用户名: 密码: 验证码:
海杂波的特性分析与目标检测处理
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
海杂波的特性分析和目标检测是雷达信号处理领域的一个研究分支,如何对海杂波进行准确的建模,并从海杂波检测目标,在军用和民用领域都是一个非常重要的研究方向。本文在对IPIX雷达实测海杂波数据进行统计建模、混沌非线性动态和AR模型分析的基础上,对相关的目标检测算法进行了研究和分析。
     本文研究了IPIX雷达实测海杂波数据的统计特性,分析了其统计特性参数的选择和计算,对该数据在不同极化方式和海情下的幅度分布特性进行了拟合,由于统计特性随极化方式和海情而变化,很难准确地建立海杂波的统计模型,难以使用某种单一的传统统计模型对IPIX雷达海杂波进行准确建模。随后提出将海杂波作为一种平稳的AR模型,通过估计模型的阶数和参数建立AR模型,并据此建立了一种能够准确地模拟海杂波的线性预测检测器。
     根据海杂波的非线性动态特性,利用相空间重构原理对IPIX雷达实测海杂波进行非线性的相空间重构,讨论了计算嵌入维m的两种方法(伪近邻法和Cao方法)和延迟时间τ的三种方法(自相关法、互信息法、C-C方法及其改进)。此外还分析了另一个非线性相空间重构方法Volterra级数滤波器系数的确定。在相空间重构参数的选择上力求准确,以便能准确地恢复和预测海杂波序列。据此建立了基于径向基神经网络(RBFN)和Volterra级数滤波器网络(VSFN)的海杂波非线性预测检测器。
     本文将建立好的基于AR模型的线性预测检测器和基于RBFN和VSFN的非线性预测检测器应用于同一组IPIX雷达实测数据数据进行海杂波的预测,与混沌特性海杂波背景下的预测结果进行了比较,给出了一种基于预测模型的目标检测方法。
     针对非相参雷达中频信号中存在的微多普勒效应,本文分析了其频谱特性和时频特性。由于基于频域变换和时频分析的方法很难检测出这种微多普勒频移,提出了一种基于模糊C均值聚类算法的目标检测方法,可对非相参雷达中频信号中的目标实现时域检测,文中还讨论了噪声对于特性分析和目标检测算法的影响。基于模糊聚类的算法在非相参雷达中频信号处理中是一种新的尝试,因此本选题具有一定的实用和理论价值。
Analysis of sea clutter characteristic and target detection is one of research branch of Radar signal processing fields. How to realize accurate modeling of sea clutter and how to detect targets from sea clutter is a very important research direction both in civil and military fields. Based on statistical modeling, chaotic and nonlinear dynamic modeling and AR modeling for IPIX radar real sea clutters, some research and analysis is conducted in this paper.
     The statistical characteristic of the IPIX radar sea clutter is studied in this paper. By analyzing the calculation and select of statistical parameters, the amplitude of the sea clutter were fitted with several statistical distributions. Since the statistical characteristic is varied subject to different polarization and sea state, it is difficult to accurately establish the statistical model of sea clutter. In another word, it is hard to establish an accurate model by using a single traditional statistical distribution model. Then it is proposed to treat the sea clutter as a stationary AR model and establish AR model by estimate their order and parameters. Accordingly, a linear predictor and detector which can accurately simulate the sea clutter are established.
     Based on the nonlinear dynamic characteristic of the sea clutter and phase space reconstruction theory, nonlinear phase space of IPIX real sea clutter is reconstructed. For that suppose, three methods for calculating delay timeτ(Autocorrelation function method, mutual information method, C-C method and its improved algorithm) are discussed in this paper. Besides, two methods for determining embedding dimension m (false nearest neighbor and Cao method) are concerned. For another nonlinear prediction phase space reconstruction method, determining method for coefficients of the Volterra series filters is analyzed. In order to accurately recover and predict the sea clutter series, the selection on parameters of phase space reconstruction shall be as precise as possible. Similarly, two nonlinear prediction predictors and detectors are established based on AR model and Radial basis function network (RBFN) and Volterra series filter network (VSFN).
