The analog-to-information convertor (AIC) is a successful practice of compressive sensing (CS) theory in the analog signal acquisition. This paper presents a multi-narrowband signals sampling and reconstruction model ...The analog-to-information convertor (AIC) is a successful practice of compressive sensing (CS) theory in the analog signal acquisition. This paper presents a multi-narrowband signals sampling and reconstruction model based on AIC and block sparsity. To overcome the practical problems, the block sparsity is divided into uniform block and non-uniform block situations, and the block restricted isometry property and sub-sampling limit in different situations are analyzed respectively in detail. Theoretical analysis proves that using the block sparsity in AIC can reduce the restricted isometric constant, increase the reconstruction probability and reduce the sub -sampling rate. Simulation results show that the proposed model can complete sub -sampling and reconstruction for multi-narrowband signals. This paper extends the application range of AIC from the finite information rate signal to the multi-narrowband signals by using the potential relevance of support sets. The proposed receiving model has low complexity and is easy to implement, which can promote the application of CS theory in the radar receiver to reduce the burden of analog-to digital convertor (ADC) and solve bandwidth limitations of ADC.展开更多
针对大规模物联网应用的海量数据处理信息获取效率低、硬件成本昂贵的问题,依据压缩感知(compressed sensing,CS)理论,建立了一种模拟信息转换器(analog to information converter,AIC)数据处理系统模型。模型以MATLAB/Simulink为平台,...针对大规模物联网应用的海量数据处理信息获取效率低、硬件成本昂贵的问题,依据压缩感知(compressed sensing,CS)理论,建立了一种模拟信息转换器(analog to information converter,AIC)数据处理系统模型。模型以MATLAB/Simulink为平台,分别设计了信号的解调、过滤、采样、重构等功能模块,并对不同频率分量的信号进行处理。实验结果表明,该模型可以较低采样率、高压缩比精确重构稀疏信号,重构效率与观测数M、抽取行数K以及信号频率分量相关。展开更多
基金supported by the National Natural Science Foundation of China(61172159)
文摘The analog-to-information convertor (AIC) is a successful practice of compressive sensing (CS) theory in the analog signal acquisition. This paper presents a multi-narrowband signals sampling and reconstruction model based on AIC and block sparsity. To overcome the practical problems, the block sparsity is divided into uniform block and non-uniform block situations, and the block restricted isometry property and sub-sampling limit in different situations are analyzed respectively in detail. Theoretical analysis proves that using the block sparsity in AIC can reduce the restricted isometric constant, increase the reconstruction probability and reduce the sub -sampling rate. Simulation results show that the proposed model can complete sub -sampling and reconstruction for multi-narrowband signals. This paper extends the application range of AIC from the finite information rate signal to the multi-narrowband signals by using the potential relevance of support sets. The proposed receiving model has low complexity and is easy to implement, which can promote the application of CS theory in the radar receiver to reduce the burden of analog-to digital convertor (ADC) and solve bandwidth limitations of ADC.
文摘针对大规模物联网应用的海量数据处理信息获取效率低、硬件成本昂贵的问题,依据压缩感知(compressed sensing,CS)理论,建立了一种模拟信息转换器(analog to information converter,AIC)数据处理系统模型。模型以MATLAB/Simulink为平台,分别设计了信号的解调、过滤、采样、重构等功能模块,并对不同频率分量的信号进行处理。实验结果表明,该模型可以较低采样率、高压缩比精确重构稀疏信号,重构效率与观测数M、抽取行数K以及信号频率分量相关。
