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基于时频相关性的复合常规人为干扰分析方法 被引量:1

Analysis of Multiplicate Regular Jamming Based on Time-Frequency Relation
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摘要 在军事无线通信中,对进入接收机的干扰信号进行分析、识别并提取特征参数,以支持抗干扰决策,是通信设备有效对抗蓄意人为干扰的前提。提出了基于短时傅里叶变换(STFT)的复合常规人为干扰分析方法,首先对接收的干扰信号进行STFT变换,然后将得到的三维时频域数据进行二值化处理;最后根据不同干扰样式的时域及频域特征,对二值化的时频域数据之间的关系进行分析,分别解析出多音干扰、周期脉冲干扰、扫频干扰。理论分析和仿真结果表明,通过分类搜索算法,能够较为准确地对复合人为干扰进行解析。 In military wireless communication, analyzing and recognizing the jamming signal to receiver and extracting the jamming parameters to provide information assistance for the total anti-jamming decisions of communication systems is very important to confront the intended jamming. The short-time Fourier trans- form(STFT) algorithm is proposed to analyze the jamming. Firstly ,STFF is performed for the muhiplicate regular jamming,and then the 3D time-frequency data is uniformized. Finally, according to the different jamming types in time and frequency domain, the relationship between time and frequency is analyzed and the constant jamming, duration pulse jamming and sweeping jamming are extracted step by step. Theoretical analysis and simulation results show that the distributed searching algorithm can precisely extract the jamming parameters.
出处 《电讯技术》 北大核心 2015年第3期313-320,共8页 Telecommunication Engineering
关键词 军事无线通信 抗干扰 复合人为干扰 短时傅里叶变换 分类搜索算法 时频相关性 military wireless communication anti - jamming multiplicate jamming short - time Fouriertransform distributed searching algorithm time-frequency relation
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  • 1田光明,陈光(衤禹).基于能量峰区域时频滤波的信号估计[J].信号处理,2004,20(3):263-267. 被引量:3
  • 2李之达,邓科,李耘宇,邓水桥.混凝土徐变及其在桥梁预拱度设置中的应用[J].交通科技,2006,16(6):14-16. 被引量:8
  • 3张永水,曹淑上.连续刚构桥线形控制方法研究[J].中外公路,2006,26(6):83-86. 被引量:57
  • 4COHEN L. A primer on time-frequency analysis: time-frequency signal analysis methods and applications [M]. New York: Wiley Halsted Press, 1992.
  • 5JONES D L, BARANIUK R G. A simple scheme for adapting time-frequency representations[J]. IEEE Transactions on Signal Processing, 1994, 42 (12): 3 530-3 535.
  • 6SHIE Q, DAPANG C, QINYE Y. Adaptive chirplet based signal approximation[J]. IEEE Transactions Acoustics Speech and Signal Processing, 1998, 3(5): 1 781-1 784.
  • 7QINYE Y, SHIE Q, AIGANG F. A fast refinement for adaptive gaussian chirplet decomposition[J]. IEEE Transactions Signal Processing, 2002, 50(6): 1 298-1 306.
  • 8Cohen L.What is a multicomponent signal.IEEE Proc,ICASSP1992,5:V113-V116
  • 9Loughlin P J,Davidson K L.Modified Cohen-Lee time-frequency distributions and instantaneous bandwidth of multicomponent signals.IEEE Transactions on Signal Processing,2001,49(6):1153 -1165
  • 10Boashash B.Estimating and interpreting the instantaneous frequency of a signal-Part 1:Fundamentals.IEEE Proc,1992,80(4):539-568

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