     The established linear and nonlinear predictor and detector based separately on AR model and RBFN and VSFN were applied to the same IPIX radar real sea clutter data for prediction. Compared with the prediction beneath simulated chaotic characteristic sea clutter background, a target detection method based on this prediction model is presented.
     Micro-Doppler effect existed in non-coherent radar Intermediate Frequency is concerned in this paper. By analyzing its spectrum characteristic and time-frequency characteristic, it can be found that it is difficult to distinguish this micro-Doppler shift only by frequency transform and time-frequency analysis method. A target detection method based on fuzzy C-mean clustering algorithm is proposed, which can realize the signal detection in time domain. Further, noise effect for the characteristic analysis and target detection algorithm is discussed in this paper. The algorithm based on fuzzy clustering is a new attempt in non-coherent radar intermediate frequency signal processing. So the theme of this article has both practical and theoretical values.
引文
[1]杨俊岭.海杂波建模及雷达信号模拟系统关键技术研究.(博士学位论文).湖南:国防科学技术大学.2006
    [2]Skolnik M I.雷达手册.北京:电子工业出版社.2003:504-536.
    [3]Denny W M. K-Distributed sea clutter:small target processing. Radar 97. Publication No.449. October 1997:14-16.
    [4]Jakeman E, Pusey P N. A model for non Raileigh sea echo. IEEE Transactions on Antennas Propag.1976.24(6):806-814.
    [5]Trunk G V, Georg S F. Detection of targets in non-Gaussian sea clutter. IEEE Transaction on Aerospace and Electronic Systems.1970:AES-6(5):620-628.
    [6]Fay F A, Clarke J, Peters R S. Weibull distribution applied to sea-clutter. Proceeding of the International Conference. London, England,1977:101-104.
    [7]Conte E, longo M. Characterisation of radar clutter as a spherically invariant random process. Communications, Radar and Signal Processing, IEE Proceedings-F. 1987.134(2):191-201.
    [8]宋新,张长隆,周良柱.ZMNL方法实现海杂波建模与仿真.现代雷达.2003.3:24-26.
    [9]吕雁,史林,杨万海.SIRP法相干相关K分布雷达杂波的建模与仿真.现代雷达.2002.3.:13-16.
    [10]Li X F, Xu X J. A statistical model for correlated K-distributed sea clutter. 2008 Congress on Image and Signal Processing,5:408-412
    [11]赵巨波,万建伟,王永杰等.海面雷达杂波建模技术研究.现代防御技术.2007.vol(3):87-89
    [12]Haykin S, Puthusserypady S, Chaotic Dynamics of Sea Clutter. American Institute of Physics.1999.
    [13]Kanty H, Schreiber T. Nonlinear Time Series Analysis. Cambridge:Cambridge University Press.1997.
    [14]Schreiber T, Schmitz A. Surrogate time series. Physica D:Nonlinear Phenomena.2000.54(1):136-143.
    [15]Small M, Tse C K. Detecting determinism in time series:the method of surrogate data. IEEE Transactions on Circuits and Systems I:Fundamental Theory and Applications. 2003.50(5):663-672.
    [16]石志广.基于统计与复杂性理论的杂波特性分析及信号处理方法研究.(博士学位论文).湖南:国防科学技术大学.2007.
    [17]董华春,宗成阁,权太范.高频雷达海洋回波信号的混沌特性研究.电子学报.2000.28(03):25-28.
    [18]田建生,刘铁军.高频雷达海洋回波混沌特性研究.系统工程与电子技术.2007.29(5):667-671.
    [19]赵汉青,文必洋.短时间序列的混沌检测方法及其在高频地波雷达海杂波混沌特性研究中的应用.信号处理.2003.19(01):92-94.
