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Analysis of Pisarenko Harmonic Decomposition-based subNyquist Rate Spectrum Sensing for Broadband Cognitive Radio

机译:基于Pisarenko谐波分解的宽带认知无线电子奈奎斯特速率频谱分析

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摘要

The essential part of cognitive radio is spectrum sensing, so that the under utilised spectrum could be detected to improve the spectrum efficiency. For this purpose, a wide range of frequency bands are considered and locations of multiple occupied spectrum subbands are focused. A major challenge related with such broadband spectrum sensing is that it is either extravagant or impracticable to perform Nyquist sampling on the broadband signal. In this study, a broadband spectrum sensing method, that takes advantage of subNyquist sampling wherein the sampling rate is considerably reduced. The correlation matrix of a limited number of noisy samples is computed and is used to estimate the frequency function of the pisarenko harmonic decomposition method to detect the occupied and unoccupied channels. The salient feature of this approach as compared to other methods is that, no prior knowledge of signal properties (which would lead to uncertain problems) is necessary. Further, the efficiency of this method is assessed by calculating the detection probability of the occupied channel as a function of the limited number of samples and the signal to noise ratio of random input signals. The simulation results demonstrate a reliable detection, even with limited samples and a low SNR.
机译:认知无线电的重要部分是频谱感测,因此可以检测未充分利用的频谱以提高频谱效率。为此,考虑了宽范围的频带,并且集中了多个占用频谱子带的位置。与这种宽带频谱感测有关的主要挑战是对宽带信号执行奈奎斯特采样既奢侈又不切实际。在这项研究中,宽带频谱感测方法利用了亚奈奎斯特采样,其中采样率大大降低。计算有限数量的噪声样本的相关矩阵,并将其用于估计pisarenko谐波分解方法的频率函数,以检测占用信道和未占用信道。与其他方法相比,此方法的显着特征是不需要信号特性的先验知识(这将导致不确定的问题)。此外,该方法的效率通过计算占用信道的检测概率作为有限样本数量和随机输入信号的信噪比的函数来评估。仿真结果证明了即使在有限的样本和低SNR的情况下,检测也很可靠。

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