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含Kerr非线性的一维光子晶体中的类孤子 被引量:5

Solitonlike in Nonlinear Photonic Crystals
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摘要 研究了含Kerr非线性的一维光子晶体中的类孤子。计算了光子晶体中加入Kerr非线性材料后,类孤子和入射光强、Kerr系数以及线性势阱的关系。随着线性势阱的降低,对应于在线性带隙中开始出现类孤子本征模所需要的最小入射强度也降低,即降低了非线性阈值;尽管非线性是产生类孤子的根本原因,但非线性系数对产生类孤子及孤子环中环的影响不如线性势阱高度的影响显著。 Solitonlike in the one-dimensional photonic crystals with Kerr nonlinearity was investigated. The relationship between solitonlike and the incident intensity, Kerr coefficient or linear photonic quantum well was calculated. It was found that with the reduction of linear photonic quantum well, rich and varied solitonlike electromagnetic modes appear in the gap. The lower linear photonic quantum well, the less the incident intensity of the first solitonlike appear. Although nonlinear is the essential reason caused solitonlike , the height of linear photonic quantum well play an important role.
机构地区 南昌大学物理系
出处 《发光学报》 EI CAS CSCD 北大核心 2004年第6期629-632,共4页 Chinese Journal of Luminescence
基金 国家自然科学基金(60268001 60278016) 江西省教育厅(JJ2003 73 19)资助项目
关键词 光子晶体 KERR非线性 类孤子 photonic crystal Kerr nonlinearity solitonlike
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参考文献9

  • 1SIPE J E, BOYD R W. Nonlinear susceptibility of composite optical materials in the Maxwell Garnett model [ J ]. Phys.Rev. A, 1992, 46(3) :1614-1629.
  • 2GEHR R J, BOYD R W. Optical properties of nanostructured optical materials [ J ]. Chem. Mater. , 1996, 8 ( 8 ): 1807-1819.
  • 3CENTINI M, SIBILIA C, SCALORA, et al. Dispersive properties of finite, one-dimensional photonic band gap structures:Applications to nonlinear quadratic interactions [ J ]. Phys. Rev. E, 1999, 60 (4) :4891-4898.
  • 4HAUS J W, VISWANATHAN R, SCLORA M, et al. Enhanced second-harmonic generation in media with a weak periodicity[J]. Phys. Rev. A, 1998, 57(3) :2120-2128.
  • 5FOGEL I S, BENDICKSON J M, TOCCI M D, et al. Spontaneous emission and nonlinear effects in photonic bandgap materials[J]. Pure. Appl. Opt. , 1998, 7(2) :393-407.
  • 6CHEN Wei, MILLS D L. Optical response of nonlinear multiplayer structures: Bilayers and superlattices [ J ]. Phys. Rev.B, 1987, 36(12) :6269-6278.
  • 7LI Qiming, CHAN C T, HO K M, et al. Wave propagation in nonlinear photonic band-gap materials [ J ]. Phys. Rev. B,1996, 53(23): 15577-15585.
  • 8LIDORIKIS E, LI Qiming, SOUKOULIS C M. Wave propagation in nonlinear multiplayer structures [ J]. Phys. Rev. B,1996, 54(15) :10249-10252.
  • 9LIU Nianhua, ZHU Shiyao, CHEN Hong. Localized electromagnetic modes of one-dimensional modulated nonlinear photonic band-gap structure [J]. Phys. Rev. B, 2001, 64(15) :165105-1-10.

同被引文献12

  • 1徐耿钊,张伟华,朱星.奇妙的左手材料[J].物理,2004,33(11):801-808. 被引量:20
  • 2Dowling J P,Bowden C M. Anomalous Index of Refraction in Photonic Bandgap Materials[J].J. Mod. Opt. , 1994.41(2) : 345-351.
  • 3Felbacq D, Guizal B, Zolla F. Ultra-Refraction Phenomena in Bragg Mirrors [J ]. J. Opt. A : Pure Appl. Opt.. 2000,2 (5) : L30- L32.
  • 4Kosaka H, Kawashima T, Tomita A et al. Superprism Phenomena in Photonic Crystals[J]. Phys. Rev. B. , 1998.58 (16):10096- 10099.
  • 5Lin S Y,Hietala V M,Wang L et al. Highly Dispersive Photonie Band-Gap prism[J].Opt. Lett..1996,21(21) :1771-1773.
  • 6Prasad T,Colvin C, Mittleman D et al. Superprism Phenomenon in Three-Dimensional Maeroporous Polymer Photonic Crystals[J].Phys. Rev, B,2003,67(16) :165103-165110.
  • 7Kosaka H, Kawashima T, Tomita A et al. Superprism Phenomena in Photonic crystals: Toward MicroscaIe Lightwave Circuits[J].J. Lightwave Technol. , 1999,17(11 ) : 2032-2038.
  • 8陈慰宗,申影,宋应谦,郑新亮.一维光子晶体的带隙分析[J].光子学报,2001,30(9):1077-1080. 被引量:17
  • 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阿不都热苏力,帕尔哈提.电磁波在周期介质中的传播及二维光子晶体的光子带结构[J].发光学报,2003,24(2):125-129. 被引量:8

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