    [20]姜斌,王宏强,黎湘等.S波段雷达实测海杂波混沌分形特性分析.电子与信息学报.2007.29(8): 1809-1812.
    [21]Mcdonald M, Chaotic sea clutter returens. Current status and application to airborne radar systems. Technical Report.2001:1-70.
    [22]Mcdonald M, Varadan V, Leung H. Chaotic behaveour and non-linear prediction of airborne radar sea clutter data. Radar conference, proceeding of the IEEE. 2002:331-337.
    [23]Heal J P M, Stark J. Estimation of noise levels for models of chaotic dynamoical systems. Physical Review Letters.2000.84(11):2366-2369.
    [24]Gao J B, Hwang S K, Chen H F et al. Can sea clutter and indoor radio propagation be modeled as strange attractors? Proceeding of the 7th Experimental Chaos Conference, San Diego, CA, USA,2003:154-161.
    [25]Hu J, Gao J B, Yao K. Power-law sensitivity to initial conditions in sea clutter. IEEE International Radar Conference, Virginia, USA,2005:956-961.
    [26]Hu J, Tung W, Gao J B. Modeling sea clutter as a nonstationary and nonextensive random process. IEEE Conference on Radar, New York, USA,2006:24-27.
    [27]Gao J B, Yao K. Multifractal features of sea clutter. IEEE Radar Conference, Long Beach, CA,2002:500-505.
    [28]Zheng Y, Gao J B, Yao K. Multiplicative multifractal modeling of sea clutter. IEEE International Radar Conference,Virginia, USA,2005:962-966.
    [29]Hu J, Gao J B, Posner F L et al. Target detection within sea clutter:a comparative study by fractal scaling analyses. Fractals.2006.14(3):187-204.
    [30]Jing Hu, Tung W W, Gao J B. Detection of low observable targets within sea clutter by structure function based multifractal analysis.2006,54(1)::136-143.
    [31]He N, Haykin S, Chaotic Modeling of Sea Clutter. Electronics Letters,1990.56 (6):593-595.
    [32]Haykin S, Currie B W, Kesler S B. Maximum-entropy Spectral Analysis of Radar Clutter. Proceeding IEEE.70. September.1982:953-962.
    [33]Kesler S B, Nonlinear Spectral Analysis of Radar Clutter. Ph.D. Dissertation, McMaster Univ., Hamilton, ON, Canada.1977.
    [34]朱灿焰,何佩琨,毛二可.相关杂波的AR谱模型及其研究.现代雷达.第5期1998:36-43.
    [35]朱灿焰,何佩琨,毛二可.雷达杂波相关功率谱特性的AR模型及其模拟.华东交通大学学报.1998,15(3):50-55.
    [36]姬红兵,李洁,谢维信等.基于AR模型参数双谱估计的雷达目标识别.电子科学学刊.1999,21(6):843-846
    [37]沈慧芳.雷达相关杂波的仿真及其AR谱模型.雷达科学与技术.2007,5(2):124-127.
    [38]Nohara T J, Haykin S. Canadian east coast radar trials and the K-distribution.
    [39]Nohara T J, Haykin S. Growler Detection in sea clutter with coherent radars.
    [40]Nohara T J, Haykin S. Growler detection in seal clutter using Gaussian spectrum models.
    [41]Nohara T J, Haykin S. AR-based growler detection in sea clutter. IEEE Transaction on signal processing,1993,42(3):1259-1271.
    [42]彭岁阳,罗鹏飞.基于ARLPM改进的海面目标检测新方法.现代雷达.2007 29(11):56-59.
    [43]Stehwien W, Radar Clutter Classification. Ph.D. Dissertation. McMaster Univ. Hamilton, ON, Canada,1989.
    [44]Haykin S, Stehwien W, Deng C, Weber P and Mann R, Classification of Radar Clutter in an Air Traffic Control Environment. Proc. IEEE, June 1991.79:742-772.
