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Accurate Time Delay Estimation Based on SINC Filtering

机译:基于SINC滤波的精确时延估计

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摘要

Time delay estimation is very important in many applications such as radar, sonar, communication, geological exploration, biomedical engineering, etc. In this paper, a SINC filtering algorithm (SFA) is proposed, which can get accurate time delay estimate when little or no prior knowledge about the statistical characteristics of the received signals is known. SFA is based on the theory that time delay estimation can be transformed to parameter estimation of a SINC filter, and time delay estimate can be obtained when the maximum of the filter coefficients is known. When the time delay of two received signals is formulated, LMS algorithm can be used to get the estimate of the SINC filter coefficients, then the time delay estimate can be obtained. Compared with the traditional parabolic fitting method, the SFA can get more accurate results without increasing the computation burden. Computer simulations and water tank experiments both indicate that the SFA can obtain accurate time delay estimation.
机译:时延估计在诸如雷达,声纳,通信,地质勘探,生物医学工程等许多应用中非常重要。本文提出了一种SINC滤波算法(SFA),该算法可以在很少或根本没有时获得准确的时延估计。关于接收信号的统计特性的先验知识是已知的。 SFA基于这样的理论,即可以将时延估计转换为SINC滤波器的参数估计,并且在已知滤波器系数的最大值时可以获得时延估计。当制定了两个接收信号的时延时,可以使用LMS算法获得SINC滤波器系数的估计,然后可以得到时延估计。与传统的抛物线拟合方法相比,SFA可以在不增加计算负担的情况下获得更准确的结果。计算机仿真和水箱实验均表明,SFA可以获得准确的时间延迟估计。

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