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复杂环境下的小目标信号检测和跟踪技术研究
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摘要
雷达要探测的目标,通常是运动着的物体,如飞机、船舶等,但在目标的周围经常存在着各种杂波干扰,如地杂波、云雨杂波、海浪杂波、敌方施放的箔条杂波等。
     本文的研究目标是在强海杂波背景下,研究弱小目标信号的相关检测技术;研究在弱信噪比、低检测概率条件下,高机动目标的有效跟踪方法,实现在海面强杂波条件下,对弱小和高机动目标的可靠检测、稳定跟踪。
     目标检测算法采用的是网格法。通过设定CFAR恒虚警系数,得到CFAR处理结果,并对满足门限的CFAR单元置标志送往后续做距离和方位检测,检测都采用M/N开始和结束准则。
     目标跟踪算法主要研究了α-β算法Kalman滤波算法和IMM交互式多模型算法,并对三种算法做了比较:α-β滤波器的特点是不容易选择α和β的决策,Kalman滤波器可以提供α-β滤波器所不具有的滤波协方差阵和机动程度,而IMM算法能假定在一个给定的时间,动态系统的变化能用M个模型中的一个精确的表示。
     通过Matlab对仿真目标应用三种滤波算法,对比三种跟踪算法的滤波结果和预测结果发现,α-β滤波器的滤波点与预测点的误差比较大,标准Kalman滤波算法,也存在系数优化难,机动准则难以判断等缺点,而IMM多模型算法具有机动自动判断与融合、算法稳健、需要调整的参数少等优点,而且能达到较好的跟踪效果。
Targets detected by radars are mostly moving objects, such as aircrafts and ships; and around them are often varieties of clutters cause by ground objects, clouds and rain, sea waves, and sometimes chaffs sent by enemies.
     Studies are made on the technologies of detecting weak signals of small targets in the background of strong sea clutters, as well as the ways of tracking highly maneuverable targets with small SNR and low detection probability, so as to facilitate reliable detection and stable tracking of small, maneuverable targets in strong sea clutters.
     The grid method is adopted as the algorithm for target detection. The result of CFAR processing is achieved through the setting of the factor of the CFAR. Flags are given to those CFAR cells that satisfy the threshold requirement and the cells are forwarded for the follow-up range and bearing detections in which the M/N start and end criteria are employed.
     Three algorithms, which are respectively theα-βalgorithm, the Kalman filtering algorithm, and the Interactive Multiple Mode (IMM) algorithm, are studied; and comparisons are made among them. Results show that the decisions of theαand theβare not easily made for theα-βalgorithm; whereas the Kalman filtering algorithm is capable of providing the filtering covariance matrix and the maneuverability that are not possessed by the a-p algorithm. Besides, for the IMM algorithm, the varieties of the dynamic system can be precisely described by one of the M different models within a given period.
     Simulations are carried out through Matlab for the three algorithms; and comparisons are made between the results of filtering processing and prediction. It is found that relatively big error exists between the filtered point and the predicted one for theα-βalgorithm; the typical Kalman filtering algorithm also has the weak points as difficulties in factor optimization and criteria judgment for maneuvers; and the IMM algorithm features to be robust, capable of making automatic judgment for maneuvers and fusions for judgment results, and having less parameters that need to be adjusted, making the tracking results better.
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