Critical values of cyber parameters in a dynamic microgrid system

Abstract An islanded microgrid is cyber‐physical system, and the control relies on the communication system significantly. Improper parameters of the cyber system can result in instability of a microgrid system. To evaluate the impact of a networked control system on control performance, a cyber mod...

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Autores principales: Lung‐An Lee, Chen‐Ching Liu, Jingyu Wang, Jennifer Appiah‐Kubi, Kevin P. Schneider, Francis K. Tuffner, Dan T. Ton
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Lenguaje:EN
Publicado: Wiley 2022
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Acceso en línea:https://doaj.org/article/3bd4e5bf1be44beba7413811e062e1f0
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spelling oai:doaj.org-article:3bd4e5bf1be44beba7413811e062e1f02021-12-02T14:01:23ZCritical values of cyber parameters in a dynamic microgrid system1751-86951751-868710.1049/gtd2.12280https://doaj.org/article/3bd4e5bf1be44beba7413811e062e1f02022-01-01T00:00:00Zhttps://doi.org/10.1049/gtd2.12280https://doaj.org/toc/1751-8687https://doaj.org/toc/1751-8695Abstract An islanded microgrid is cyber‐physical system, and the control relies on the communication system significantly. Improper parameters of the cyber system can result in instability of a microgrid system. To evaluate the impact of a networked control system on control performance, a cyber model is developed to represent data acquisition periods and communication delays. Simplification of the networked control system model is proposed to enhance the computational performance, making the analytical method applicable for large‐scale systems. Based on the analysis, a two‐dimensional stability region of a microgrid in the space of cyber parameters can be obtained. To validate the proposed method, a microgrid control scheme is proposed for power dispatch and regulation based on the droop and proportional‐integral (PI) feedback control. The analytical method is compared to the time‐domain simulation, and it is shown that the stability regions are nearly identical. The critical values of cyber parameters are determined based on the analytical results. The proposed control strategy with the given cyber parameters is validated for transient stability following dynamic events. Simulation results indicate that the design of a microgrid as a cyber‐physical system needs to be guided by critical values for cyber parameters to prevent system instability.Lung‐An LeeChen‐Ching LiuJingyu WangJennifer Appiah‐KubiKevin P. SchneiderFrancis K. TuffnerDan T. TonWileyarticleDistribution or transmission of electric powerTK3001-3521Production of electric energy or power. Powerplants. Central stationsTK1001-1841ENIET Generation, Transmission & Distribution, Vol 16, Iss 1, Pp 99-109 (2022)
institution DOAJ
collection DOAJ
language EN
topic Distribution or transmission of electric power
TK3001-3521
Production of electric energy or power. Powerplants. Central stations
TK1001-1841
spellingShingle Distribution or transmission of electric power
TK3001-3521
Production of electric energy or power. Powerplants. Central stations
TK1001-1841
Lung‐An Lee
Chen‐Ching Liu
Jingyu Wang
Jennifer Appiah‐Kubi
Kevin P. Schneider
Francis K. Tuffner
Dan T. Ton
Critical values of cyber parameters in a dynamic microgrid system
description Abstract An islanded microgrid is cyber‐physical system, and the control relies on the communication system significantly. Improper parameters of the cyber system can result in instability of a microgrid system. To evaluate the impact of a networked control system on control performance, a cyber model is developed to represent data acquisition periods and communication delays. Simplification of the networked control system model is proposed to enhance the computational performance, making the analytical method applicable for large‐scale systems. Based on the analysis, a two‐dimensional stability region of a microgrid in the space of cyber parameters can be obtained. To validate the proposed method, a microgrid control scheme is proposed for power dispatch and regulation based on the droop and proportional‐integral (PI) feedback control. The analytical method is compared to the time‐domain simulation, and it is shown that the stability regions are nearly identical. The critical values of cyber parameters are determined based on the analytical results. The proposed control strategy with the given cyber parameters is validated for transient stability following dynamic events. Simulation results indicate that the design of a microgrid as a cyber‐physical system needs to be guided by critical values for cyber parameters to prevent system instability.
format article
author Lung‐An Lee
Chen‐Ching Liu
Jingyu Wang
Jennifer Appiah‐Kubi
Kevin P. Schneider
Francis K. Tuffner
Dan T. Ton
author_facet Lung‐An Lee
Chen‐Ching Liu
Jingyu Wang
Jennifer Appiah‐Kubi
Kevin P. Schneider
Francis K. Tuffner
Dan T. Ton
author_sort Lung‐An Lee
title Critical values of cyber parameters in a dynamic microgrid system
title_short Critical values of cyber parameters in a dynamic microgrid system
title_full Critical values of cyber parameters in a dynamic microgrid system
title_fullStr Critical values of cyber parameters in a dynamic microgrid system
title_full_unstemmed Critical values of cyber parameters in a dynamic microgrid system
title_sort critical values of cyber parameters in a dynamic microgrid system
publisher Wiley
publishDate 2022
url https://doaj.org/article/3bd4e5bf1be44beba7413811e062e1f0
work_keys_str_mv AT lunganlee criticalvaluesofcyberparametersinadynamicmicrogridsystem
AT chenchingliu criticalvaluesofcyberparametersinadynamicmicrogridsystem
AT jingyuwang criticalvaluesofcyberparametersinadynamicmicrogridsystem
AT jenniferappiahkubi criticalvaluesofcyberparametersinadynamicmicrogridsystem
AT kevinpschneider criticalvaluesofcyberparametersinadynamicmicrogridsystem
AT francisktuffner criticalvaluesofcyberparametersinadynamicmicrogridsystem
AT dantton criticalvaluesofcyberparametersinadynamicmicrogridsystem
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