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Second-Order Cyclostationarity of Mobile WiMAX and LTE OFDM Signals and Application to Spectrum Awareness in Cognitive Radio Systems

机译:移动WiMAX和LTE OFDM信号的二阶循环平稳性及其在认知无线电系统中的频谱感知中的应用

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摘要

Spectrum sensing and awareness are challenging requirements in cognitive radio (CR). To adequately adapt to the changing radio environment, it is necessary for the CR to detect the presence and classify the on-the-air signals. The wireless industry has shown great interest in orthogonal frequency division multiplexing (OFDM) technology. Hence, classification of OFDM signals has been intensively researched recently. Generic signals have been mainly considered, and there is a need to investigate OFDM standard signals, and their specific discriminating features for classification. In this paper, realistic and comprehensive mathematical models of the OFDM-based mobile Worldwide Interoperability for Microwave Access (WiMAX) and third-Generation Partnership Project Long Term Evolution (3GPP LTE) signals are developed, and their second-order cyclostationarity is studied. Closed-from expressions for the cyclic autocorrelation function (CAF) and cycle frequencies (CFs) of both signal types are derived, based on which an algorithm is proposed for their classification. The proposed algorithm does not require carrier, waveform, and symbol timing recovery, and is immune to phase, frequency, and timing offsets. The classification performance of the algorithm is investigated versus signal-to-noise ratio (SNR), for diverse observation intervals and channel conditions. In addition, the computational complexity is explored versus the signal type. Simulation results show the efficiency of the algorithm is terms of classification performance, and the complexity study proves the real time applicability of the algorithm.
机译:频谱感测和感知是认知无线电(CR)中具有挑战性的要求。为了充分适应不断变化的无线电环境,CR必须检测到存在的信号并对其进行分类。无线行业对正交频分复用(OFDM)技术表现出了极大的兴趣。因此,近来已经对OFDM信号的分类进行了深入研究。已经主要考虑了通用信号,并且有必要研究OFDM标准信号及其特定的区分特征以进行分类。本文研究了基于OFDM的移动微波接入全球互操作性(WiMAX)和第三代合作伙伴计划长期演进(3GPP LTE)信号的现实且全面的数学模型,并对它们的二阶循环平稳性进行了研究。推导了两种信号类型的循环自相关函数(CAF)和循环频率(CFs)的封闭式,并在此基础上提出了一种分类算法。所提出的算法不需要载波,波形和符号定时恢复,并且不受相位,频率和定时偏移的影响。针对各种观察间隔和信道条件,研究了算法的分类性能与信噪比(SNR)的关系。此外,还探讨了计算复杂度与信号类型之间的关系。仿真结果表明,该算法的效率是分类性能的依据,而复杂性研究证明了该算法的实时适用性。

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