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RS编译码电路的可重构性研究 被引量:1

Study on Reconfigurable RS Codec Circuit
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摘要 针对当前RS码编译码器通用性差的特点,以可重构的思想,提出了一种根据输入配置信息改变电路结构,满足多种RS码编码标准的编译码结构。介绍了基于线性反馈位移寄存器的编码原理及可重构改进方法。通过乘法和加法的迭代运算实现了伴随多项式的并行运算。采用改进欧几里德算法求解关键方程,运用钱氏搜索算法实现了错误位置的查找,并提出以上两种算法的可重构计算结构。通过分析可以看出:该方案增加了少量的资源开销,满足了多标准的RS码编译需要,具有较好的通用性。 The existed RS codec is poor in commonality,thus we proposed a new codec circuit structure for multi-standard based on reconfigurable theory.The circuit structure could be reconfigured by inputting configuration information.The encoding theory based on Linear Feedback Shift Register(LFSR) was described and its realization was improved for reconfiguration.The parallel computation of syndrome was achieved by the iteration of multiplication and addition.The key equation was solved by using modified Euclidean algorithm,and the errors were located by Chien's search theory.The reconfigurable computation structures of two algorithms above were also presented.Analysis showed that it was obvious that the new scheme has good versatility which can satisfy the multi-standard of RS code by increasing only a little cost in resource.
出处 《电光与控制》 北大核心 2010年第11期82-85,共4页 Electronics Optics & Control
关键词 RS码 可重构性 改进欧几里德算法 钱氏搜索 RS code reconfigurability modified Euclidean algorithm Chien's search
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参考文献9

  • 1王新梅,肖国镇.纠错码-原理与方法[M].西安:西安电子科技大学出版社,2006.
  • 2LEE M H, CHOI S B, CHANG J S. A high speed Reed- Solomon decoder [ J ]. IEEE Transactions on Consumer Electronics, 1995,41 ( 4 ) : 1142 - 1148.
  • 3HSU H Y, YEO J C, WU A Y. Multi-symbol sliced dynamically reconfigurable Reed-Solomon decoder design based on unified finite field processing element [ J ]. IEEE Transactions on Very Large Scale Integration Systems,2006,14 (5) :489-499.
  • 4McELIECE R. The theory of information and coding[ M ]. 2rid ed UK:Cambridge University Press,2002.
  • 5HSU H Y, WANG S F, WU A Y. A novel low-cost multimode Reed-Solomon decoder design based on Peterson- Gorenstein-Zierler algorithm [ J]. Journal of VLSI Signal Processing, 2003,34 : 251-259.
  • 6CHAARI L, FOURATI M, MASMOUD N, et al. A reeonfigurable FEC system based on Reed-Solomon eodec for DVB and 802. 16 network [J]. WSEAS transaction on circuits and systems,2009,8 (8) :729-744.
  • 7SONG Leilei,YU Meilin,SHAFFER M S. 10 and 40 Gb/s forward error correction devices for optical communications [J]. IEEE Journal of Solid-State Circuits,2002,37 ( 11 ) : 1565-1572.
  • 8张天瑜.基于改进型欧几里德算法的RS译码研究[J].齐齐哈尔大学学报(自然科学版),2009,25(1):1-5. 被引量:1
  • 9张怡,韩维.高速RS编码算法及FPGA实现[J].无线通信技术,2005,14(1):23-26. 被引量:14

二级参考文献12

  • 1Van M G, Moonen M, De M H. Filterbank decompositions for (non)-systematic Reed-Solomon codes with applications to soft deco - ding [J]. IEEE Transactions on Signal Processing, 2007, 55 ( 12 ) : 5681-5694.
  • 2Bleiehenbachcr D, Kiayias A, Yung M. Decoding interleaved Reed-Solomon codes over noisy channels [J]. Theoretical Computer Science, 2007, 379 (3) : 348-360.
  • 3Dai Z D, Yang J H. Multi-continued fraction algorithm and generalized B-M algorithm over Fq [J]. Finite Fields and Their pplieations. 2006, 12 ( 3 ) : 379-402.
  • 4McEliece R J. The theory of information and coding (Second Edition) [M].北京:电子工业出版社.2003.
  • 5Lee K, O'Sullivan M E. List decoding of Reed-Solomon codes from a Grobner basis perspective [J]. Journal of Symbolic Computation, 2008, 43 (9) : 645-658.
  • 6Chang Y W, Jeng J H, Tmong T K. An efficient Euclidean algorithm for Reed-Solomon codes to correct both errors and erasure s [C]. PACRIM 2003. IEEE Pacific Rim Conference on Communications, Computers and Signal Processing, 2003: 895-898.
  • 7Chang Y W, Truong-T K., Jeng J H. VLSI architecture of modied Euclidean algorithm for Reed-Solomon code [J]. Information Sciences, 2003, 155 ( 1-2 ): 139-150.
  • 8Lee S, Lee H, Shin J, et al.,A high-speed pipelined degree-computationless modified Euclidean algorithm architecture for Reed-Solomon decoders [C]. ISCAS 2007. IEEE International Symposium on Circuits and Systems, 2007:: 901-904.
  • 9Lee H, Azam A. Pipelined recursive modified Euclidean algorithm block for low-complexity, high-speed Reed-Solomon decoder [J]. Electronics Letters, 2003, 39 ( 19 ): 1371-1372.
  • 10Fournaris A P, Koufopavlou O. Applying systolic multiplication-inversion architectures based on modified extended Euclidean algorithm for GF(2^k) in elliptic curve cryptography [J]. Computers & Electrical Engineering, 2007, 33 ( 5-6 ) : 333-348.

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