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A PELT-KCN Algorithm for FMCW Radar Interference Suppression Based on Signal Reconstruction

机译:一种基于信号重建的FMCW雷达干扰抑制的PELT-KCN算法

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摘要

In frequency-modulated continuous-wave (FMCW) radar interference suppression based on signal reconstruction, the pruned exact linear time (PELT) algorithm is used to detect the time positions of the interference. Due to the uncertain penalty factor of the PELT algorithm, the exactness of the position detection is reduced; thus, the suppression performance is degraded. We propose a PELT algorithm with a known change number (PELT-KCN), where a known change number is used to calculate the optimal penalty factor such that the high accuracy of the algorithm can be guaranteed. After interference recognition, the beat signal is separated into two parts: the undamaged signal and the damaged signal. The former is utilized to restore the latter through an autoregressive (AR) model. In simulations and field experiments, we applied our proposed PELT-KCN algorithm to the interference suppression method and verified its performance. Our method can accurately detect the time positions of interference and effectively improve the signal-to-noise ratio (SNR) of the detected targets.
机译:在基于信号重建的频率调制的连续波(FMCW)雷达干扰抑制中,修剪精确的线性时间(PELT)算法用于检测干扰的时间位置。由于PELT算法的不确定因素,位置检测的确切性降低;因此,抑制性能劣化。我们提出了一种具有已知变化编号(PELT-KCN)的PELT算法,其中已知的变化数用于计算最佳罚款因子,使得可以保证算法的高精度。在干扰识别之后,节拍信号分为两部分:未损坏的信号和损坏的信号。前者用于通过自回归(AR)模型恢复后者。在仿真和现场实验中,我们将所提出的PELT-KCN算法应用于干扰抑制方法并验证了其性能。我们的方法可以准确地检测干扰的时间位置,有效地提高检测目标的信噪比(SNR)。

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