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Asynchronous Signal-dependent non-uniform Sampler

机译:异步信号相关的非均匀采样器

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Analog sparse signals resulting from biomedical and sensing network applications are typically non-stationary with frequency-varying spectra. By ignoring that the maximum frequency of their spectra is changing, uniform sampling of sparse signals collects unnecessary samples in quiescent segments of the signal. A more appropriate sampling approach would be signal-dependent. Moreover, in many of these applications power consumption and analog processing are issues of great importance that need to be considered. In this paper we present a signal dependent non-uniform sampler that uses a Modified Asynchronous Sigma Delta Modulator which consumes low-power and can be processed using analog procedures. Using Prolate Spheroidal Wave Functions (PSWF) interpolation of the original signal is performed, thus giving an asynchronous analog to digital and digital to analog conversion. Stable solutions are obtained by using modulated PSWFs functions. The advantage of the adapted asynchronous sampler is that range of frequencies of the sparse signal is taken into account avoiding aliasing. Moreover, it requires saving only the zero-crossing times of the non-uniform samples, or their differences, and the reconstruction can be done using their quantized values and a PSWF-based interpolation. The range of frequencies analyzed can be changed and the sampler can be implemented as a bank of filters for unknown range of frequencies. The performance of the proposed algorithm is illustrated with an electroencephalogram (EEG) signal.
机译:由生物医学和传感网络应用产生的模拟稀疏信号通常具有随频率变化的频谱而不稳定。通过忽略频谱最大频率的变化,稀疏信号的均匀采样将在信号的静态段中收集不必要的采样。更合适的采样方法将取决于信号。此外,在许多这些应用中,功耗和模拟处理是非常重要的问题,需要加以考虑。在本文中,我们提出了一种信号依赖型非均匀采样器,该采样器使用了一种改进的异步Sigma Delta调制器,该调制器功耗低,可以使用模拟程序进行处理。使用扁球面波函数(PSWF)对原始信号进行插值,从而实现了异步模数转换和数模转换。通过使用调制的PSWFs函数可以获得稳定的解决方案。自适应异步采样器的优点是考虑到了稀疏信号的频率范围,避免了混叠。此外,它仅需要保存非均匀样本的过零时间或它们的差,并且可以使用其量化值和基于PSWF的插值来进行重建。可以更改所分析的频率范围,并且可以将采样器实现为针对未知频率范围的一组滤波器。脑电图(EEG)信号说明了所提出算法的性能。

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