CDMA应用的SPA解码器设计

A. Rajagopal, K. Karibasappa, K. S. Patel
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引用次数: 3

摘要

低密度奇偶校验码是一种香农极限逼近码。香农陈述了在给定信道容量下使用纠错编码进行数字数据传输的理论界限。扩频也称为码分多址(CDMA),是一种有效的无线电波通信方式,应用于商业广播、业余无线电、军事通信、警用无线电等领域。CDMA是一种信号传输方式,其中信号频率分布在非常宽的带宽上。在传输之前,通过一种称为“伪噪声码”(PN序列)的独立代码来实现数据的传播,随后在接收端使用该代码来消除接收到的信号的传播,以恢复信号数据。本文采用了基于素数的PN序列,如Legendre & Weil序列。LDPC令人印象深刻的部分在于它的解码算法。在LDPC码的各种译码技术中,和积算法(SPA)的误码性能最好,因此在这里得到了应用。本文提出了一种利用勒让德和韦尔序列引入LDPC码和ds扩频技术的思想。在本工作中,编码和解码算法是在信号扩散后进行的。成功地采用了SPA解码技术,并通过实例设计绘制了仿真结果来说明上述概念。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of SPA decoder for CDMA applications
Low Density Parity Check (LDPC) codes are Shannon-Limit approaching codes. Shannon stated the theoretical bounds for digital data transmission in a given channel capacity with error correction coding. Spread Spectrum also called as CDMA (Code Division Multiple Access) is an efficient way of radio wave communication deployed in commercial broadcasts, ham radios, military communications, police radios, etc. CDMA is a means of signal transmission in which the signal frequency is spread over a very wide bandwidth. Spreading of data is achieved prior to transmission with the help of an independent code called ‘Pseudo Noise Code’ (PN sequences), which is subsequently used in the receiver end to de-spread the signal received in order to recover the signal data. PN sequences based on prime numbers like Legendre & Weil sequences are used in the present work. An impressive part of LDPC lies in its decoding algorithm. Sum-Product Algorithm (SPA) decoding offers the best error performance amongst all the types of decoding techniques of LDPC codes and thus applied here. This paper demonstrates an idea of introducing LDPC codes along with DS-Spread Spectrum technique using Legendre & Weil sequences. In the present work, the encoding and decoding algorithms are applied after spreading of the signal. SPA decoding technique is successfully employed and simulated results are plotted taking an example design to illustrate the concepts discussed above.
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