Accurate frequency estimation of real sinusoid signal

Shiwen Chen, Donghai Li, Xingping Wei
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引用次数: 6

Abstract

Using the maximum likelihood estimation, the accuracy of frequency estimation can reach Cramer-Rao lower bound(CRLB) for a single complex sinusoid signal, but for the real sinusoid signal, accuracy can not reach CRLB, the reason is that real signal frequency spectrum include negative frequency, in addition, window function cause leakage of negative frequency spectrum, thus affecting the positive frequency part. In this paper, using Kaise window to reduce the effect of the leakage of negative frequency, to improve the estimation accuracy, estimation accuracy can be close to CRLB. And for multiple frequencies estimation, Kaise window can also reduce interaction effect of the frequency spectrum leakage, the computer simulation results show that this method is effective.
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准确估计真实正弦信号的频率
使用最大似然估计,频率估计的精度对于单个复正弦波信号可以达到Cramer-Rao下界(CRLB),但对于真实正弦波信号,精度无法达到CRLB,原因是真实信号频谱中包含负频率,另外窗函数导致负频谱的泄漏,从而影响了正频率部分。本文利用凯泽窗减少负频泄漏的影响,提高了估计精度,估计精度可以接近CRLB。并且对于多频率估计,凯撒窗还可以减少频谱泄漏的交互影响,计算机仿真结果表明该方法是有效的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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