Chirp sub-bottom profiler signal processing method based on fractional Fourier transform

Jianjun Zhu, Yukuo Wei, Haisen S. Li, Jingxin Ma
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引用次数: 2

Abstract

The traditional signal processing method of chirp sub-bottom profiling is a type of matched filtering and is an optimal detector when there is no Doppler shift. Fractional Fourier transform (FrFT) is a linear transformation whose orthogonal basis is a linear frequency modulation signal, so there is no cross term interference when processing multiple or multipath chirp signals. The central characteristic of FrFT is that it has a similar theoretical basis to pulse compression, which makes it possible to use FrFT in the signal processing of chirp sub-bottom profiling. In this paper, the basic principle and theory of chirp sub-bottom profiler signal processing based on FrFT is introduced in detail. Firstly, orthogonal transform is performed to obtain the corresponding analytical form of the echo signal, then the time domain signal is transformed to a fractional Fourier domain (u domain) by optimal FrFT, and the signal enhancement is done using the u domain shading method. Finally, time dimensional transform is used to get the time domain envelope signal of the enhanced sediment impulse response. Time dimensional transform is realized by sample sequence mapping, time offset compensation, extraction and low pass filtering. This process can transform a u domain signal to the time domain directly without complex calculations. Performance comparison of this method to matched filtering is given too, and recommendations for future work are presented.
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基于分数阶傅里叶变换的啁啾次底轮廓信号处理方法
传统的啁啾次底剖面信号处理方法是一种匹配滤波方法,是无多普勒频移时的最优检测方法。分数阶傅里叶变换(FrFT)是一种线性变换,其正交基是线性调频信号,因此在处理多径或多径啁啾信号时不会产生交叉项干扰。FrFT的核心特点是它具有与脉冲压缩相似的理论基础,这使得将FrFT应用于啁啾次底剖面的信号处理成为可能。本文详细介绍了基于FrFT的啁啾次底廓线信号处理的基本原理和原理。首先对回波信号进行正交变换得到相应的解析形式,然后通过最优FrFT将时域信号变换为分数阶傅里叶域(u域),并采用u域遮光法对信号进行增强。最后,利用时间维变换得到增强泥沙脉冲响应的时域包络信号。通过采样序列映射、时间偏移补偿、提取和低通滤波实现时间维变换。该方法可以将u域信号直接转换为时域信号,无需进行复杂的计算。对该方法与匹配滤波的性能进行了比较,并对今后的工作提出了建议。
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