期刊文献+

基于FM-AM转换的伪码调相-载波调频复合引信信号的脉内特征提取研究 被引量:2

The Study on In-pulse Characteristics Extraction of Pseudo Code Phase Modulation-Carry Frequency Modulation Combined Fuse Signal Based on the FM-AM Transduction Analysis
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摘要 伪码调相和载波调频复合信号因具有好的距离、速度分辨率和测速测距精度,所以广泛应用在雷达和引信中。在电子对抗中为了实施欺骗性干扰,必须有效地提取复合信号的参数特征,为此本文研究了FM-AM转换时频分析的理论及其实现方法,并利用该方法对伪码调相-载波调频复合信号进行了脉内特征分析。具体包括伪码调相正弦载波信号、伪码调相复合正弦调频信号及伪码调相复合线性调频信号。仿真结果表明,在信噪比为5dB时,利用FM-AM转换时频分析技术,不但可以提取载波调频的特征信息,而且能够有效提取伪码的特征信息。 When the pseudo code phase modulation and the carry frequency modulation combined signal is used to measure the distance and velocity, both the resolution and the precision are high. So this kind of signal is used in such field as radar and fuze widely. In the electronic countermeasure, the feature parameter of this signal must be extracted effectively in order to implement the cheat jamming. The theory and implementation on the FM-AM transduction analysis are introduced in this paper. This method is used to analysis the in-pulse characteristics of pseudo-code fuse signals such as pseudo-code phase modulation, pseudocode phase modulation combined by sinusoid frequency modulation and pseudo-code phase modulation combined by linear frequency modulation. The simulation result shows that both the characteristic of carry signal and phase changed position caused by the pseudo-code can be extracted effectively in SNR = 5dB.
出处 《宇航学报》 EI CAS CSCD 北大核心 2007年第1期113-117,共5页 Journal of Astronautics
关键词 FM-AM转换 伪码调相 正弦调频 线性调频 参数提取 FM-AM transducfion analysis Pseudo-code phase modulation Sinusoid frequency modulation Linear frequency modulation Parameter extraction
作者简介 李明孜(1973-),女,博士生,机械电子工程专业,现研究方向为雷达及引信的信号处理。通信地址:南京理工大学电光学院引信干扰实验站(210094)电话:13032544928 E-mail:dgymz.2004@sina.com
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参考文献11

  • 1Gini F,Giannakis G B.Frequency offset and timing estimation in slowly-varying fading channels:A cyclostationary approach[J].IEEE Trans.on Comm,1998,COM-46(3):400-411
  • 2Serpedin E,Giannakis G B,et al.Blind joint estimation of carrier frequency offset and channel using non-redundant periodic modulation procedures[A].Statistical Signal and Array Processing,1998:288-291
  • 3Mazzenga F,Vatalaro F.Parameter estimation in CDMA multiuser detection using cyclostationary statistics[J].Electronics Letters,1996(2):179-181
  • 4Gardner W A,Spooner C M.Detection and sources locations of weak cyclostationary signals:simplication of the maximum likelihood receiver[J].IEEE Trans,on Comm,1993,COM-41(6):905-916
  • 5Chin-Kang C,Gardner W A.Signal-selective time-difference-of-arrival estimation for passive location of man-made signal sources in highly corruptive environments,part Ⅱ:Algorithms and performance[J].IEEE Trans,on SP,1992,SP-40(5):1185-1197
  • 6熊刚,赵惠昌,林俊.伪码-载波调频侦察信号识别的谱相关方法(Ⅰ)——伪码-载波调频信号的谱相关函数[J].电子与信息学报,2005,27(7):1081-1086. 被引量:24
  • 7熊刚.典型无线电引信信号识别技术研究[博士论文][D].南京:南京理工大学,2005
  • 8尉宇,孙德宝,郑继刚.基于FrFT优化窗的STFT及非线性调频信号瞬时频率估计[J].宇航学报,2005,26(2):217-222. 被引量:4
  • 9Bovik,A C,Havlicek J P,Desai M D,et al.Limits on discrete modulated signals[J].IEEE transactions on signal processing,1997,45(4):867-879
  • 10Bovik,A C,Havlicek J P and Desai M D.Theorems for Discrete Filtered Modulated Signals,0-7803-0946-4/93,1993 IEEE:153-156

二级参考文献13

  • 1Durak and Arikan.Short-Time Fourier Transform:Two Fundamental:Properties and an Optimal Implementation[J].IEEE trans.on signal processing,20003,51(5):1231-1242
  • 2Durak and Arikan.Generalized time-bandwidth product optimal short-time Fourier transformation[J].IEEE Trans.Signal Processing,2002,50(7):1465-1468
  • 3Ozaktas H M.Digital computation of the fractional Fourier transform[J].IEEE Trans.Signal Processing,1996,44(9):2141-2150
  • 4Hussain and Boashash.Adaptive Instantaneous Frequency Estimation of Multi-component FM Signals Using Quadratic Time-Frequency Distributions[J].IEEE Trans.Signal Processing,2002,50(8):1866-1876
  • 5Kwok K,Jones L.Improved Instantaneous Frequency Estimation Using an Adaptive Short-Time Fourier Transform[J].IEEE trans.on signal processing,2000,48(10):2964-2972
  • 6Bracewell R N.The Fourier Transform and Its Applications[M].2nd ed.New York:McGraw-Hill,1986
  • 7Almeida L B.The fractional Fourier transform and time-frequency representation[J].IEEE Trans.Signal Processing,1994,42(10):3084-3091
  • 8Gini F, Giannakis G B. Frequency offset and timing estimation in slowly-varying fading channels: A cyclostationary approach[J].IEEE Trans. on Comm., 1998, COM-46(3): 400 - 411.
  • 9Serpedin E, Giannakis G B, et al.. Blind joint estimation of carrier frequency offset and channel using non-redundant periodic modulation procedures[A]. Statistical Signal and Array Processing, 1998, Proceedings Ninth IEEE SP Workshop[C].Beijing, 1998:288 - 291.
  • 10Mazzenga F, Vatalaro F. Parameter estimation in CDMA multiuser detection using cyclostationary statistics[J]. Electronics Letters, 1996(2): 179- 181.

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