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Analytical Solution in the Gaussian Form of the Single Beam Propagating in the Strong Nonlocal Media(PDF)

《南京师大学报(自然科学版)》[ISSN:1001-4616/CN:32-1239/N]

Issue:
2009年03期
Page:
47-50
Research Field:
物理学
Publishing date:

Info

Title:
Analytical Solution in the Gaussian Form of the Single Beam Propagating in the Strong Nonlocal Media
Author(s):
Zhang Xiaping
Department of Physics,Nanjing Xiaozhuang University,Nanjing 210017,China
Keywords:
optica l so litons strong nonlocalm edia non linear
PACS:
O437
DOI:
-
Abstract:
W e discussed that the single optical beam propagates in the non loca l non linearm ed ia, wh ich is governed by the non linear Schr-d ing er equa tion ( NNLSE). A new approx iam a te linear mode l for the NNLSE is presented fo r the strong non lo ca lm edia w ith the spa tia lly symm etr ica l real response func tions by use o f Tay lor expansion. An exact ana ly tica l solu tion w ith the sing leG aussian form is obta ined.

References:

[ 1] 郭旗, 张霞萍. 基于强非局域空间光孤子特性的光子开关和光子逻辑门[ J]. 物理学报, 2006, 55( 4): 1 832-1 839.
[ 2] K ro likow skiW, Bang O, Rasm ussen J J, et a.l Modu lational instab ility in nonlocal nonlinearK errm edia[ J]. Phys Rev E,
2001, 64( 1): 016612.
[ 3] SnyderA W, M itche ll D J. Accessib le so liton[ J] . Science, 1997, 276: 1 538-1 541.
[ 4] M itcher D J, SnyderA W. So liton dynam ics in a nonlocal med ium [ J]. J Opt So cAm B, 1999, 16( 2): 236-239.
[ 5] A ssanto G, Pecc iantiM, Conti C. Nem aticons: optical spatial solitons in nema tic liqu id crystals[ J]. Opt Pho ton ics New s,
2003, 14( 2): 45-48.
[ 6] Con ti C, Pecc iantiM, Assanto G. Route to non lo ca lity and observa tion o f accessib le so litons[ J] . Phys Rew Le tt, 2003, 91
( 7): 073901.
[ 7] 张霞萍. 郭旗强非局域非线性介质中光束传输的厄米高斯解[ J]. 物理学报, 2005, 54( 7): 3 178-3 182.
[ 8] H uW, Ouyang S G, Yang P B, et a.l Short- rang e in terac tion betw een non loca l m ed ia [ J]. Phy s Rev A, 2008, 77 ( 3):
033842.
[ 9] Guo Q, Luo B, Y i F H, et a.l Large phase shift o f nonlocal op tica l spatial so litons[ J]. Phy s Rev E, 2004, 69 ( 2):
016602.
[ 10] Ouyang S G, Guo Q. ( 1+ 2) - d im ensiona l strong ly nonlocal so litons[ J] . Phy s Rev A, 2007, 76( 5): 053833.

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Last Update: 2013-04-23