Stochastic Diffusion Process-based Multi-Level Monte Carlo for Predictive Reliability Assessment of Distribution System

Reliability assessment of electrical distribution systems is an important criterion to determine system performance in terms of interruptions. Probabilistic assessment methods are usually used in reliability analysis to deal with uncertainties. These techniques require a longer execution time in ord...

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Autores principales: Manohar Potli, Chandrasekhar Reddy Atla
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Lenguaje:EN
Publicado: Universidade do Porto 2021
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spelling oai:doaj.org-article:cc29d6dbf779439fae339b82e425168a2021-11-26T12:34:56ZStochastic Diffusion Process-based Multi-Level Monte Carlo for Predictive Reliability Assessment of Distribution System2183-649310.24840/2183-6493_007.004_0007https://doaj.org/article/cc29d6dbf779439fae339b82e425168a2021-11-01T00:00:00Zhttps://journalengineering.fe.up.pt/index.php/upjeng/article/view/961https://doaj.org/toc/2183-6493Reliability assessment of electrical distribution systems is an important criterion to determine system performance in terms of interruptions. Probabilistic assessment methods are usually used in reliability analysis to deal with uncertainties. These techniques require a longer execution time in order to account for uncertainty. Multi-Level Monte Carlo (MLMC) is an advanced Monte Carlo Simulation (MCS) approach to improve accuracy and reduce the execution time. This paper provides a systematic approach to model the static and dynamic uncertainties of Time to Failure (TTF) and Time to Repair (TTR) of power distribution components using a Stochastic Diffusion Process. Further, the Stochastic Diffusion Process is integrated into MLMC to estimate the impacts of uncertainties on reliability indices. The Euler Maruyama path discretization applied to evaluate the solution of the Stochastic Diffusion Process. The proposed Stochastic Diffusion Process-based MLMC method is integrated into a systematic failure identification technique to evaluate the distribution system reliability. The proposed method is validated with analytical and Sequential MCS methods for IEEE Roy Billinton Test Systems. Finally, the numerical results show the accuracy and fast convergence rates to handle uncertainties compared to Sequential MCS method.Manohar PotliChandrasekhar Reddy AtlaUniversidade do Portoarticlemulti level monte carlopower distribution system reliabilityreliability indicesstochastic diffusion processeuler maruyama discretizationEngineering (General). Civil engineering (General)TA1-2040Technology (General)T1-995ENU.Porto Journal of Engineering, Vol 7, Iss 4, Pp 87-102 (2021)
institution DOAJ
collection DOAJ
language EN
topic multi level monte carlo
power distribution system reliability
reliability indices
stochastic diffusion process
euler maruyama discretization
Engineering (General). Civil engineering (General)
TA1-2040
Technology (General)
T1-995
spellingShingle multi level monte carlo
power distribution system reliability
reliability indices
stochastic diffusion process
euler maruyama discretization
Engineering (General). Civil engineering (General)
TA1-2040
Technology (General)
T1-995
Manohar Potli
Chandrasekhar Reddy Atla
Stochastic Diffusion Process-based Multi-Level Monte Carlo for Predictive Reliability Assessment of Distribution System
description Reliability assessment of electrical distribution systems is an important criterion to determine system performance in terms of interruptions. Probabilistic assessment methods are usually used in reliability analysis to deal with uncertainties. These techniques require a longer execution time in order to account for uncertainty. Multi-Level Monte Carlo (MLMC) is an advanced Monte Carlo Simulation (MCS) approach to improve accuracy and reduce the execution time. This paper provides a systematic approach to model the static and dynamic uncertainties of Time to Failure (TTF) and Time to Repair (TTR) of power distribution components using a Stochastic Diffusion Process. Further, the Stochastic Diffusion Process is integrated into MLMC to estimate the impacts of uncertainties on reliability indices. The Euler Maruyama path discretization applied to evaluate the solution of the Stochastic Diffusion Process. The proposed Stochastic Diffusion Process-based MLMC method is integrated into a systematic failure identification technique to evaluate the distribution system reliability. The proposed method is validated with analytical and Sequential MCS methods for IEEE Roy Billinton Test Systems. Finally, the numerical results show the accuracy and fast convergence rates to handle uncertainties compared to Sequential MCS method.
format article
author Manohar Potli
Chandrasekhar Reddy Atla
author_facet Manohar Potli
Chandrasekhar Reddy Atla
author_sort Manohar Potli
title Stochastic Diffusion Process-based Multi-Level Monte Carlo for Predictive Reliability Assessment of Distribution System
title_short Stochastic Diffusion Process-based Multi-Level Monte Carlo for Predictive Reliability Assessment of Distribution System
title_full Stochastic Diffusion Process-based Multi-Level Monte Carlo for Predictive Reliability Assessment of Distribution System
title_fullStr Stochastic Diffusion Process-based Multi-Level Monte Carlo for Predictive Reliability Assessment of Distribution System
title_full_unstemmed Stochastic Diffusion Process-based Multi-Level Monte Carlo for Predictive Reliability Assessment of Distribution System
title_sort stochastic diffusion process-based multi-level monte carlo for predictive reliability assessment of distribution system
publisher Universidade do Porto
publishDate 2021
url https://doaj.org/article/cc29d6dbf779439fae339b82e425168a
work_keys_str_mv AT manoharpotli stochasticdiffusionprocessbasedmultilevelmontecarloforpredictivereliabilityassessmentofdistributionsystem
AT chandrasekharreddyatla stochasticdiffusionprocessbasedmultilevelmontecarloforpredictivereliabilityassessmentofdistributionsystem
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