    [45]Haykin S, Bakker R, Currie B W. Uncovering nonlinear dynamics-the case study of sea clutter. Proceedings of the IEEE.2002,90(5):860-881.
    [46]Cowper M R, Nonlinear processing of non-Gaussian stochastic and chaotic deterministic time series. Ph.D. Dissertation, Univ. Edinburgh, Canada,2000.
    [47]Cowper M R, Mulgrew B, Unsworth C P. Investigation into the use of nonlinear predictor networks to improve the performance of maritime surveillance radar target detectors. Radar, Sonar and Navigation, IEE Proceedings.2001,148 (3):103-111.
    [48]Cowper M R, Unsworth C P, Mulgrew B. Determining the importance of learning the underlying dynamics of sea clutter for radar target detection. IEEE International Conference on Acoustics, Speech, and Signal Processing, Salt Lake. UT,2001: 2885-2888.
    [49]何友,关键,彭应宁等.雷达自动检测与恒虚警处理.北京:清华大学出版社.1999
    [50]何友,关键,孟祥伟等.雷达自动检测和CFAR处理方法综述.系统工程与电子技术.2001.23(1):9-14.
    [51]Jakeman E, Pusey P N. A model for Non-Rayleigh sea ehco. IEEE trans. 1976(6):806-814
    [52]Farina A, Gini F, Greco V, et al. Coherent radar detection of targets against a combination of K-distributed and Gaussian clutter. IEEE International Radar Conference. Washington DC. May,1995:83-88.
    [53]Gini F Verrazzani L. A HOS technique foe coherent radar detection in mixed clutter environment. IEEE workshop nonlinear signal image processing, Halkidiki, Greece, June 1995.
    [54]刘艳苹.一种海杂波背景下快速小目标的检测方法.舰船电子对抗.2008(6),vol31(3):41-44
    [55]姜斌,王宏强,黎湘等.海杂波背景下的目标检测新方法.物理学报.2006.55(8):3985-3991
    [56]Conte E, Maio A D, Farina A, et al. Design and Analysis of a Knowledge-Based Radar Detector. Radar Conference,2005 IEEE International.2005:387-392.
    [57]Maio D, Farina A, Foglia G. Design and Experimental Validation of Knowledge-Based CFAR Detectors.2006 IEEE Conference on Radar,2006. Shanghai,2006:8.
    [58]Xiong Lei. Examination with marine radar for small target in sea clutter based on wavelet transforms, Journal of Wuhan university of technology.2007,31 (6):1125-1131.
    [59]王福友,周卫东,袁赣南等.基于局部回波幅值统计的海杂波背景下小目标检测.海洋科学进展.2009,27(2):176-183.
    [60]Haykin S, Li X B. Detection of Signals in Chaos. Proceedings of the IEEE.83, No.1, January 1995:95-122.
    [61]Hu J, Gao J B, Yao K. Power-law Sensitivity to Initial Condition In Sea Clutter. IEEE Radar Conference 2005:956-961.
    [62]Leung H, Lo T. Chaotic Radar Signal Processing Over the Sea. IEEE Journal of Oceanic Engineering.18(3), July 1993.287-295.
    [63]Bhattacharya T K, Haykin S. Neural Network-Based Radar Detection for an Ocean Environment. IEEE Transactions on Aerospace and Electronic Systems.33(2). April 1997:408-420.
    [64]Hennessen S, Leung H. Sea Clutter Modeling Using a Radial-Basis-Function Neural Network. IEEE Journal of Oceanic Engineering.26(3). July 2001.358-372.
    [65]Lopez-Risueno G, Grajal J, Diaz-Oliver R. Target Detection in Sea Clutter Using Conventional Neural Network. IEEE Radar Conference.2003:321-328.
    [66]Cowper M R, Mulgrew B. Nonlinear Processing of High Resolution Radar Sea Clutter. International Joint Conference on Neural Networks, Antalaya, Turkey.1999:839-843.
