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On the maximum imbalance of binary sequences with low aperiodic autocorrelations

机译:低非周期自相关的二元序列的最大不平衡

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Binary sequences with low aperiodic autocorrelation function sidelobes, such as Barker, quasi-Barker, and minimum peak sidelobe sequences have found extensive applications in radar and communications systems. However, there is no systematic method to construct such desirable binary sequences except the use of time consuming and costly exhaustive computer search. In this paper, an upper bound on the maximum imbalance of binary sequences with low aperiodic autocorrelation is derived and is expressed in terms of the sequence length, the window size and the peak sidelobe levels. It sheds some light on the tradeoff between the sequence parameters involved and may be useful in developing efficient sequence searches.
机译:具有低非周期性自相关函数旁瓣的二进制序列(例如Barker,准Barker和最小峰值旁瓣序列)已在雷达和通信系统中得到广泛应用。但是,除了使用费时且昂贵的穷举性计算机搜索之外,没有系统的方法来构造这种所需的二进制序列。本文推导了具有非周期性非相关性的二进制序列最大不平衡的上限,并用序列长度,窗口大小和峰值旁瓣电平表示。它为所涉及的序列参数之间的折衷提供了一些启示,可能对开发有效的序列搜索有用。

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