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Electromagnetic Bloch oscillation in one-dimensional multiple microcavities composed of metamaterials

Electromagnetic Bloch oscillation in one-dimensional multiple microcavities composed of metamaterials
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摘要 We propose a photonic structure stacked sequentially by one-dimensional photonic crystals and cavities. The whole structure is composed of single-negative and double-negative materials. The optical Wannier-Stark ladder (WSL) can be obtained in a low frequency region by modulating the widths of the cavities in order. We simulate the dynamical behavior of the electromagnetic wave passing through the proposed photonic structure. Due to the dispersive characteristics of the metamaterials, a very narrow WSL can be obtained. The long-period electromagnetic Bloch oscillation is demonstrated theoretically to have a period on a microsecond time scale. We propose a photonic structure stacked sequentially by one-dimensional photonic crystals and cavities. The whole structure is composed of single-negative and double-negative materials. The optical Wannier-Stark ladder (WSL) can be obtained in a low frequency region by modulating the widths of the cavities in order. We simulate the dynamical behavior of the electromagnetic wave passing through the proposed photonic structure. Due to the dispersive characteristics of the metamaterials, a very narrow WSL can be obtained. The long-period electromagnetic Bloch oscillation is demonstrated theoretically to have a period on a microsecond time scale.
出处 《Chinese Physics B》 SCIE EI CAS CSCD 2014年第4期246-250,共5页 中国物理B(英文版)
基金 Project supported by the National Natural Science Foundation of China(Grant Nos.11264029,11264030,and 11304144) the Natural Science Foundationof Jiangxi Province,China(Grant No.20114BAB212005) the Natural Science Foundation of Education Department of Jiangxi Province,China(GrantNo.GJJ12139)
关键词 Bloch oscillation METAMATERIAL Bloch oscillation, metamaterial
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  • 1Zener C 1934 Proc.R.Soc.London A 145 523.
  • 2Bloch F 1928 Z.Phys.A: Hadrons Nucl.52 555.
  • 3Feldmann J,Leo K,Shah J,Miller D A B and Cunningham J E 1992 Phys.Rev.B 46 7252.
  • 4Kavokin A,Malpuech G,Di Carlo A,Lugi P and Rossi F 2000 Phys.Rev.B 61 4413.
  • 5Malpuech G,Kavokin A,Panzarin G and Di Carlo A 2001 Phys.Rev.B 63 035108.
  • 6Agarwal V,del Río J A,Malpuech G,Zamfirescu M,Kavokin A,Coquillat D,Scalbert D,Vladimirova M and Gil B 2004 Phys.Rev.Lett.92 097401.
  • 7Trompeter H,Krolikowski W,Neshev D N,Desyatnikov A S,Sukhorukov A A,Kivshar Y S,Pertsch T,Peschel U and Lederer F 2006 Phys.Rev.Lett.96 053903.
  • 8Davoyan A R,Sukhorukov A A,Shadrivov I V and Kivshar Y S 2009 Phys.Rev.A 79 013820.
  • 9Longhi S 2007 Opt.Lett.32 2647.
  • 10Longhi S 2008 Phys.Rev.Lett.101 193902.

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