光通信中基于有限域加群的一种QC-LDPC码
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袁建国(1968-),男,重庆市人,工学博士,教授,硕士生 导师,主要从事光通信技术与光电子技术等的研究.

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TN929.11

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国家自然科学基金(61071117,61003256)、重庆市自然科学基金(2010BB2409)和重庆市教委 基金(KJ110519)资助项目 (重庆邮电大学 光纤通信技术重点实验室,重庆 400065)


A novel construction method of the QC-LDPC code based on finite field additive group for optical communications
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    摘要:

    针对光通信系统传输特性要求的日益提高,基于有限域GF(q)加群提出了一种构造简 单且适合光通信系统 的新颖准循环低密度奇偶校验(QC-LDPC)码构造方法,该构造方法可灵活的调整码长、码 率且其编译码复杂 度低。用此方法构造了适用于光通信系统的规则QC-LDPC(4599,7)码。仿真结果表明,在BER=10-7时且码率均为93.7%的情况下,所构造的QC-LDPC(4599,7)码的净编码器增益(NC G)比已广泛应用于光通 信系统中的经典RS(255,239)码提高了约2.2 dB,比用SCG构造方法构造的SCG-LDPC(3969,0)码和非规则的QC-LDPC(3843,3603)码的NCG分别 提高了约0.47dB和0.25dB,距离香农限约1dB。因而其纠错性能更强,更适用于高速长距离光通信系统。

    Abstract:

    Based on finite field (GF(q)) additive group,a novel construction method with the advantages of simple construction an d easy implementation of quasi-cyclic low-density parity-check (QC-LDPC) cod es for optical communication systems is proposed in order to meet the increasing requirement on the transmission characteristics.The novel construction method c an flexibly adjust the code-length and code-rate,and furthermore,the complexit y of the encoding and decoding in lower.A regular QC-LDPC (4599,7) code to b e suitable for optical communication systems is constructed by applying the prop osed method.The simulation results show that at the condition of the bit error r ate (BER) of 10-7 and the same code rate of 93.7%,the net coding gain (NCG) of the constructed QC-LDPC (4599,7) code is 2.2dB more than that of the classic RS (255,9) code which has widely been appl ied in optical communication systems,and 0.47dB and 0.25dB more than those of the SCG-LDPC (3969,0) code constructed by the systematically constructed gal lager (SCG) construction method and the irregular QC-LDPC (3843,3) code resp ectively,and is 1dB away from the Shannon limit.Therefore,the novel QC-LDPC (4599,7) code has superior error-correction performance and is more suitable f or the high-speed long-haul optical communication systems.

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袁建国,刘文龙,黄胜,王永.光通信中基于有限域加群的一种QC-LDPC码[J].光电子激光,2013,(1):75~78

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  • 收稿日期:2012-07-23
  • 最后修改日期:2012-08-27
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