  • 4[37]Richard E.Hogdes,et al.. An iterative current-based hybrid method for complex structures[J]. IEEE Trans. Antennas Propag. 1997, 45(2):265～276.
  • 5[38]Carles Puente Baliarda,et al.. An iterative model for fractal antenna: application to the Sierpinski gasket antenna[J]. IEEE Trans. Antennas Propag. 2000, 48(5): 713～719.
  • 6[39]C.Borja,et al.. Iterative network model to predict the behaviour of a Sierpinski fractal network[J]. Electronics Letters, July 23,1998,34(15):1443～1445.
  • 7[40]R.V.HaraPrasad,et al.. Microstrip fractal patch antenna for multi-band communication[J].Electronics Lett.,2000 36(14): 1179～1180.
  • 8[41]C.Borja,et al.. High directivity fractal boundary microstrip patch antenna[J]. Electronics Letters, 2000 36(9),:778～779.
  • 9[42]http://www.fractenna.com/
  • 10[1]B.B.Mandelbrot. The fractal geometry of nature[M]. New York, W.H.Freeman, 1983.

共引文献25

同被引文献31

引证文献5

二级引证文献3

现代电子技术
2004年 第17期

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