期刊文献+

正负材料三分Cantor序列光子晶体的传输特性

Transmission Properties in Triadic Cantor Photonic Crystals Stacked with Positive and Negative Index Materials
下载PDF
导出
摘要 利用传输矩阵法研究了由正、负两种折射率材料按分形三分Cantor序列,交替构成的一维光子晶体的传输特性.数值结果表明,这种新结构的光子晶体的传输谱,类似于普通正折射率的光子晶体,也展现出了较明显的自相似性;其传输谱禁带内新产生的共振峰数目及原有共振峰的分裂数目也呈现出特定的规律性. The transmission properties in fractal triadic Cantor multi-layers stacked with positive and negative refraction index materials alternately are discussed by means of transfer matrix method. Numerical calculation shows that the transmission properties of the new photonic crystals exhibit apparent self-similar pattern, similar to the common Cantor multi-layers stacked with two kinds of positive refraction index materials, But the number of components in splitting and newly appearing in the forbidden gap exhibit certain regularlzation.
作者 刘碧蕊 樊荣
出处 《宁夏师范学院学报》 2007年第6期36-40,共5页 Journal of Ningxia Normal University
关键词 光子晶体 负折射率 三分Cantor序列结构 Photonic crystals Negative refraction index Triadic Cantor multi-layer
  • 相关文献

参考文献10

  • 1[1]E.L.Albuquerquea,M.G.Cottamb.Theory of elementary excitations in quasi-periodic structures[J].Phys.Rep.,2003,376 (425):225-337.
  • 2[2]M.Kohmoto,B.Sutherland,K.Iguchi.Localization in optics:Quasi-periodic Media[J].Phys.Rev.Lett.,1987,58(23):2436-2438.
  • 3[3]T.Hattori,N.Tsurumachi,S.Kawata,et al.Photonic dispersion relation in a one-dimensional quasi-crystal[J].Phys.Rev.B,1994,50(6):4220-4223.
  • 4[4]K.Kono,S.Nakada.:Resonant transmission and velocity renormalization of third sound in one-dimensionalrandom lattices[J].Phys.Rev.Lett,1992,69(8):1185-1188.
  • 5[5]J.M.Luck.Cantor spectra and scaling of gap widths in deterministic aperiodic systems[J].Phys.Rev.B,1989,39(9):5834-5849.
  • 6[6]L.Dwight,Jaggard,Sun Xiaoguang.Reflection from fractal multi-layers[J].Optics Letters,1990,15(24):1428-1430.
  • 7[7]M.Bertolotti,P.Masciulli,C.Sibilia.Spectral transmission properties of a self-similar optical Fabry-Perotresonator[J].Optics Letters,1994,19(11):777-779.
  • 8[8]A.V.Lavinenko,S.V.Zhukovsky,et al.Propagation of classical waves in non-periodic media:Scaling propertiesof an optical Cantor filter[J].Phys.Rev.E,2002,65(3):036621,1-8.
  • 9王辉,李永平.用特征矩阵法计算光子晶体的带隙结构[J].物理学报,2001,50(11):2172-2178. 被引量:267
  • 10刘碧蕊,伏振兴,张培琨.基于Cantor结构的一维光子晶体耦合腔的光学特性[J].光学仪器,2007,29(4):32-36. 被引量:3

二级参考文献13

  • 1顾培夫,厉以宇,李明宇,黄弼勤,艾曼灵,刘旭.光子晶体中的能带结构及其光的传播[J].光学仪器,2005,27(3):55-59. 被引量:6
  • 2Jaggard D L,Sun X G.Reflection from fractal multilayers[J].Optics Letters,1990,15(24):1428-1430.
  • 3Jaggard A D,Jaggard D L.Cantor ring diffractions[J].Opt Comm,1998,158(3):141-148.
  • 4Bertolotti M,Masciulli P,Sibilia C.Spectral transmission properties of a self-similar optical Fabry-Perot resonater[J].Optics Letters,1994,19(11):777-779.
  • 5Monsoriu J A,Zapata C J,Silvestre E,et al..Cantor-like fractal photonic crystal waveguides[J].Opt Comm,2005,252(1):46-51.
  • 6Lavinenko A V,Zhukovsky S V,et al..Propagation of classical waves in non-periodic media:Scaling properties of an optical Cantor filter[J].Phys Rev E,2002,65(3):036621-1-7.
  • 7Xiao Z Y,Wang Z H.Super narrow band pass filter using fractal Cantor structures[J].International Journal of Infrared and Millimeter Waves.2004,25(9):1315-1323.
  • 8Liu N H,Zhu S Y,Chen H,et al..Superluminal pulse propagation through one-dimensional photonic crystals with a dispersive defect[J].Phys Rev E.2002,65(4):046607-1-8.
  • 9Yablonovich E.Inhibited spontaneous emission in solid state physics and electronics[J].Phys Rev Lett.,1987,58(20):2059-2061.
  • 10John S.Strong location of photons in certain disorder dielectric super-lattices[J].Phys Rev Lett.,1987,58(23):2486-2489.

共引文献268

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部