2012
DOI: 10.1109/jetcas.2012.2220253
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Design and Exploration of Low-Power Analog to Information Conversion Based on Compressed Sensing

Abstract: Abstract-The long-standing analog-to-digital conversion paradigm based on Shannon/Nyquist sampling has been challenged lately, mostly in situations such as radar and communication signal processing where signal bandwidth is so large that sampling architectures constraints are simply not manageable. Compressed sensing (CS) is a new emerging signal acquisition/compression paradigm that offers a striking alternative to traditional signal acquisition. Interestingly, by merging the sampling and compression steps, C… Show more

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Cited by 58 publications
(26 citation statements)
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“…Predictable energy consumption is required to guarantee a particular battery life. To meet design goals within a small energy budget envelope, the design of each of the components is highly tailored to the targeted application (see e.g., [23,24] and Chapter 8 of Vol. 1 for design consideration of a wireless sensor node).…”
Section: Circuit Microarchitecturementioning
confidence: 99%
“…Predictable energy consumption is required to guarantee a particular battery life. To meet design goals within a small energy budget envelope, the design of each of the components is highly tailored to the targeted application (see e.g., [23,24] and Chapter 8 of Vol. 1 for design consideration of a wireless sensor node).…”
Section: Circuit Microarchitecturementioning
confidence: 99%
“…Conventionally, one would collect ECG samples at the Nyquist rate forming x and then compress it using non-linear digital compression techniques. CS offers a striking alternative by showing that you can collect roughly S samples using simple analog measurement waveforms, thus sensing/sampling and compressing at the same time (Analog CS) [4]. But in present work CS is done after ADC (digital CS), where digital samples vector x are available.…”
Section: Compressed Sensing and Sparse Recoverymentioning
confidence: 99%
“…Currently, most of the designers use a type of random matrix as a sensing matrix in the system, such as the sub-Gaussian sensing matrix [7,15] or the random discrete Fourier transmission matrix [28]. However, the random matrix has disadvantages.…”
Section: Sensing Matrixmentioning
confidence: 99%
“…However, both of these methods cause distortion or loss of the data information. For example, in a neural spike-detection recorder, the data are obtained only in a time series or as an impulse signal but http not as the signal itself [15]. If the thresholds of the detection are not properly set, then the spikes cannot be detected.…”
Section: Introductionmentioning
confidence: 99%