Split Step Fourier Method Application, Reducing Pulse Broadening Effect for a Single Mode Optical Fiber

M. Asvial
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Abstract

An increasing needs of a high bit rate transmission systems encourage the communication engineers to design a better system. In practical, a 40 Gbps rate of transmission can only be achieved in a fiber optic system. Although this performance can be achieved through this media, the disturbances such as dispersion and non linearity which can be manifested into a pulse broadening may occur during the transmission system. Since this phenomenonis caused by the Group Velocity Dispersion (GVD) in a high bit rate fiber optic, a careful consideration on the effectiveness of the systems is needed. A numerical approach in this paper used a novel analysis method of high order NLSE with a Split Step Fourier Method. The aims of this proposed model is to find a suitable value of the dispersion constants in terms of and which are assumed to be a part of second and third order dispersion respectively. To reduce the effect of pulse broadening, this paper proposed an novel approach through the value of pulse broadening ratio and intensity. Consequently, it is found that a negative pre-chirping in the averaged value of 1.8944 and C=-2 have the best result among others in a Gaussian signal simulation.
分步傅里叶方法的应用,降低单模光纤的脉冲展宽效应
对高比特率传输系统日益增长的需求促使通信工程师设计出更好的系统。实际上,40 Gbps的传输速率只能在光纤系统中实现。虽然这种性能可以通过这种介质来实现,但在传输系统中可能会出现色散和非线性等干扰,这些干扰可以表现为脉冲展宽。由于这种现象是由高比特率光纤中的群速度色散(GVD)引起的,因此需要仔细考虑系统的有效性。本文采用了一种新的高阶NLSE分析方法,即分步傅里叶法。该模型的目的是找到一个合适的色散常数的值,分别以和为二阶和三阶色散的一部分。为了减小脉冲展宽的影响,本文提出了一种通过脉冲展宽比和脉冲强度值来减小脉冲展宽影响的新方法。因此,在高斯信号仿真中,平均值为1.8944和C=-2的负预啁啾效果最好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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