    [67]Cowper M R, Mulgrew B. Application of a nonlinear inverse noise cancellation technique to maritime surveillance radar. IEEE Signal Processing Workshop on Statistical Signal and Array Processing. Pennsylvania, USA,2000:267-271.
    [68]Mcdonald M, Damini A. Limitations of nonlinear chaotic dynamics in predicting sea clutter returns. IEE Proceedings-Radar, Sonar and Navigation.2004, 151 (2):105-113.
    [69]Wang X, Liu J, Liu H W. Small Target Detection in Sea Clutter Based on Doppler Spectrum Features. International Conference on Radar,2006. CIE'06. Shanghai, 2006:1-4.
    [70]王福友,卢志忠,袁赣南等基于时空混沌的海杂波背景下小目标检测仪器仪表学报2009,30(6):1180-1185
    [71]http://soma.ece.mcmaster.ca/ipix/dartmouth/logbook.txt.
    [72]http://soma.ece.mcmaster.ca/ipix/dartmouth/cdf051_100/td_19931111_163625_sta rea. html.
    [73]石志广,周剑雄,付强.K分布海杂波参数估计方法研究.信号处理.2007,23(3):420-423.
    [74]余慧,王岩飞,闫鸿慧.一种K分布杂波参数估计的快速算法.电子与信息学报.2009,31(1):139-142.
    [75]苏晓阳,曹兰英,郑启生等.基于实测数据的海杂波K分布参数估计方法研究.电光与控制.2008,15(8):45-48.
    [76]曹兰兰.海杂波建模技术研究.硕士学位论文.辽宁大连:2008.3:41.
    [77]米切尔R L.陈训达译.雷达系统模拟.北京:科学出版社.1982.
    [78]Anastassopoulos V, Lampropoulos G A. High resoluteion radar clutter classification. IEEE internation radar conference.1995:662-667.
    [79]Stechwien W, Statistics and corraltion propertyes of high resoluteion X-band sea clutter. IEEE national conference.1994:46-51.
    [80]张贤达.现代信号处理.北京:清华大学出版社.2002.
    [81]Schleher D C.MTI and pulsed Doppler radar. Boston London, Artech House:1991. Chapter 2.
    [82]Li X B, Haykin S. Chaotic characterization of Sea Clutter:new experimental results and novel applications. Signals, systems and computers.1995 2:1076-1080.
    [83]Zhou C T, Ting C. Detection of weak signals hidden beneath the noise with a modified principal components analysis. Adaptive Systems for Signal Processing, Communications, and Control Symposium 2000, AS-SPCC. The IEEE 2000, Lake Louise, Alta. 2000:236-240.
    [84]Haykin S. Chaotic signal processing:New research directions and novel applications. IEEE Sixth SP workshop on Statistical Signal and Array Processing Conference Proceeding, Victoria, BC, Oct.1992:1-4.
    [85]Haykin S. Neural Networks:A Comprehensive Foundation. New Jersey USA. Prentice Hall.1996.
    [86]Haykin S. Modular Learning Strategy for Signal Detection in a Non-stationary Environment. MILCOM 97 Proceeding.1997(3):1113-1116.
    [87]Cohen L. Time-frequency distributions—A review. Procceing of the IEEE,77(7). 1989:941-981.
    [88]Whitehead B A. Cooperative-competitive genetic evolution of radial basis function centers and widths for time series prediction. IEEE Transaction on Neural Networks. 1996,7(4):869-880.
    [89]Martinetz T M. Neural gas network for vector quantization and its application to time-series prediction. IEEE Trans. Neural Networks,1993,4(4):558-569.
    [90]Sing J K, Basu D K, Nasipuri M, et al. Improved K-means Algorithm in the Design of RBF Neural Networks. IEEE Conference on Convergent Technologies for Asia-Pacific Region.2.2003:841-845.
    [91]Farmer J D, Sidorowich J J. Predicting chaotic time series. Physical Review Letters.59. Aug.24,1987:845-848.
