基于新的部分平衡检测技术的SAC-OCDMA系统改进同步平方素数码

Pengfei Tan, Ye Lu, Huili Zhou, Yao Peng, Fan Gao, Chuanqi Li
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引用次数: 1

摘要

本文提出了一种用于光谱幅度编码光码分多址(SAC-OCDMA)系统的新码族。它被称为修改同步平方素数码(MSSPC)。通过对原码的改进,得到了具有理想同相相互关的新码。利用MSSPC的部分平衡检测技术可以消除多址干扰(MAI)和相位诱导强度噪声(PIIN)。结果表明,在支持相同数量的用户时,MSSPC所需的码长比多对角码(MD)、零互相关码(ZCC)、增强型多对角码(EMD)和广义矩阵划分码(GMPC)最短。在相同的条件下,MSSPC系统的误码率(BER)会随着码权或映射次数的增加而降低。在相同的权值和相似的码长下,MSSPC比PDC (partitioning diagonal code)支持更多的活跃用户。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modified Synchronous Square Prime Code for SAC-OCDMA Systems Using New Partial Balanced Detection Technique
In this paper, we have proposed a new code families for spectral amplitude coding optical code division multiple access (SAC-OCDMA) systems. It is referred as modified synchronous square prime code (MSSPC).The proposed new code with ideal in-phase cross-correlation (IPCC) is obtained by modifying the former code. the proposed new partial balanced detection technique utilizing MSSPC can eliminate multiple access interference (MAI) and inhibit phase induced intensity noise (PIIN).Our results show that the code length required by MSSPC is the shortest compared to multi-diagonal (MD) code, zero cross-correlation (ZCC) code, enhanced multi diagonal (EMD) code and generalized matrix partitioning code (GMPC) when to support the same number of users. Under the same conditions, the bit error rate (BER) of the MSSPC system will decrease as the increase of the code weight or the number of mapping. For identical weight and similar code length, MSSPC can support more active users as compared with partitioned diagonal code (PDC).
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