从自相关函数估计符号率

Y. Chan, B. H. Lee, R. Inkol, François Chan
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引用次数: 9

摘要

噪声条件下符号序列的符号速率(或符号持续时间)估计在符号时序恢复和无线电监视中具有重要的应用。由于符号序列的谱峰间隔为1/Ts,所以Ts估计主要集中在序列谱率线的建立上。例子包括延迟和乘法电路,以及基于循环平稳的估计器。本文提出了另一种选择。它首先计算序列的自相关函数,该序列在滞后Ts处具有第一个不连续点。定位该不连续点,然后给出Ts的估计值。仿真结果表明,在考虑的信噪比范围内,可以实现小于Ts的3%的误差。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimation of symbol rate from the autocorrelation function
The estimation of the symbol rate (or symbol duration Ts) of a symbol sequence in noise has important applications in symbol timing recovery and radio surveillance. Since a symbol sequence has spectral peaks at intervals 1/Ts, Ts estimation centers mostly on the establishment of spectral rate lines from the sequence. Examples include the delay and multiply circuit, and the cyclostationarity based estimators. This paper presents an alternative. It first computes the autocorrelation function of a sequence, which has a first discontinuity at lag Ts. Locating this discontinuity then gives an estimate of Ts. Simulation results show that, for the range of signal-to-noise-ratios under consideration, errors of less than 3% of Ts are achievable.
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