    [92]Gencay R, Nonlinear prediction of noise time series with feedforward network. Physics Letters A.1994,187(6):397-403.
    [93]Casdagli M, Nonlinear Prediction of chaotic time series. Physica D.1989, 35(3):335-356.
    [94]王明进,程乾生.Kohonen自组织网络在混沌时间序列预测中的应用.系统工程与理论实践.1997 17(7):12-18.
    [95]Cao L Y. Predicting chaotic time series using wavelet network. Physica D.1995, 85(2):225-238.
    [96]张家树,肖先赐.混沌时间序列的Volterra自适应预测.物理学报.2000,49(03):403-407.
    [97]陆振波,蔡志明,姜可宇.基于稀疏V滤波器混沌时间序列自适应预测.系统工程与电子技术.2007,29(9):1428-1431.
    [98]张家树、肖先赐.混沌时间序列的自适应高阶非线性滤波预测.物理学报.2000,49(07):1221-1227
    [99]Packard N H, Crutchfield J P, Farmer J D, et al. Geometry from a time series: Physical Review Letters,1980,45:712-716.
    [100]Takens F. Detecting strange attractors in turbulence. In:Dynamical Systems and Turbulence. Berlin:Springer-Verlag.1981:366-381.
    [101]Grassberger P, Procaccia I. Measuring the strangeness of strange attractors. Physica D:Nonlinear Pheonomena.1983,9(1-2):189-208.
    [102]甘建超,肖先赐.混沌的可加性.物理学报.2003.52(5):1085-1090
    [103]王海燕,卢山.非线性时间序列分析及其应用.科学出版社:2006
    [104]Fraser A M, Swinney H L. Independent corrdinates for strange attractors from mutual information. Physical Review A.1986,33(2):1134-1140
    [105]Kim H S, Eykholt R, Salas J D. Nonliear dynamics, delay times, and embedding windows. Physica D.1999,127 (1-2):48-60.
    [106]Brock W A, Hsieh D A, Baron B L. Nolinear danyamics, chaos, and instability:statistical theory and economic evidence. MIT Press:Cambridge, MA.1991.
    [107]Li X B, Haykin S. Detection of signal in chaos. Proceeding of IEEE.1995,83(1): 95-122.
    [108]Osborne A R, Provenzale A. Finite correlation dimension for stochastic systems with power-low spectra. Physica D.1989,35(3):357-381
    [109]Grassberger P, Generalized dimensions of strange attractors. Physics Letters A. 1983,97(6):227-230.
    [110]Grassberger P, Measuring the strangenesss of strange attractors. Physica D: Nonlinear Phenomena.1983, Oct.9(1-2):189-208.
    [111]Broomhead D S, King G P, Extracting qualitative dynamics from experimental data. Physica D:Nonlinear Phenomena.1986,20 (2-3):217-236.
    [112]Kennel M B, Brown R, Abarbanel H, Determing embedding dimension for phase-space reconstruction using a geometrical construction. Physics Review A.1992,45(6): 3403-3411.
    [113]许小可.基于非线性分析的海杂波处理.博士学位论文.大连海事大学:大连.2008
    [114]Cao L Y. Practical method for determining the minimum embedding dimension of a scalar time series, Physica D:Nonlinear Phenomena.1997,110 (1-2):43-50.
    [115]Kugiumtzis D. State space reconstructiton parameters in the analysis of chaotic time series—the role of the time window length. Physica D:Nonlinear Pheonomena. 1996,95(1):13-28.
    [116]陆振波,蔡志明,姜可宇.基于改进的C-C方法的相空间重构参数选择.系统仿真学报.2007,19(11):2527-2529.
    [117]徐自励,王一扬,周激流.估计非线性时间序列嵌入延迟时间和延迟时间穿的C-C平均方法.四川大学学报.2007(01):151-155
    [118]吴微.神经网络计算.北京:高等教育出版社.2006
    [119]许东,吴铮,基于matlab 6.x的系统分析与设计-神经网络.西安:西安电子科技大学出版社.1998.
