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Jittered chirp sequence waveform in combination with CS-based unambiguous Doppler processing for automotive frequency-modulated continuous wave radar

机译:抖动线性调频序列波形与基于CS的多普勒信号处理相结合,用于汽车调频连续波雷达

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摘要

The chirp sequence waveform is one of the most commonly used waveforms for automotive frequency-modulated continuous wave radars. When a chirp sequence waveform is applied, the range-Doppler processing method based on two-dimensional fast Fourier transform can be used to extract the range and velocity parameters of multiple targets from the beat signals. However, conventional chirp sequence waveforms suffer from the Doppler ambiguity problem, which results in ambiguities in velocity measurement. In this study, the authors propose a novel jittered chirp sequence waveform. In the proposed waveform, the initial times of the chirps are randomly jittered. According to the compressed sensing theory, they establish the parameter design principle for the new waveform, and apply sparse recovery method to achieve unambiguous Doppler processing. Subspace pursuit algorithm is recommended as the suitable sparse recovery method for Doppler processing due to its low complexity and stable recovery performance. The effectiveness of the proposed waveform and its corresponding signal processing method are verified by simulation and experimental results.
机译:线性调频序列波形是汽车调频连续波雷达最常用的波形之一。当施加线性调频序列波形时,基于二维快速傅立叶变换的距离多普勒处理方法可用于从心跳信号中提取多个目标的距离和速度参数。但是,传统的线性调频序列波形具有多普勒模糊性的问题,这导致速度测量中的模糊性。在这项研究中,作者提出了一种新颖的抖动线性调频序列波形。在提出的波形中,线性调频脉冲的初始时间是随机抖动的。根据压缩感知理论,他们建立了新波形的参数设计原理,并应用稀疏恢复方法实现了清晰的多普勒处理。由于子空间追踪算法复杂度低,恢复性能稳定,因此被推荐作为多普勒处理的稀疏恢复方法。仿真和实验结果验证了所提波形及其相应信号处理方法的有效性。

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