直接从压缩测量频谱传感

S. Hong
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引用次数: 36

摘要

由于目前的认知无线电受限于现有硬件设备的工作带宽,许多广泛的频谱感知理论工作无法在宽频带上实现。为了解决这个问题,许多人将压缩感知(CS)与cr按顺序使用:首先获取压缩样本,然后重建奈奎斯特速率信号,最后对重建的信号进行频谱感知。虽然CS减轻了前端adc施加的带宽限制,但由此带来的计算/复杂性的增加是非微不足道的,特别是在功率受限的移动CR中。这促使我们寻找不同的方法来降低计算复杂性,同时实现相同的目标。在本文中,我们将演示如何直接从压缩测量中执行频谱感知,从而在显著降低计算复杂度的情况下实现压缩感知的采样减少优势。我们的关键观察是,CR不必重建整个信号,因为它只对检测主用户的存在感兴趣。我们的算法利用了这一观测结果,直接从压缩信号中估计信号参数,从而省去了重构阶段,降低了计算复杂度。此外,我们的框架提供了估计质量的度量,允许系统优化其数据采集过程,即使在动态光谱环境中也能始终获得最少数量的压缩测量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Direct spectrum sensing from compressed measurements
Because current Cognitive Radios are limited in their operational bandwidth by existing hardware devices, much of the extensive theoretical work on spectrum sensing is impossible to realize in practice over a wide frequency band. To solve this problem, many have used Compressive Sensing (CS) in sequence with CRs: first acquiring compressed samples, then reconstructing the Nyquist Rate signal, and lastly performing spectrum sensing on the reconstructed signal. While CS alleviates the bandwidth constraints imposed by front-end ADCs, the resulting increase in computation/complexity is non-trivial, especially in a power-constrained mobile CR. This motivates us to look at different ways to reduce computational complexity while achieving the same goals. In this paper, we will demonstrate how directly performing spectrum sensing from the compressed measurements can achieve the sampling reduction advantage of Compressive Sensing with significantly less computational complexity. Our key observation is that the CR does not have to reconstruct the entire signal because it is only interested in detecting the presence of Primary Users. Our algorithm takes advantage of this observation by estimating signal parameters directly from the compressed signal, thereby eliminating the reconstruction stage and reducing the computational complexity. In addition, our framework provides a measure of the quality of estimation allowing the system to optimize its data acquisition process to always acquire the minimum number of compressed measurements, even in a dynamic spectral environment.
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