Design of a Reed-Solomon decoder using a digital signal processor (DSP)

T. Todoroki, S. Miura
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引用次数: 1

Abstract

The design of a Reed-Solomon (RS) decoder using two digital signal processors (DSP) is discussed. The RS code is a (255, 223) block code of 8-bit symbols which is capable of correcting up to 16 symbol errors. Any primitive polynomial of GF(2/sup 8/) and generator polynomial for a systematic code can be used. The algorithm used for computing the error-locator polynomial is an Euclid's algorithm. For high-speed decoding, finite field multiplication is carried out by using log and antilog tables in the DSP. A 275 kb/s maximum data transmission rate and 4000 bits for the decoding delay were obtained by using this decoder.<>
基于数字信号处理器(DSP)的Reed-Solomon解码器设计
讨论了采用两个数字信号处理器(DSP)的RS (Reed-Solomon)解码器的设计。RS码是8位符号的(255,223)块码,能够纠正多达16个符号错误。对于系统码,可以使用GF(2/sup 8/)的任何原始多项式和生成多项式。用于计算误差定位多项式的算法是欧几里得算法。为了实现高速解码,在DSP中利用对数表和反对数表进行有限域乘法运算。该译码器的最大数据传输速率为275 kb/s,译码延迟为4000比特。
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