基于矩的鲁棒QAM分类及其误差概率分析

Shinji Ohara, I. Oka, S. Ata
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摘要

本文研究了频偏信道中的鲁棒QAM分类问题。当载波频率在接收机中不能以足够的精度恢复时,信号点在矢量图中旋转。本文提出了基于幅值和余弦矩平方的分类方法。该方法对平方余弦矩进行相移,将方形QAM星座变为虚拟圆形星座,提高了分类性能。分类误差概率的仿真结果表明了该方法对存在频偏情况下的QAM分类的有效性。由接收信号的概率密度函数导出的幅值和平方余弦矩表示分类误差概率。
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Robust QAM classification by moments and its error probability analysis
In this paper, a robust QAM classification in a frequency offset channel is considered. When a carrier frequency is not recovered with the sufficient accuracy in a receiver, a signal point rotates in a vector diagram. This paper presents the classification method by the amplitude and squared cosine moments. In the method, phase shifts are employed for the squared cosine moments in order to change a square QAM constellation to a virtual circular constellation, which improves the classification performance. Simulation results of the classification error probability show the effectiveness of the proposed method for QAM classification in the presence of frequency offset. The classification error probability is also expressed by both amplitude and squared cosine moments which are derived from the probability density function of the received signal.
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