    [120]Grabusts P S. A study of clustering algorithm application in RBF neural networks. Decision support systems.
    [121]Masher M Y. Improving the performance of k-means clustering algorithm to position the centres of RBF network.
    [122]Lloyd S. Least squares quantization in PCM. IEEE Transactions on Information Theory. Mar.1982.28(2):129-137.
    [123]MacQueen J, Some methods for classification and analysis of multivariate observations. Proceeding of the fifth Berkeley symposium On Mathematical Statistics and probability.1. University of California Press:1967:281-297.
    [124]Haykin S, Xiao B L. Detection of signals in chaos. Proceedings of the IEEE.1995, 83(1):95-122
    [125]杜鹏飞,王永良,孙文峰.混沌海杂波背景下的弱信号检测.系统工程与电子技术.2002,24(07): 65-67.
    [126]陈瑛,罗鹏飞.海杂波背景下基于RBF神经网络的目标检测.雷达科学与技术.2005,3(5):271-275.
    [127]朱丽莉,张永顺,李兴成.基于RBF神经网络的混沌背景下瞬态弱信号检测.空军工程大学学报(自然科学版).2006,7(02):61-63.
    [128]Douglas S C, Meng T H. Normalized data nonlinearities for LMS adaptation. IEEE Transactions on Signal Processing.1994,42(6):1352-1365
    [129]陆振波,蔡志明,姜可宇.基于Volterra滤波器的混沌背景弱信号检测.系统仿真学报.2008.20(7):1778-1780.
    [130]Rosenstein M T, Collins J J, Luca C J De. Reconstruction expansion as a geometry-based framework for choosing proper delay times, Physica D,1994,73:82-98.
    [131]Osborne A R, Provenzale A. Finite correlateon dimension for stochastic systems with power-low spectra. Physica D:Nonlinear Phenomena.1989,35 (3):357-381.
    [132]简相超,郑君里.混沌神经网络预测算法评价准则与性能分析.清华大学学报(自然科学版).2001,41(07):43-46.
    [133]温权,张勇传,程时杰.混沌时间序列预测技术.水电能源科学.2001,19(03):76-78.
    [134]Maria G, Federica B, Fulvio G N. X-Band Sea-Clutter Nonstationarity:Influence of Long Waves. IEEE Journal of Oceanic Engineering.2004,29(2):269-283.
    [135]Li H J, Wang Y D, Wang L H, Matching score properties between range profiles of high-resolution radar targets. IEEE Transaction on Antennas and Propagation. 1996.44(4):444-452.
    [136]Liao X J. Identification of ground target from sequential High-range-resolution radar signatures. IEEE Transaction on Aerospace and Electronic Systems.2002,38 (4):1230-1242.
    [137]Liu G J, Wang H J, Qiu S, et al. Short-duration pulse radar experimental system integration and basic experimental research on the target detection, CIE internation conference of radar proceeding,2001:141-145.
    [138]Chen V C. Micro-Doppler effect of micromotion dynamics a review. Proceeding of SPIE,2003,5102:240-249.
    [139]Bracewell R. The Fourier Transform and Its Applications,2nd, McGraw-Hill.1986
    [140]CaiCJ, LiuWX, Fu J S. Empirical Mode Decomposition of Micro-Doppler Signature. 2005 IEEE Internation Radar Conference, IEEE Proceedings.2005:895-899.
    [141]Lai C P, Ruan Q, Narayanan R M. Hilbert-Huang transform (HHT) processing of through-wall noise radar data for human activity characterization, Proceedings of the IEEE SAFE 2007 Workshop on Signal Processing Applications for Public Security and Forensics, March 2007:1-6.
    [142]Ahmad F, Amin M G, Zemany P D. Performance analysis of dual-frequency CW radars for motion detection and ranging in urban sensing applications, Proceedings of the SPIE Symposium on Defense and Security, Radar Sersor Technology XI Conference,6547: 271-350.
