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Airy光束在Kerr介质中的传输特性 被引量:3

Propagation properties of Airy beams in Kerr medium
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摘要 通过对非线性薛定谔方程的研究,得出Airy光束在Kerr介质中的崩塌功率及有效束宽演化的解析表达式。经过数值计算发现,Airy光束在聚焦的Kerr介质中,其主瓣在开始传播时始终是会聚的;当输入功率小于临界崩塌功率时,Airy光束主瓣的中心部分出现局部崩塌。在不同的Kerr介质中,Airy光束的形状和传输轨道均能保持不变,如同在自由空间中传播,但光场大小的分布,随着不同的Kerr介质会发生改变:在Kerr的聚焦介质中,光场向中心聚焦;而在散焦的Kerr介质中,光场会发散。 The effects of Kerr nonlinearity on Airy beams are investigated using the nonlinear Schrdinger equation.Based on the method of moments,the evolution of effective beam width is analytically obtained as well as the collapse power for Airy beams propagating in Kerr medium.Numerical simulations indicate that central parts of the major lobe of Airy beams give rise to initially radial compression during propagation even though the root-mean-square beam width broadens.Partial collapse of the central parts will appear for input power below the threshold for a global collapse.The field distributions of Airy beams are different during propagation in different media while the profiles and trajectories of the beams still remain invariant.In focused Kerr medium,the field of Airy beams is focused on center.In disfocused Kerr medium,it is dispersed.
作者 郑红平
出处 《强激光与粒子束》 EI CAS CSCD 北大核心 2012年第1期65-68,共4页 High Power Laser and Particle Beams
基金 浙江省教育厅基金项目 国家高技术发展计划项目
关键词 Airy光束 KERR介质 非线性薛定谔方程 崩塌功率 Airy beams Kerr medium nonlinear Schrdinger equation collapse power
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参考文献16

  • 1Berry M V, Balazs N L. Nonspreading wave packets[J].Am J Phys, 1979,47(3): 264-267.
  • 2Siviloglou G A, Brokly J, Dogariu A, et al. Observation of accelerating Airy beams[J].Phys Rev Lett, 2007, 99(21): 213901.
  • 3Siviloglou C- A, Christodoulides D N. Accelerating finite energy Airy beams[J]. Opt Left, 2007, 32(8):979-981.
  • 4Siviloglou C- A, Broky J, Dogariu A, et al. Ballistic dynamics of Airy beams[J]. Opt Lett, 2007, 33(3) : 207-209.
  • 5Cottrell D M, Davis J A, Hazard T M. Direct generation of accelerating Airy beams using a 3/2 phase-only pattern[J]. Opt Lett, 2009, 34 (17): 2634-2636.
  • 6Bandres M A, Gutierrez-Vega J C. Airy-Gauss beams and their transformation by paraxial optical systems[J]. Opt Express, 2007, 15(25) : 167]9-16728.
  • 7Broky J. Siviloglou G A, Dogariu A, et al. Self-healing properties of optical Airy beams[J]. Opt E.rpress, 2008, 16(17) : 12880-12891.
  • 8Baumgartl J, Mazilu M, Dholakia K. Optically mediated particle clearing using Airy wavepackets[J].Nature Photon, 2008, 2(30): 675- 678.
  • 9Novitsky A V, Novitsky D V. Nnnparaxial Airy beams: role of evanescent waves[J]. Opt Lett, 2009, 34(21) : 3430-3432.
  • 10Dolev l, Ellenbogen T, Arie A. Switching the acceleration direction of Airy beams by a nonlinear optical process[J]. Opt Lett, 2010, 35 (10): 1581-1583.

同被引文献32

  • 1季小玲,吕百达.聚焦贝塞尔-高斯光束的焦开关效应[J].强激光与粒子束,2005,17(3):347-350. 被引量:7
  • 2庄飞,沈建其,叶军.调控电磁感应透明气体折射率实现可控光子带隙结构[J].物理学报,2007,56(1):541-545. 被引量:9
  • 3SIVILOGLOU G A, BROKY J, DOGARIU A, et al. Observa- tion of accelerating Airy beams[J]. Physical Review Letters, 2007, 99(21 ) : 213901.
  • 4JIA S, LEE J, FLEISCHER J W, et al. Diffusion-trapped Airy beams in photorefractive media[J]. Physical Review Letters, 2010, 104(25 ) : 253904.
  • 5BROKY J, SIVILOGLOU G A, DOGARIU A, et al. Self-heal- ing properties of optical Airy beams[J]. Optics Express, 2008, 16(17) : 12880-12891.
  • 6CHEN R P, YIN C F, CHU X X, et al. Effect of Kerr nonlin- earity on an Airy beam[J]. Physical Review A, 2010,82 (4) : 043832.
  • 7PANAGIOTOPOULOS P, ABDOLLAHPOUR D, LOTH A, et al. Nonlinear propagation dynamics of finite-energy Airy beams[J]. Physical Review A, 2012,86( 1 ) : 013842.
  • 8王奇,薛秉章,蔡英时.非对称型Kerr类介质膜漏波导中的非线性导波[J].物理学报,1988,37(5):760-768.
  • 9PAPAZOGLOU D G, EFREMIDIS N K, CHRISTODOULIDES D N, et al. Observation of abruptly autofocusing waves [J]. Optics Letters,2011,36( 10): 1842-1844.
  • 10BERRY M V, BALAZSN L. Nonspreading wave packets [J]. Am J Phys, 1979,47(3 ) : 264-267.

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