Chaotic signal reconstruction with application to noise radar system

被引:0
作者
Lidong Liu
Jinfeng Hu
Zishu He
Chunlin Han
Huiyong Li
Jun Li
机构
[1] University of Electronic Science and Technology of China,School of Electronic Engineering
来源
EURASIP Journal on Advances in Signal Processing | / 2011卷
关键词
Signal processing; noise radar; chaos; parameter estimation;
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中图分类号
学科分类号
摘要
Chaotic signals are potentially attractive in engineering applications, most of which require an accurate estimation of the actual chaotic signal from a noisy background. In this article, we present an improved symbolic dynamics-based method (ISDM) for accurate estimating the initial condition of chaotic signal corrupted by noise. Then, a new method, called piecewise estimation method (PEM), for chaotic signal reconstruction based on ISDM is proposed. The reconstruction performance using PEM is much better than that using the existing initial condition estimation methods. Next, PEM is applied in a noncoherent reception noise radar scheme and an improved noncoherent reception scheme is given. The simulation results show that the improved noncoherent scheme has better correlation performance and range resolution especially at low signal-to-noise ratios (SNRs).
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[1]  
Venkatasubramanian V(2005)A novel chaos-based high-resolution imaging technique and its application to through-the-wall imaging IEEE Signal Process Lett 12 528-531
[2]  
Leung H(2002)Ergodic chaos-based communication schemes Phys Rev E 66 036203(1)-036203(8)
[3]  
Leung H(2006)An ergodic approach for chaotic signal estimation at low SNR with application to ultra-wide-band communication IEEE Trans Signal Process 54 1091-1103
[4]  
H Yu(2008)Adaptive scheme for synchronization-based multiparameter estimation from a single chaotic time series and its applications Phys Rev E 78 056211(1)-056211(5)
[5]  
Murali K(2008)Breaking a chaotic secure communication scheme CHAOS 18 01321(1)-01321(7)
[6]  
Leung H(2008)Symbolic vector dynamics approach to initial condition and control parameters estimation of coupled map lattices IEEE Trans Circ Syst I 55 1116-1124
[7]  
Shanmugam S(1995)Asymptotic maximum likelihood estimator performance for chaotic signals in noise IEEE Trans Signal Process 43 1009-1012
[8]  
Xie N(1995)Methods for chaotic signal estimation IEEE Trans Signal Process 43 2013-2016
[9]  
Wang SC(2008)A general efficient method for chaotic signal estimation IEEE Trans Signal Process 47 1424-1428
[10]  
Ghosh D(1999)Estimating initial conditions of noisy chaotic signals generated by piecewise linear Markov maps using itineraries IEEE Trans Signal Process 47 3289-3302