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Simulation of MIMO System with 2-D and 3-D Optical Orthogonal Codes Using MATLAB and OptiSystem

机译:使用Matlab和Optisystem用二维和三维光学正交码模拟MIMO系统

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An Optical Orthogonal Code (OOC) is a family of binary codes involving Os and 1s which is having predefined auto correlation function (ACF) and cross correlation functions (CCF). The study of OOCs has an immense application in a fiber optic code division multiple access (FO-CDMA/OCDMA). Two dimensional optical orthogonal codes (2-D OOCs) spreads over time and wavelength co-ordinates, while three dimensional optical orthogonal codes (3-D OOCs) spreads over time, wavelength and space co-ordinates, which obviously shows improved performance over 1-D and 2-D OOCs. For a 1-D OOC, if we opt for maintaining good correlation function values, the code length must be a large value as the number of users in the system is more. By adding more dimensions, we can increase the performance parameters, by allowing codewords to be formed with restrictions applied on the occurrence of pulses in each row, resulting in the autocorrelation value (λa) to become zero. This paper aims to simulate the study of 2-D and 3-D OOCs using MATLAB and OptiSystem tools, for implementing a MIMO communication system over fibre optic channel.
机译:光学正交码(OOC)是涉及具有预定义的自动相关函数(ACF)和交叉相关功能(CCF)的OS和1S的二进制代码系列。 OOC的研究在光纤码分多址(FO-CDMA / OCDMA)中具有巨大的应用。二维光学正交码(2-D OOC)随时间和波长协调的时间扩展,而三维光学正交码(3-D OOC)随时间扩散,波长和空间协调,显然显示出改善的性能超过1 -d和2-d Oocs。对于1-D OOC,如果选择保持良好的相关函数值,则代码长度必须是大值,因为系统中的用户数量更多。通过添加更多维度,我们可以通过允许通过在每行中的脉冲发生的限制中形成码字来增加性能参数,从而导致自相关值(λa)变为零。本文旨在模拟使用MATLAB和电极系统工具的2-D和3-D OOC,用于在光纤通道上实现MIMO通信系统。

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