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五阶克尔非线性光纤放大器中光脉冲的传输特性 被引量:4

Impact of Fifth-order Non-Kerr Effect on the Evolution of Optical Pulses in the Fiber Amplifier
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摘要 以变系数高阶非线性薛定谔方程为理论模型,对光脉冲在具有五阶非线性克尔效应光纤放大器中的传输特性进行了研究。在加入振幅微扰、相位扰动、噪声微扰的情况下,数值模拟了亮孤波、灰孤波和黑孤波在光纤系统中的传输稳定性,并且讨论了孤子间的相互作用。数值模拟结果表明:在有限的微扰下,三种光脉冲具有良好的传输稳定性。 The transmission characters of the solitary wave in fiber amplifier with the fifth-order non-Kerr effect were studied via using the higher-order nonlinear Schrǒdinger equation with variable coefficients. The propagation stabilities of bright-, dark-and gray-solitary wave were numerical simulated while considered the perturbation of amplitude, phase and noise, and the situation with the interaction between several solitary waves was also discussed. The simulation results showed that the three kinds of optical pulses could be transmitted stably under the weak perturbation.
出处 《量子光学学报》 北大核心 2015年第1期44-50,共7页 Journal of Quantum Optics
基金 国家自然科学基金(61178013) 山西省自然科学基金(NO.2013011006-2)
关键词 高阶非线性 薛定谔方程 五阶非线性克尔效应 光纤放大器 higher-order nonlinear Schrǒdinger equation fifth-order non-Kerr effect fiber amplifier
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  • 1林洪榕,钱胜,杨爱霞,李跃辉.光纤色散参量对光孤子系统传输性能的影响[J].光学学报,2004,24(9):1274-1278. 被引量:4
  • 2黄昆,韩汝琦.固体物理学[M].北京:高等教育出版社,2010.
  • 3Agrawal G P.Nonlinear Fiber Optics(4nd Ed)[M].Printed in China by Elsevier Pte Ltd,2008:136-170.DOI:10.1007/3-540-46629-0_9.
  • 4贾东方,余震虹,等译.非线性光纤光学原理及应用[M].第二版.北京:电子工业出版,2010.
  • 5Diaz-Otero F J,Chamorro-Posada P.Effects of the Amplifier Location in Interchannel Soliton Collisions in Periodic Dispersion Maps in the Presence of Third Order Dispersion.Math.Comput.Simulat[J].2012,82:1093.DOI:10.1016/j.matcom.2010.06.023.
  • 6Katsuragawa M,Hakuta K.Raman gain Measurement in Solid Parahydrogen[J].Optics Letters,2000,25,3177-179.DOI:10.1364/OL.25.000177.
  • 7Akira Hasegawa.An Historical Review of Application of Optical Solitons for High Speed Communications[J].American Institute of Physics,2000,10(3):475-485.DOI:10.1063/1.1286914.
  • 8Lin Q,Agrawal G P.Raman Response Function for Silica Fibers[J].Opt Letts,2006,31(21):3086-3088.DOI:10.1364/OL.31.003086.
  • 9Chen Z G,Segev M.Optical Spatial Solitons:Historical Overview and Recent Advances[J].Rep.Prog.Phys,12,75(8),086401.DOI:10.1088/0034-4885/75/8/086401.
  • 10Liu W J,Tian B,Lei M.Elastic and Inelastic Interactions between Optical Spatial Solitons innonlinear optics[J].Laser Phys,2013,23(9):5401.DOI:10.1088/1054-660X/23/9/095401.

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