周期模糊函数在周期同步序文设计中的应用

I. Dotlic, Michael McLaughlin
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引用次数: 2

摘要

本文介绍了序码的周期模糊函数(PAF)作为设计周期同步序码的工具。研究表明,在考虑的低复杂度接收机结构中,PAF的副瓣峰值电平和主瓣相位对信道估计的质量起着重要作用。此外,研究表明,这些PAF特性随前导码的圆位移变化很大,在选择前导码和相应的圆位移时应注意。这是在即将到来的IEEE 802.15.4z标准修正案的高脉冲重复频率(HPRF)模式的序言设计示例中完成的,该标准修正案用于增强超宽带(UWB)物理层(物理层)和相关测距技术。对IEEE 802.15.4-2015标准的高速率脉冲重复频率(HRP) UWB PHY中已经指定的序言码进行了类似的分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Periodic Ambiguity Function as a Tool in Designing Periodic Synchronization Preamble
The paper introduces the periodic ambiguity function (PAF) of the preamble code as a tool in designing periodic synchronization preamble. It is shown that in the considered low-complexity receiver architecture characteristics of the PAF, namely, sidelobes peak level and main lobe phase, play an important role in the quality of the channel estimation. Furthermore, it is shown that these PAF characteristics vary considerably with the circular shift of the preamble code and care should be taken when selecting both preamble codes and corresponding circular shifts. This is done on an example of the preamble design for high pulse repetition frequency (HPRF) mode of the upcoming IEEE 802.15.4z standard amendment for enhanced ultra wideband (UWB) physical layers (PHYs) and associated ranging techniques. Similar analysis is carried-out on the preamble codes already specified in the high-rate pulse repetition frequency (HRP) UWB PHY of the IEEE 802.15.4-2015 standard.
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