Generation of binary pseudo-random sequences with quasi-perfect periodic and inverse periodic autocorrelations for radar systems

V. Shcherbakov, K. Lukin
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引用次数: 2

Abstract

A new method for generation of binary pseudorandom sequences (BPR-sequences) with quasi-perfect periodic and inverse periodic autocorrelation has been suggested for applications in radars. The method is based upon a modified discrete multi-dimensional chaotic map with two delays. Various BPR-sequences generated according to the method suggested has been analyzed using computer simulation. Spectrums of BPR-sequences periods generated with the help of suggested algorithm for the concrete values of delays have been found. Correlation characteristics of BPR-sequences generated have been studied and tested. It has been shown that for the appropriate choice of initial conditions and delays the suggested algorithm generates BPR-sequences having their correlation characteristics close enough tothose of M-sequences. In addition, it has been shown that BPR-sequences generated meet the requirements to the radar signals.
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雷达系统具有准完美周期和逆周期自相关的二元伪随机序列的生成
提出了一种具有准完美周期和逆周期自相关的二值伪随机序列(bpr序列)的生成新方法。该方法基于一种改进的二维离散混沌映射。利用计算机仿真对该方法生成的各种bpr序列进行了分析。利用所提算法生成的bpr序列周期谱,得到了具体延迟值。对生成的bpr序列的相关特性进行了研究和测试。结果表明,在适当选择初始条件和延迟的情况下,该算法生成的bpr序列具有与m序列足够接近的相关特征。结果表明,生成的bpr序列满足雷达信号的要求。
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