基于局部最优检测的认知无线电改进半盲频谱感知

M. Cardenas-Juarez, M. Ghogho, Ulises Pineda Rico, E. Stevens-Navarro
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引用次数: 7

摘要

在认知无线电中,由于通信系统通常使用训练信号进行信道估计和同步,因此在辅助用户的接收器上可能有一些关于主要用户信号的信息。可以利用这些训练信息和数据符号对主要用户的信号进行半盲检测。在文献中,认为局部最优半盲检测度量是能量检测器(ED)与匹配滤波器的线性组合,即混合检测器。局部最优检测(LOD),已知在低信噪比下是最优的,在这里提出了一种加权半盲局部最优检测器(WSBLOD)的设计,重点关注存在未知相移和加性高斯白噪声的线性调制。通过LOD分析表明,对于二元相移键控调制信号,半盲检波器检验统计量不仅包括匹配滤波器与ED的线性组合,还包括接收信号的伪能量。然后,通过优化测试统计量中匹配滤波器、能量和伪能量的权重,对所设计的半盲检测器进行改进,使检测概率最大化。仿真结果表明,该方法优于混合检测器。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Improved semi-blind spectrum sensing for cognitive radio with locally optimum detection
In cognitive radio, there might be some information about primary users’ signals available at secondary users’ receivers since communications systems usually employ training signals for channel estimation and synchronization purposes. This training information can be exploited along with data symbols to perform semi-blind detection of primary users’ signals. In the literature, it is considered that the locally optimal semi-blind detection metric is the linear combination of the energy detector (ED) and the matched filter, i.e. the hybrid detector. Locally optimum detection (LOD), known to be optimum in the low signal-to-noise ratio, is proposed here in the design of a weighted semi-blind locally optimum detector (WSBLOD) by focusing on linear modulation in presence of an unknown phase shift and additive white Gaussian noise. By using LOD, it is shown that for binary phase shift keying-modulated signals, the semi-blind detector test statistic consists not only in combining linearly the matched filter and the ED but also the pseudo-energy of the received signal. Then, the designed semi-blind detector is improved by optimising the weights of the matched filter, energy and pseudo-energy in the test statistic, which maximises the probability of detection. Simulation results show that the proposed WSBLOD outperforms the hybrid detector.
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