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基于截距分析的改进雷达信号分选算法
引用本文:何艾玲,陶荣辉,蔡英武,李合生.基于截距分析的改进雷达信号分选算法[J].太赫兹科学与电子信息学报,2012,10(1):88-92.
作者姓名:何艾玲  陶荣辉  蔡英武  李合生
作者单位:中国工程物理研究院电子工程研究所,四川绵阳,621900
摘    要:常用的雷达分选算法易出现脉冲重复间隔谐波和同部雷达信号脉冲序列断裂的问题,鉴于此提出了一种基于脉冲到达时间拟合直线截距分析的改进雷达信号分选算法。该算法通过对到达时间拟合直线截距的分析,判断出上述2种情况,整合相应脉冲序列,从而得到正确的分选结果。到达时间截距分析算法能增强雷达信号分选算法的鲁棒性,降低算法对搜索容限的依赖,具有良好的工程应用价值。仿真表明,改进的信号分选算法比序列差值直方图算法的分选概率高20%。

关 键 词:信号分选  谐波抑制  直线拟合  脉冲重复间隔估计  序列差分直方图
收稿时间:2011/3/2 0:00:00
修稿时间:2011/5/23 0:00:00

Improved algorithm for radar signal sorting based on intercept analysis
HE Ai-ling,TAO Rong-hui,CAI Ying-wu and LI He-sheng.Improved algorithm for radar signal sorting based on intercept analysis[J].Journal of Terahertz Science and Electronic Information Technology,2012,10(1):88-92.
Authors:HE Ai-ling  TAO Rong-hui  CAI Ying-wu and LI He-sheng
Institution:(Institute of Electronic Engineering,China Academy of Engineering Physics,Mianyang Sichuan 621900,China)
Abstract:There are some problems existing in common radar signal sorting methods,which are easy to generate Pulse Repetition Interval(PRI) harmonics and split the pulse stream belonging to the same radar into several pieces.In view of these problems,this paper presents an improved algorithm for radar signal sorting basing on an intercept of Time of Arrival(TOA) fitting straight line analysis algorithm.The algorithm can solve these two problems to a large extent.In the improved algorithm of radar signal sorting,the two situations mentioned above are judged by analyzing the intercepts of TOA fitting straight lines,and then corresponding pulse sequences are merged to obtain the correct sorting results.The intercept analysis algorithm enhances the robustness of the sorting algorithm to reduce the algorithm dependence on search tolerance,and it shows good engineering application value.The simulations have proved that,the sorting probability of improved algorithm is higher than that of Sequential Difference histogram(SDIF) by 20%.
Keywords:signal sorting  harmonic suppression  straight line fitting  Pulse Repetition Interval estimation  Sequential Difference histogram
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