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A Low-Complexity Sequential Spectrum Sensing Algorithm for Cognitive Radio

机译:一种低复杂度的认知无线电序列频谱感知算法

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In this paper, we propose a sequential spectrum sensing algorithm for cognitive radio systems, which we term the sequential shifted chi-square test (SSCT). SSCT has the following attractive features for practical implementations. First, SSCT employs a simple test statistic and thus has a low implementation complexity. Secondly, SSCT is a sequential detection algorithm and is capable of achieving performance comparable to fixed sample size detection algorithms such as energy detection but with much reduced sensing time. Thirdly, SSCT is essentially a non-coherent detection algorithm in the sense that it does not require any deterministic knowledge of the primary signals. Lastly, SSCT is able to strike a desirable trade-off between sensing performance and sensing time particularly in the signal-to-noise ratio mismatched case. To evaluate sensing performance, we derive the exact false-alarm probability for SSCT, and develop numerical integration algorithms to compute misdetection probability and the average sample number. We further demonstrate the performance of SSCT with several numerical examples.
机译:在本文中,我们为认知无线电系统提出了一种顺序频谱感知算法,我们将其称为顺序移位卡方检验(SSCT)。 SSCT具有以下吸引人的实用功能。首先,SSCT采用简单的测试统计量,因此实现复杂度较低。其次,SSCT是一种顺序检测算法,能够实现与固定样本大小检测算法(例如能量检测)相当的性能,但传感时间大大减少。第三,SSCT本质上是一种非相干检测算法,因为它不需要基本信号的任何确定性知识。最后,SSCT能够在感测性能和感测时间之间取得理想的平衡,尤其是在信噪比不匹配的情况下。为了评估传感性能,我们得出了SSCT的确切误报概率,并开发了数值积分算法来计算误检概率和平均样本数。我们通过几个数值示例进一步证明了SSCT的性能。

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