Direction of arrival estimation of wideband hyperbolic frequency modulation signals using parameterized time-frequency analysis
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摘要: 针对有源探测或脉冲侦查中双曲调频信号的波达方向估计问题,提出了基于参数化时频变换(PTFT)的多重信号分类(MUSIC)测向算法,简称PTFT-MUSIC算法。该算法由发射信号确定针对双曲调频信号的参数化变换核,对接收信号进行频域参数化时频变换,利用获得的时频分布建立阵列信号时频分布模型,并以此模型设计基于时频分布矩阵的MUSIC算法以实现双曲调频信号的波达方向估计。通过仿真和实验对该算法的估计误差和多目标分辨性能进行了分析,仿真和海上实验结果表明:相比现有的时频MUSIC算法,PTFT-MUSIC算法能有效提高空间谱分辨率和波达方向估计性能,同时该算法拥有对特定调频信号筛选性,结合时频域滤波算法能有效抑制相干直达波干扰,应用于多基地声呐系统时有效提高了声呐定位性能。Abstract: Aiming at the problem of Direction-of-Arrival (DOA) estimation of hyperbolic Frequency Modulation (FM) signal in active detection or pulse detection, a multi-signal classification direction finding algorithm based on Parameterized Time-Frequency Transform (PTFT-MUSIC) is proposed. The parameterized transform core of the hyperbolic FM signal is determined by the transmitted signal, and the frequency domain parameterized time-frequency transform of the received signal is carried out. The time-frequency distribution model of the array signal is established by using the obtained time-frequency distribution, and the MUSIC algorithm based on the time-frequency distribution matrix is designed to realize the DOA estimation of the hyperbolic FM signal. Through simulation and experiment, the estimation error and multi-target resolution performance of the algorithm are analyzed. The simulation and sea experiment results show that compared with the existing time-frequency MUSIC algorithm, the PTFT-MUSIC algorithm can effectively improve the spatial-spectral resolution and DOA estimation performance. At the same time, the algorithm has the ability to screen specific FM signals, combined with the time-frequency filtering algorithm, the coherent direct wave interference can be effectively suppressed. When applied to multistatic sonar system, the positioning performance of sonar is improved effectively.
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[1] Lin J, Ma X, Yan S et al. Time-frequency multi-invariance ESPRIT for DOA estimation. IEEE Antennas Wirel. Propag. Lett., 2016; 15:770-773
[2] Cui K, Wu W, Huang J et al. DOA estimation of LFM signals based on STFT and multiple invariance ESPRIT. Int. J. Electron. Commun., 2017; 77:10-17
[3] Khan N A, Ali S, Mohammadi M et al. Novel direction of arrival estimation using adaptive directional spatial time-frequency distribution. Signal Process., 2020; 168:107342
[4] Amin M G. Spatial time-frequency distributions for direction finding and blind source separation. Proceedings of SPIE, the International Society for Optical Engineering, 1999; 3723:62-70
[5] Belouchrani A, Amin M G. Time-frequency MUSIC. IEEE Signal Process. Lett., 1999; 6(5):109-110
[6] 汤建龙, 李滔, 杨绍全. 基于修正空时频分布矩阵的到达角估计. 系统工程与电子技术, 2004; 26(6):714-716 [7] 王雪飞, 尚朝轩, 王昌盛. 基于时频子空间的多分量宽带调频信号DOA估计. 电讯技术, 2012; 52(10):1586-1590 [8] Zhang H, Bi G, Cai Y et al. DOA estimation of closely-spaced and spectrally-overlapped sources using a STFT-based MUSIC algorithm. Digit. Signal Process., 2016; 52:25-34
[9] Ouelha S, Aissa-El-Bey A, Boashash B. Improving DOA estimation algorithms using high-resolution quadratic time-frequency distributions. IEEE Trans. Signal Process., 2017; 65(19):5179-5190
[10] 杨小明, 陶然. 基于分数阶傅里叶变换的线性调频信号二维波达方向估计. 电子学报, 2008; 36(9):1737-1740 [11] Cui Y, Wang J, Ma S. Direction of arrival estimation of wideband LFM signals in multipath environment. 6th
[12] 李军, 林秋华, 王凯等. 一种水声宽带双曲调频信号波达方向估计方法. 大连理工大学学报, 2018; 58(3):293-301 [13] Potamitis I, Kokkinakis G. Speech separation of multiple moving speakers using multisensor multitarget techniques. IEEE Trans. Syst. Man Cybern., Part A Syst. Humans, 2006; 37(1):72-81
[14] Xue Y, Wang J, Liu Z. Wavelet packets-based direction-of-arrival estimation. IEEE International Conference on Acoustics, Speech, and Signal Processing, 2004:ii-505
[15] 李冉冉, 张君, 鲍明, 胡小青, 管鲁阳, 许耀华. 瞬态信号的小波变换波达方向估计. 声学学报, 2019; 44(1):79-87 [16] Hung H, Kaveh M. Focussing matrices for coherent signal-subspace processing. IEEE Trans. Acoust. Speech Signal Process., 1988; 36(8):1272-1281
[17] 杨扬. 参数化时频分析理论、方法及其在工程信号分析中的应用. 博士学位论文, 上海:上海交通大学, 2013 [18] Yang Y, Peng Z K, Dong X J et al. General parameterized time-frequency transform. IEEE Trans. Signal Process., 2014; 62(11):2751-2764
[19] 顾怡鸣, 李整林, 宫在晓, 余炎欣, 张仁和, 李风华. 浅海负跃层条件下的双基地有源探测实验及定位声速修正. 声学学报, 2019; 44(4):429-441 [20] 樊祥, 程正东, 马东辉等. 两信号源的相关性对MUSIC算法分辨性能的影响. 电子学报, 2008; 36(12):2315-2318 [21] 廖逢钗, 李鹏, 刘文举. 采用听觉滤波器的宽带MUSIC声源定位方法. 声学学报, 2012; 37(6):642-650 -
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