首页> 外文会议>Wireless Communications and Networking Conference (WCNC), 2012 IEEE >An efficient reduced-complexity two-stage differential sliding correlation approach for OFDM synchronization in the multipath channel
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An efficient reduced-complexity two-stage differential sliding correlation approach for OFDM synchronization in the multipath channel

机译:一种有效的降低复杂度的两级差分滑动相关方法,用于多径信道中的OFDM同步

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摘要

In this paper we propose a reduced-complexity two-stage time and frequency synchronization approach for OFDM systems, operating in multipath channels. The proposed approach exploits a single-symbol preamble with a repetitive structure, composed of two identical m-sequences. The first coarse stage, based on a sliding correlation, finds out the reduced uncertainty interval over which the second fine stage, based on a differential correlation, is performed. The combined use of the sliding correlation, characterized by its low complexity, and the differential correlation, which is much more complex, carried for a limited number of times results in an overall reduced complexity approach. For the time synchronization, the performance is evaluated in terms of correct detection rate of the frame start and the estimation variance. For the frequency synchronization, we focus on the fractional part of the frequency offset which is evaluated in terms of mean squared error. The simulation results prove that, compared to the considered benchmarks, the accuracy of the frame start detection and the fractional frequency offset estimation are greatly enhanced, even at very low SNRs. The proposed two-stage reduced-complexity approach is also compared to the single-stage brute-force approach, where differential correlation is exclusively used, to assess the performance degradation occasioned by the complexity reduction.
机译:在本文中,我们为在多径信道中工作的OFDM系统提出了一种降低复杂度的两阶段时间和频率同步方法。所提出的方法利用具有两个相同的m序列的重复结构的单符号前导。第一个粗略级基于滑动相关性,找出减小的不确定性区间,在该不确定性区间上,基于微分相关性执行第二个精细级。滑动相关性(其复杂度较低)和微分相关性(其复杂度非常高)的组合使用可携带有限的次数,从而可以降低总体复杂度。对于时间同步,根据帧开始的正确检测率和估计方差来评估性能。对于频率同步,我们专注于频率偏移的小数部分,它是根据均方误差来评估的。仿真结果证明,与考虑的基准相比,即使在非常低的SNR情况下,帧开始检测和分数频率偏移估计的精度也得到了大大提高。所提议的两阶段降低复杂性方法也与单阶段蛮力方法进行了比较,后者仅使用差分相关来评估由于降低复杂性而导致的性能下降。

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