    [143]Setlur P, Ahmad F, Amin M G, Zemany P D. Experiments on through-the-wall motion detection and ranging, Proceedings of the SPIE Symposium on Defense and Security, Sensors, and Command, Control, Communications, and Intelligence (C3I) Technologies for Homeland Security and Homeland Defense VI Conference,6538, April 2007.
    [144]Thayaparan T, Stankovie L, Djurovic I. Micro-Doppler-based target detection and feature extraction in indoor and outdoor environments, Journal of the Franklin Institute 345(2008):700-722.
    [145]陈行勇,刘永祥,黎湘,郭桂蓉.雷达目标微多普勒特征提取.信号处理.200723(2):222-226.
    [146]祝忠明,王绪本,何永波.穿墙脉冲雷达回波信号人体微动特征识别初步研究.计算机应用研究,2010:597-599.
    [147]Thayaparan T, Abrol S, Riseborough E, Stankovic L et al. Analysis of radar micro-doppler signatures from experimental helicopter and human data. IEE Proc. Radar Sonar Navig.1 (4) (2007):288-299.
    [148]Misiurewicz J, Kulpa K, Czekala Z. Analysis of recorded helicopter echo, Radar 97:449-453.
    [149]Chen V C, Li F, Ho S S, et al. Micro-Doppler effect in radar:Phenomenon, model, and simulation study, Aerospace and Electronic System, IEEE Transaction. Jan.2006, 42(1):1:2-21.
    [150]陈爱武.微多普勒效应分析与应用研究.硕士学位论文.南京理工大学:南京.2007
    [151]Chen V C, Li F, Ho S S, Wechsler H. Analysis of micro-Doppler signatures, IEE Proc. Radar Sonar Navig.150(4)(2003):271-276.
    [152]Li J, Ling H, Application of adaptive chirplet representation for ISAR feature extraction from targets with rotating parts, IEE Proc. Radar Sonar Navig.2003. 150(4):284-291.
    [153]Chen V C. Spatial and temporal independent component analysis of micro-Doppler. Radar Conference, IEEE International.2005:348-353.
    [154]Thayaparan T, Micro-Doppler analysis of the rotation antenna in airborne SAR image collected by the APY-6 RADAR, IRS 2005, Berlin, Germany, September 2005.
    [155]Thayaparan T. Micro-Dopper radar signatures for intelligent target recognition. Technical Memorandum. Ottawa, Canada. Defence R&D:2004.
    [156]Willams W J, Zalubas E J. Invariant classification of time-frequency representation:applications to Doppler radar target identification, in:Proceeding of DSTO/DOD Workshop. Adelaide, Australia,1997.
    [157]Lei J J. Pattern recognition based on time-frequency distribution of radar Micro-Doppler Dynamics. The Sixth Internation Conference on Software Engineering, Artificail Intelligence, Networking and Parallel/Distributed Computing and First ACIS Internation Wowkshop on Self-Assembling Wireless Networks, IEEE Proceedings, 2005:14-18
    [158]Setlur P, Amin M, Thayaparan T, Micro-Doppler signal estimation for vibrating and rotating targets, in Proceeding of ISSPA 2005, Sydney, Australia,2005:639-642.
    [l59]Bezdek J C. Pattern recognition with fuzzy objective function algorithm. New York, Plenum,1981.
    [160]陈章位,路甬祥.Wigner分布中互谱项特征及其消除方法的探讨.数据采集与处理.1995.10(1):1-5.
    [161]王新洲,史文中,王树良.模糊空间信息处理.武汉:武汉大学出版社.2003:89-90.
    [162]Junn J C. A fuzzy relative of ISODATA process and its use in detecting compact well-separated clusters. Journal of Cybernetics (3),1973:32-57.
    [163]Zhang Yunjie. Research of Image Segmentation Methods Based on Fuzzy Systems Theory,2006.

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700