Analyses of Supercontinuum Generation in Photonic Crystal Fibers

N. Ali, H. Yasser
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Abstract

In this work, the solid PCF are studied, where the solid core was surrounded by a number of holes with a diameter away from each other by distance. The strange behavior of dispersion with the presence of nonlinear phenomenon such as: self-phase modulation, self-steepening and stimulated Raman scattering allows the formation of higher order solitons in a short distance range . The study of SCG has been done by the numerical solution for the generalized propagation equation, where the Fourier transform method is used to solve the linear part and Runge-Kutta method to solve the nonlinear part. Higher order soliton means the possibility of soliton fission to the fundamental solitons and emissions the dispersive wave, this means the formation SCG. The SCG has been affected by each of: width, power and wavelength of the input pulses. On the other side, it is also affected by the fiber parameters and that in turn controls the zero dispersion wavelength , where the conditions and form bright soliton and dark soliton, respectively.
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光子晶体光纤中超连续谱产生的分析
本文研究了实心等离子体材料,实心材料被若干直径相距甚远的孔所包围。随着自相位调制、自变陡和受激拉曼散射等非线性现象的存在,色散的奇异行为使得在短距离范围内形成高阶孤子。本文通过对广义传播方程的数值解进行了SCG的研究,其中线性部分采用傅里叶变换法求解,非线性部分采用龙格-库塔法求解。高阶孤子意味着孤子裂变到基本孤子并发射色散波的可能性,这意味着形成SCG。输入脉冲的宽度、功率和波长对SCG均有影响。另一方面,它也受光纤参数的影响,而光纤参数又控制着零色散波长,在此条件下分别形成亮孤子和暗孤子。
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