Energy Efficient Optimum Sensing With Energy Harvesting Power Sources

In this paper, we study the optimum estimation of a band-unlimited continuous-time random process using discrete-time samples taken by a sensor powered by energy harvesting devices. In order to accurately represent a band-unlimited random process, a large sampling rate is needed, and this may yield...

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Main Authors: Jingxian wu, Israel Akingeneye, Jing Yang
Format: Article
Language:English
Published: IEEE 2015-01-01
Series:IEEE Access
Subjects:
MSE
Online Access:https://ieeexplore.ieee.org/document/7147779/
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spelling doaj-2dc01bdc2e9a4df58563afa00702b7e32021-03-29T19:33:41ZengIEEEIEEE Access2169-35362015-01-01398999710.1109/ACCESS.2015.24522577147779Energy Efficient Optimum Sensing With Energy Harvesting Power SourcesJingxian wu0Israel Akingeneye1Jing Yang2Department of Electrical Engineering, University of Arkansas, Fayetteville, AR, USADepartment of Electrical Engineering, University of Arkansas, Fayetteville, AR, USADepartment of Electrical Engineering, University of Arkansas, Fayetteville, AR, USAIn this paper, we study the optimum estimation of a band-unlimited continuous-time random process using discrete-time samples taken by a sensor powered by energy harvesting devices. In order to accurately represent a band-unlimited random process, a large sampling rate is needed, and this may yield a huge amount of data to be collected and transmitted. In the mean time, the energy required for sensing and transmitting the data must satisfy the constraints imposed by stochastic energy harvesting sources. To cope with these challenges, we propose a family of the best-effort random sensing policies. The best-effort random sensing schemes define a set of randomly chosen candidate sensing instants, and the sensor performs sensing at a given candidate sensing instant only if there is sufficient energy available. Otherwise an energy outage is declared and the sensor remains silent. It is shown through asymptotic analysis that the probability of energy outage during sensing is determined by the ratio between the energy harvesting rate and the energy consumption rate. For a given average energy harvesting rate, less samples per-unit time means a weaker temporal correlation between two adjacent samples, but a smaller energy outage probability, less data, and more energy per sample. Such a tradeoff relationship is captured by developing a closed-form expression of the estimation mean squared error (MSE), which analytically identifies the interactions among the various system parameters. The estimation MSE is minimized by optimizing the tradeoff among system parameters. The proposed optimum sensing scheme can asymptotically achieve the same performance as a system with the conventional energy sources, and significantly reduce the amount of data to be collected and transmitted.https://ieeexplore.ieee.org/document/7147779/Energy harvestingstochastic energy sourcesoptimum sensingoptimum samplingMSE
collection DOAJ
language English
format Article
sources DOAJ
author Jingxian wu
Israel Akingeneye
Jing Yang
spellingShingle Jingxian wu
Israel Akingeneye
Jing Yang
Energy Efficient Optimum Sensing With Energy Harvesting Power Sources
IEEE Access
Energy harvesting
stochastic energy sources
optimum sensing
optimum sampling
MSE
author_facet Jingxian wu
Israel Akingeneye
Jing Yang
author_sort Jingxian wu
title Energy Efficient Optimum Sensing With Energy Harvesting Power Sources
title_short Energy Efficient Optimum Sensing With Energy Harvesting Power Sources
title_full Energy Efficient Optimum Sensing With Energy Harvesting Power Sources
title_fullStr Energy Efficient Optimum Sensing With Energy Harvesting Power Sources
title_full_unstemmed Energy Efficient Optimum Sensing With Energy Harvesting Power Sources
title_sort energy efficient optimum sensing with energy harvesting power sources
publisher IEEE
series IEEE Access
issn 2169-3536
publishDate 2015-01-01
description In this paper, we study the optimum estimation of a band-unlimited continuous-time random process using discrete-time samples taken by a sensor powered by energy harvesting devices. In order to accurately represent a band-unlimited random process, a large sampling rate is needed, and this may yield a huge amount of data to be collected and transmitted. In the mean time, the energy required for sensing and transmitting the data must satisfy the constraints imposed by stochastic energy harvesting sources. To cope with these challenges, we propose a family of the best-effort random sensing policies. The best-effort random sensing schemes define a set of randomly chosen candidate sensing instants, and the sensor performs sensing at a given candidate sensing instant only if there is sufficient energy available. Otherwise an energy outage is declared and the sensor remains silent. It is shown through asymptotic analysis that the probability of energy outage during sensing is determined by the ratio between the energy harvesting rate and the energy consumption rate. For a given average energy harvesting rate, less samples per-unit time means a weaker temporal correlation between two adjacent samples, but a smaller energy outage probability, less data, and more energy per sample. Such a tradeoff relationship is captured by developing a closed-form expression of the estimation mean squared error (MSE), which analytically identifies the interactions among the various system parameters. The estimation MSE is minimized by optimizing the tradeoff among system parameters. The proposed optimum sensing scheme can asymptotically achieve the same performance as a system with the conventional energy sources, and significantly reduce the amount of data to be collected and transmitted.
topic Energy harvesting
stochastic energy sources
optimum sensing
optimum sampling
MSE
url https://ieeexplore.ieee.org/document/7147779/
work_keys_str_mv AT jingxianwu energyefficientoptimumsensingwithenergyharvestingpowersources
AT israelakingeneye energyefficientoptimumsensingwithenergyharvestingpowersources
AT jingyang energyefficientoptimumsensingwithenergyharvestingpowersources
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