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基于QAM载波恢复算法的研究
引用本文:郭铭铭,夏文娟,窦建华.基于QAM载波恢复算法的研究[J].现代电子技术,2014(16):21-23.
作者姓名:郭铭铭  夏文娟  窦建华
作者单位:[1]合肥工业大学,安徽合肥230009; [2]安徽博微长安电子有限公司,安徽合肥237010
摘    要:针对高阶QAM调制解调系统对载波偏移的敏感性问题,采用一种基于导频、扫频环路和载波恢复环路的高阶QAM载波恢复方法。这里设计的扫频环路是由帧检测、扫频、频率校正三个模块组成,载波恢复环路由极性判决算法模块和判决导向模块组成。扫频和极性判决算法都具有较大的频偏捕获能力。两者联合用于载波频偏的捕获阶段,既克服了一般扫频算法残留频偏大的困难,也解决了极性算法可用角点少的问题。

关 键 词:正交幅度调制  扫频  极性判决  载波恢复

Research on QAM-based carrier recovery method
Affiliation:GUO Mingming, XIA Wenjuan, DOU Jianhua (1. Hefei University of Technology, Hefei 230009, China; 2, Anhui Bowei Chang'an Electronics Co., Ltd., Hefei 237010, China)
Abstract:In order to solve the sensitivity problem of high-order quadrature amplitude modulation(QAM)modulation and demodulation system for carrier offset,a new high-order QAM carrier recovery method based on pilot frequency,frequency sweep loop and carrier recovery loop is proposed. The frequency sweep loop is comprised of three modules of frame detection, frequency sweep and frequency correction. The carrier recovery loop contains the polarity decision algorithm module and decision-directed(DD)module. The frequency sweep and polarity decision algorithm both have large frequency offset acquisition ability. If They are applied jointly to the stage of frequency offset acquisition,the difficulty of larger residual frequency offset caused by general sweep algorithm can be overcome and the problem of polarity algorithm with little available corner can be solved.
Keywords:quadrature amplitude modulation  frequency sweep  polarity decision  carrier recovery
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