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Construction of Wavelength/Time Codes for Fiber-Optic CDMA Networks

机译:光纤CDMA网络的波长/时间码的构造

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Fiber-optic code-division multiple-access (FO-CDMA) technology for high-speed access networks has attracted a lot of attention recently. Constructions of 2-D codes, suitable for incoherent wavelength/time (W/T) FO-CDMA, have been proposed to reduce the time spread of the 1-D sequences. The W/T construction of codes can be broadly classified as 1) hybrid sequences and 2) matrix codes. Earlier, we reported a new family of unipolar wavelength/time multiple-pulses-per-row (W/T MPR) matrix codes that have good cardinality, spectral efficiency and at the same time have the lowest off-peak autocorrelation and cross-correlation values equal to unity. In this paper, we propose an algorithm to construct W/T MPR codes, starting with distinct 1-D optical orthogonal codes (OOCs) of a family as the row vectors of the code. The 2-D optical orthogonal signature pattern codes (OOSPCs), which are also constructed from 1-D OOCs, need much higher temporal length than that of W/T MPR codes, to construct codes of given cardinality and weight. Representation of the results of the codes generated using the algorithm are presented and the correlation properties are verified. We have analyzed the performance of the W/T MPR codes considering multiple access interference as the main source of noise. Also, we have compared cardinality and spectral efficiency of the codes with other W/T codes.
机译:近年来,用于高速接入网络的光纤码分多址(FO-CDMA)技术引起了很多关注。已经提出了适合于非相干波长/时间(W / T)FO-CDMA的2-D码的构造,以减小1-D序列的时间扩展。代码的W / T构造可大致分为1)混合序列和2)矩阵代码。早些时候,我们报道了一个新的单极波长/时间每行多脉冲(W / T MPR)矩阵码系列,它们具有良好的基数,频谱效率,同时具有最低的非峰值自相关和互相关值等于1。在本文中,我们提出了一种构建W / T MPR码的算法,该算法从一个家族的不同一维光学正交码(OOC)开始作为该码的行向量。同样由一维OOC构成的二维光学正交签名图案代码(OOSPC)需要比W / T MPR代码更长的时间长度,以构造具有给定基数和权重的代码。给出了使用该算法生成的代码结果的表示,并验证了相关性。我们已经将多址干扰作为主要噪声源,分析了W / T MPR码的性能。此外,我们将代码的基数和频谱效率与其他W / T代码进行了比较。

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