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相控阵三维摄像声纳系统的稀疏阵列优化设计 被引量:4

Optimization Design of Sparse Arrays for Phased-Array 3D Imaging Sonar Systems
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摘要 为使相控阵三维摄像声纳系统中的稀疏阵列在整个探测范围内都具有稳定的波束图性能,文中提出了一种兼顾远场与近场的稀疏阵列优化方法.首先通过对近场波束图的分析,构建了一种适合实际工程应用的近场稀疏阵列优化的能量函数,并对该能量函数加以简化,以减少优化过程的计算量,然后利用寻优算法对简化后的能量函数进行最小化寻优运算,从而得到满足近场需要的稀疏布阵结果.为进一步获得适用于远场的稀疏率更高的阵列,对近场稀疏阵列设计的结果进行了二次优化.利用该稀疏优化方法对一个100×100的二维矩形换能器阵列进行优化,并与现有文献方法进行了对比,结果表明文中方法获得的稀疏阵列在远场和近场条件下的各个探测距离都能提供期望的波束图性能,同时保持了与其他方法相近的稀疏率. In order to attain stable and global beam-pattern characteristics of sparse arrays in phased-array 3D imaging sonar systems, an optimization method to design sparse arrays in both the far-field and the near-field conditions is proposed. In this method, first, based on the analyses of the near-field beam pattern, a new energy function is brought forward for the near-field sparse array optimization in practical engineering applications. Next, the function is simplified to reduce the computation load. Then, an appropriate near-field sparse array is obtained by minimizing the simplified energy function via an optimization process. Finally, a second-step optimization of the near-field sparse array is carried out to obtain an array with higher sparse ratio for far-field design. The proposed method is employed to optimize a 100x 100 rectangular planar transducer array, and the results are compared with those obtained by the existing methods. It is indicated that the proposed method helps to obtain sparse arrays possessing desired beam-pattern characteristics for both the far-field and the near-field design in random working ranges, with the sparse ratio being close to those of the existing methods.
出处 《华南理工大学学报(自然科学版)》 EI CAS CSCD 北大核心 2013年第1期29-37,共9页 Journal of South China University of Technology(Natural Science Edition)
基金 国家"863"计划项目(2010AA09Z104) 浙江大学中央高校基本科研业务费专项资金资助项目(2011FZA5004)
关键词 相控阵三维摄像声纳 稀疏阵列优化 波束图 能量函数 二次优化 phased-array 3D imaging sonar sparse array optimization beam pattern energy function second- step optimization
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  • 1Balanis C A. Antenna theory:analysis and design [ M ]. 3rd. New York : Wiley ,2005.
  • 2John D K,J Marhefka Ronald J M. Antennas:for all applications [ M ]. 3rd. New York : McGraw-Hill ,2002.
  • 3Mailloux R J. Phased array antenna handbook [ M ]. 2nd. Boston : MA Artech House ,2005 : 109-140.
  • 4Salialos J N. A solution of the general nonuniformly spaced antenna array [ J ]. Proceedings of IEEE, 1974, 68 : 1292-1294.
  • 5Robinson I, Rahmat-Samii Y. Particle swarm optimization inelectromagnetics [ J ]. IEEE Transactions on Antennas Propagation, 2004,52 ( 2 ) : 397- 407.
  • 6Haupt R L. Antenna design with a mixed integer genetic algorithm [ J ]. IEEE Transactions on Antennas Propagation,2007,55 (3) :577-582.
  • 7Shavit R,Taig I. Array pattern synthesis using neural networks with mutual coupling effect [ J ]. Microwaves, IEEE Transactions on Antennas Propagation, IEE Proceedings, 2005,152(5 ) :354-358.
  • 8Rahmat-Samii Y, Christodoulou C G. Guest editorial for the special issue on synthesis and optimization techniques in electromagnetics and antenna system design [ J ]. IEEE Transactions on Antennas Propagation,2007,55 ( 3 ) : 518- 521.
  • 9Olen C A, Compton R T. A numerical pattern synthesis algorithm for arrays [ J]. IEEE Transactions on Antennas Propagation, 1990,38 (10) : 1666-1676.
  • 10Van Trees H L. Optimum array processing,part Ⅳ of detection, estimation and modulation theory [ M ]. New York : Wiley,2002 : 149-156.

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  • 1李颖,黄晓涛,周智敏.幅相误差对均匀圆阵列系统性能的影响[J].雷达科学与技术,2005,3(2):123-128. 被引量:7
  • 2鄢社锋,马远良,孙超.任意几何形状和阵元指向性的传感器阵列优化波束形成方法[J].声学学报,2005,30(3):264-270. 被引量:48
  • 3鄢社锋,马远良.基于二阶锥规划的任意传感器阵列时域恒定束宽波束形成[J].声学学报,2005,30(4):309-316. 被引量:55
  • 4MURINOV,TRUCCOA.Three-dimensionalimagegene-rationandprocessinginunderwateracousticvision[J].ProceedingsoftheIEEE,2000,88(12):1903-1948.
  • 5NEGAHDAripourS,MADJIDIH.Stereovisionimagingonsubmersibleplatformsfor3-Dmappingofbenthichabitatsandsea-floorstructures[J].IEEEJournalofOceanicEn-gineering,2003,28(4):625-650.
  • 6PALMESE M,TRUCCO A.From 3-D sonarimagestoaugmentedrealitymodelsforobjectsburiedonthesea-floor[J].IEEE Transactionson Instrumentation andMeasurement,2008,57(4):820-828.
  • 7WACHOWSKIN,AZIMI-SADJADIMR.Anewsyntheticaperturesonarprocessingmethodusingcoherenceanalysis[J].IEEEJournalofOceanicEngineering,2011,36(4):665-678.
  • 8TRUCCOA,PALMESEM,REPETTOS.Devisinganaf-fordablesonarsystem forunderwater3-D vision[J].IEEETransactionsonInstrumentationandMeasurement,2008,57(10):2348-2354.
  • 9TRUCCOA.Thinningandweightingoflargeplanararraysbysimulatedannealing[J]. N坽I.
  • 10PALMESEM,TRUCCOA.AnefficientdigitalCZTbeam-formingdesignfornear-field3-D sonarimaging[J].IEEE JournalofOceanicEngineering,2010,35(3):584-594.

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