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基于SIRP法的相干K分布海杂波仿真 被引量:2

Simulation of Coherent K-Distribution Sea Clutter Based on SIRP
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摘要 球不变随机过程法(Spherically Invariant Random Process,SIRP)允许对杂波的边缘概率密度函数和自相关函数独立进行控制,且高阶概率密度函数可以显式表达,从而克服了无记忆非线性变换法(Ze-ro Memory Nonlinear,ZMNL)对自相关函数的影响。文中提出了一种采用相干脉冲雷达的杂波功率谱模型并结合SIRP法产生相干K分布海杂波的方法,对以往的模拟方法作了改进。仿真结果证明了该方法的有效性。 The method of Spherically Invariant Random Process(SIRP) allows independently control of the marginal probability density function(PDF) and the autocorrelation function of clutter, which overcomes the infection of Zero Memory Nonlinear(ZMNL) on autocorrelation. The simulation model of coherent correlation K-distributed clutter using SIRP, with the modeling of coherent pulsed radar clutter, is presented in this paper and simulated on computer. The validity of this method is proved by our simulated results.
出处 《雷达科学与技术》 2006年第6期344-347,372,共5页 Radar Science and Technology
基金 "十五"预研项目(No.41307050801A)
关键词 球不变随机过程 相干K分布 海杂波 仿真 SIRP coherent K-distribution sea clutter simulation
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  • 1-.数学手册[M].人民教育出版社,1979..

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  • 1胡可欣,胡爱明.自适应杂波抑制技术在雷达中的应用[J].现代电子技术,2006,29(8):24-26. 被引量:5
  • 2姜斌,王宏强,和湘,郭桂蓉.一种改进的ZMNL雷达杂波仿真方法[J].信号处理,2007,23(3):348-351. 被引量:7
  • 3Donald Weiner. Non - Gaussian Random Vector Identification Using Spherically Invariant Random Processes [J]. IEEE Trans. on AES,1993,29(1) :111 - 124.
  • 4Conte E, Longo M. Characterization of Radar Clutter as a Spherically Invariant Random Process [J]. IEEE Proceedings - F, 1987,134(2) : 191 - 197.
  • 5Conte E, Longo M, Lops M. Modelling and Simulation of Non- Rayleigh Radar Clutter [J]. IEEE Proceeding - F, 1991,138(2): 120 - 130.
  • 6Hawkes C D, Haykin S S. Modeling of Clutter for Coherent Pulsed Radar [J]. IEEE Trans. on IT, 1986, 34 (8): 1013-1023.
  • 7[1]Farina A.Russo A,Studer F.Coherent radar detection in log-normal clutter[J].IEE proceedings,1986,133(1):39~54
  • 8[2]Farina A.Russo A,Studer F.On a coherentmodel for Log-normal clutter[J].IEEE proceedings,1987,134(2):198~201
  • 9[3]Liu B,Munson D.Generation of random sequences giving a jointly specified marginal distribution and autocovariance[J].IEEE Trans.on ASSP,1982,30(6):973~983
  • 10[4]Rangaswamy M,Weiner D,Ozturk A.Computer generation of correlated non-gaussian radar clutter[J].IEEE Trans.on AES,1995,31(1):106~115

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