Dynamic range analysis of one-bit compressive sampling with time-varying thresholds
From the point of view of statistical signal processing, the dynamic range for one-bit quantisers with time-varying thresholds is studied. Maximum tolerable amplitudes, minimum detectable amplitudes and dynamic ranges of this one-bit sampling approach and uniform quantisers, such as N-bits analogue-...
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doaj-ce86f283a49d4381ac149b461058f8082021-04-02T12:24:47ZengWileyThe Journal of Engineering2051-33052019-08-0110.1049/joe.2019.0237JOE.2019.0237Dynamic range analysis of one-bit compressive sampling with time-varying thresholdsXiaofeng Zhu0Liang Huang1Ziqian Wang2Nanjing Research Institute of Electronic TechnologyNanjing Research Institute of Electronic TechnologyNanjing Research Institute of Electronic TechnologyFrom the point of view of statistical signal processing, the dynamic range for one-bit quantisers with time-varying thresholds is studied. Maximum tolerable amplitudes, minimum detectable amplitudes and dynamic ranges of this one-bit sampling approach and uniform quantisers, such as N-bits analogue-to-digital converters (ADCs), are derived and simulated. The results reveal that like conventional ADCs, the dynamic ranges of one-bit sampling approach are linearly proportional to the Gaussian noise standard deviations, while one-bit sampling's dynamic ranges are lower than N-bits ADC under the same noise levels.https://digital-library.theiet.org/content/journals/10.1049/joe.2019.0237gaussian noiseanalogue-digital conversionquantisation (signal)signal samplingdynamic range analysistime-varying thresholdsstatistical signal processingmaximum tolerable amplitudesminimum detectable amplitudesuniform quantiserscompressive samplinganalogue-to-digital convertersadcgaussian noisestandard deviationsword length 1.0 bit |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Xiaofeng Zhu Liang Huang Ziqian Wang |
spellingShingle |
Xiaofeng Zhu Liang Huang Ziqian Wang Dynamic range analysis of one-bit compressive sampling with time-varying thresholds The Journal of Engineering gaussian noise analogue-digital conversion quantisation (signal) signal sampling dynamic range analysis time-varying thresholds statistical signal processing maximum tolerable amplitudes minimum detectable amplitudes uniform quantisers compressive sampling analogue-to-digital converters adc gaussian noise standard deviations word length 1.0 bit |
author_facet |
Xiaofeng Zhu Liang Huang Ziqian Wang |
author_sort |
Xiaofeng Zhu |
title |
Dynamic range analysis of one-bit compressive sampling with time-varying thresholds |
title_short |
Dynamic range analysis of one-bit compressive sampling with time-varying thresholds |
title_full |
Dynamic range analysis of one-bit compressive sampling with time-varying thresholds |
title_fullStr |
Dynamic range analysis of one-bit compressive sampling with time-varying thresholds |
title_full_unstemmed |
Dynamic range analysis of one-bit compressive sampling with time-varying thresholds |
title_sort |
dynamic range analysis of one-bit compressive sampling with time-varying thresholds |
publisher |
Wiley |
series |
The Journal of Engineering |
issn |
2051-3305 |
publishDate |
2019-08-01 |
description |
From the point of view of statistical signal processing, the dynamic range for one-bit quantisers with time-varying thresholds is studied. Maximum tolerable amplitudes, minimum detectable amplitudes and dynamic ranges of this one-bit sampling approach and uniform quantisers, such as N-bits analogue-to-digital converters (ADCs), are derived and simulated. The results reveal that like conventional ADCs, the dynamic ranges of one-bit sampling approach are linearly proportional to the Gaussian noise standard deviations, while one-bit sampling's dynamic ranges are lower than N-bits ADC under the same noise levels. |
topic |
gaussian noise analogue-digital conversion quantisation (signal) signal sampling dynamic range analysis time-varying thresholds statistical signal processing maximum tolerable amplitudes minimum detectable amplitudes uniform quantisers compressive sampling analogue-to-digital converters adc gaussian noise standard deviations word length 1.0 bit |
url |
https://digital-library.theiet.org/content/journals/10.1049/joe.2019.0237 |
work_keys_str_mv |
AT xiaofengzhu dynamicrangeanalysisofonebitcompressivesamplingwithtimevaryingthresholds AT lianghuang dynamicrangeanalysisofonebitcompressivesamplingwithtimevaryingthresholds AT ziqianwang dynamicrangeanalysisofonebitcompressivesamplingwithtimevaryingthresholds |
_version_ |
1721569030498680832 |