未知形状重叠回波的时频域重构

K. Gork, D. Guicking
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摘要

在许多情况下,人们需要解决未知数量的重叠和噪声回波的信号。针对这一问题,开发了一个数值过程111,作为MUSIC算法的修改版本[2,3]。必须知道信号s ' (t)的形状,才能估计回波的数量D和时间延迟fd。如果收集到K条独立的记录,回声的振幅mk,d qt fd)不同,噪声实现< K (t),则接收到的和采样到的波形可以写成
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reconstruction of Overlapping Echos with Unknown Shape in Time and Frequency Domain
In many situations one h i s to resolve an unknown number of overlapping and noisy echos of a signal. For this problem a numerical procedure 111 was developed which works as a modified version of the MUSIC algorithm [2,3]. The shape of the signal s’(t) must be known to estimate the number D and the t:ime delays fd of the echos. If K independent records are collected, all differing in the amplitudes mk,d of the echos qt fd) and the noise realization < k ( t ) , then the received and sampled waveforms can be written as
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