期刊文献+

一维光子晶体中电磁场传播规律的转移矩阵理论

Theory of Transfer Matrix on Propagation of Electromagnetic Field in One-dimensional Photonic Crystal
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摘要 采用Maxwell电磁场理论,推导了电磁场在各向同性均匀介质中传播的波动方程,利用转移矩阵方法得到了周期性光子晶体介质中的电磁场传输特性,计算了电磁场在一维光子晶体中的透射率和反射率,为计算和分析究一维光子晶体的传输特性提供了依据. The propagation equation of electromagnetic field in the isotropic homogeneous medium by Maxwell electromagnetic field theory. The properties of the propagation of electromagnetic field in periodic photonic crystal are obtained through transfer matrix method. The transmissivity and reflectivity of the electromagnetic field by one-dimensional photonic crystal are calculated. This work provides the basis for calculating and analyzing the propagation property of one-dimensional photonic crystal.
作者 杨付龙
出处 《宁夏师范学院学报》 2015年第3期40-45,共6页 Journal of Ningxia Normal University
基金 宁夏师范学院校级科研项目(NXSFZD1513 NXSFYB1537)
关键词 光子晶体 传输矩阵 透射率 反射率 Photonic crystal Transfer matrix Transmisivity Reflectivity
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参考文献4

  • 1Yablonovich E. Inhibited spontaneous emission in solid state physics and lectonics[ J]. Phys. Rev. Lett. , 1987, 58(20) :2059-2061.
  • 2John S. Strong location of photons in certain disorder di- electric super-lattices [ J ]. Phys. Rev. Lett. , 1987,58(23):2486—2489.
  • 3刘碧蕊.含负折射率材料光子晶体耦合腔的传输特性[J].宁夏大学学报(自然科学版),2010,31(3):231-234. 被引量:2
  • 4Liu Nianhua, Zhu Shiyao, Chen Hong, et al. Superluminal pulse propagation though one-demensional photonic crystals with a dispersive defect [ J ]. Phys. Rev. E., 2002,65 (4) :046607.

二级参考文献17

  • 1EROKHIN S G,LISYANSKY A A,MERZLIKIN A M,et al.Photonic crystals built on contrast in attenuation[J].Physical Review B,2008,77(23):233102-1-4.
  • 2JAGGARD A D,JAGGARD D L.Cantor ring diffractions[J].Optics Communication,1998,158(3):141-148.
  • 3LUNA-ACOSTA G A,IZRAILEV F M,MAKAROV N M,et al.One dimensional Kronig-Penney model with positional disorder:theory versus experiment[J].Physical Review B,2009,80(11):115112-1-8.
  • 4PENDRY J B.Negative refractive[J].Contemporary Physics,2004,45(3):191-202.
  • 5HSUEH W J,CHEN C T,CHEN C H.Omnidirectional band gap in Fibonacci photonic crystals with metamaterials using a band-edge formalism[J].Physical Review A,2008,78(1):013836-1-6.
  • 6ZHUKOVSKY S V,LAVRINENKO A V.Spectral self-similarity in fractal one-dimensional photonic structures[J].Photonics and Nanostructures,2005,3(2):129-133.
  • 7BERTOLOTTI M,MASCIULLI P,SIBILIA C,et al.Spectral transmission properties of a self-similar optical Fabry-Perot resonater[J].Optics Letters,1994,19(11):777-779.
  • 8MONSORIU J A,ZAPATA C J,SILVESTRE E,et al.Cantor-like fractal photonic crystal waveguides[J].Optics Communication,2005,252(1):46-51.
  • 9LAVINENDO A V,ZHUKOVSKY S V.Propagation of classical waves in non-periodic media:scaling properties of an optical Cantor filter[J].Physical Review E,2002,65(3):036621-1-7.
  • 10XIAO Zhiyin,WANG Zhihua.Super narrow band pass filter using fractal Cantor structures[J].International Journal of Infrared and Millimeter Waves,2004,25(9):1315-1323.

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