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采用DBSCAN改进的矩阵束极点提取算法 被引量:3

A Matrix Pencil Method Algorithm Improved by DBSCAN to Poles Extraction
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摘要 极点是谐振区雷达目标的最主要特性。矩阵束法是目前提取雷达目标极点中应用最广泛的算法。在使用矩阵束法提取极点时,现有阶数估计方法普遍存在阶数偏大和虚假极点难以区分的问题。针对这一问题,首先描述了矩阵束法估计得到的极点的分布特性;然后通过对极点集投影估计了真实极点的个数;最后用DBSCAN算法对极点分类,剔除了虚假极点,保留了真实的极点。通过FEKO仿真细杆和球体目标的电磁散射数据验证了算法,有效剔除了虚假极点并提取出了真实极点。 Poles are the main feature of the radar target in the resonance region.The matrix pencil method(MPM)is the most widely used algorithm in poles extraction.When MPM is used to extract poles of radar target,the estimated order is usually bigger than the number of poles,which leads to false poles mixture with real poles.In this paper,the distribution character of poles extracted by MPM is discussed.Then,a method of estimating the poles number by the projection of pole set is put forward.At last,DBSCAN is used to classify the poles,the false poles are eliminated and the real poles are reserved.Data of two targets created by FEKO are used to prove the effectiveness of the proposed algorithm.The algorithm can remove the false poles effectively.
作者 邢煦然 赵宏钟 贾鑫 XING Xuran 1, ZHAO Hongzhong 2, JIA Xin 2(1.Department of Graduate Management, Equipment Academy, Beijing 101416, China;2.Department of Optical and Electronic Equipment, Equipment Academy, Beijing 101416, China)
出处 《雷达科学与技术》 北大核心 2018年第3期327-332,共6页 Radar Science and Technology
关键词 密度聚类 极点 矩阵束法 谐振区 density-based spatial clustering of applications with noise (DBSCAN) poles matrix pencil method (MPM) resonance region
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参考文献7

  • 1杨松岩..高频波段雷达目标特征提取与识别方法研究[D].哈尔滨工业大学,2015:
  • 2胡大海..基于波形综合技术的雷达目标识别[D].南京理工大学,2013:
  • 3徐利,邹传云,陈民,何毅.基于矩阵束算法的极点提取分析[J].通信技术,2012,45(6):58-60. 被引量:8
  • 4伍光新..谐振区雷达目标特征提取与目标识别研究[D].哈尔滨工业大学,2008:
  • 5陆洪..基于多频和极点特征的高频超视距雷达目标识别[D].中国海洋大学,2005:
  • 6冯玲,刘克剑,唐福喜,孟庆瑞.一种基于网格查询的改进DBSCAN算法[J].西华大学学报(自然科学版),2016,35(5):25-29. 被引量:8
  • 7冯振华..基于DBSCAN聚类算法的研究与应用[D].江南大学,2016:

二级参考文献26

  • 1陈燕俐,洪龙,金达文,朱梧槚.一种简单有效的基于密度的聚类分析算法[J].南京邮电学院学报(自然科学版),2005,25(4):24-29. 被引量:8
  • 2黄彩云,费耀平,李敏.基于奇异值分解的小波域水印算法[J].信息安全与通信保密,2006,28(9):133-135. 被引量:4
  • 3HUA Y, SARKAR T K. Matrix Pencil Method for Estimating Parameters of Exponentially Damped/ undamped Sinusoids in Noise[J]. IEEE Trans. Acoustic Speech and Signal Processing, 1990,38(05) 814-824. 被引量:1
  • 4SARKAR T K, PARK S, KOH J W, et al. Application of the Matrix Pencil Method for Estimating the SEM (Singularity Expansion Method)Poles of Source--Free Transient Responses from Multiple Look Directions[J]. IEEE Trans on Antennas and Propagation, 2000, 48(04):612-618. 被引量:1
  • 5WANG S, GAUN X, WANG D et al. Application of Matrix Pencil Method for Estimating Natural Resonances of Scatters[J]. Electronics Letters, 2007, 43(01): 3-5. 被引量:1
  • 6LEE J H, KIM H T. Selection of Sampling Interval for Least Squares Prony Method[J].Electron. Lett. 2005, 41(01): 47-492. 被引量:1
  • 7孙吉贵,刘杰,赵连宇.聚类算法研究[J].软件学报,2008(1):48-61. 被引量:1070
  • 8曾依灵,许洪波,白硕.改进的OPTICS算法及其在文本聚类中的应用[J].中文信息学报,2008,22(1):51-55. 被引量:29
  • 9WANG W ei, YANG Jiong, MUNTZ Richard. STING:A StatisticalInformation Grid Approach to Spatial Data Mining [C] / / Athens Proceedingsof the 23rd Conference on CLDB. [S. 1.] :IEEE ,1997 :186 - 195. 被引量:1
  • 10Tran T N , Drab K , Daszykowski M. Revised DBSCAN Algorithmto Cluster Data with Dense Adjacent Clusters [J] . Chemometrics &Intelligent Laboratory Systems, 2013, 1 2 0 (2 ) :92. 被引量:1

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