Sectionalising methodology for parallel system restoration based on graph theory

Parallel power system restoration (PPSR) restores isolated sections (islands) of the network in parallel, thus the overall restoration process is accelerated. These islands are defined during the preparation stage of PPSR as part of a sectionalising strategy (SS). During this process, it is importan...

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Published inIET generation, transmission & distribution Vol. 9; no. 11; pp. 1216 - 1225
Main Authors Quirós-Tortós, Jairo, Panteli, Mathaios, Wall, Peter, Terzija, Vladimir
Format Journal Article
LanguageEnglish
Published The Institution of Engineering and Technology 06.08.2015
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ISSN1751-8687
1751-8695
1751-8695
DOI10.1049/iet-gtd.2014.0727

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Abstract Parallel power system restoration (PPSR) restores isolated sections (islands) of the network in parallel, thus the overall restoration process is accelerated. These islands are defined during the preparation stage of PPSR as part of a sectionalising strategy (SS). During this process, it is important that the operators only use updated post-blackout system information. This study proposes a new methodology based on the ‘cut-set’ matrix defined in graph theory, which can identify a shortlist of suitable SSs that satisfy the critical PPSR constraints in a few minutes. This short list of SSs, not identified in previous works, can be presented to the operators to help them select a restoration plan that is tailored to the specific changes in topology and asset availability that the blackout has caused. The methodology is illustrated using the IEEE 9-bus system, and validated using the IEEE 118-bus and the Polish 3375-bus system to demonstrate the efficiency of the new approach for large-scale networks. Multiple case studies are developed to demonstrate the adaptability of the methodology to different system conditions, for example, the unavailability of assets. In every case, the methodology quickly identified a number of SSs that create suitable islands for parallel restoration.
AbstractList Parallel power system restoration (PPSR) restores isolated sections (islands) of the network in parallel, thus the overall restoration process is accelerated. These islands are defined during the preparation stage of PPSR as part of a sectionalising strategy (SS). During this process, it is important that the operators only use updated post‐blackout system information. This study proposes a new methodology based on the ‘cut‐set’ matrix defined in graph theory, which can identify a shortlist of suitable SSs that satisfy the critical PPSR constraints in a few minutes. This short list of SSs, not identified in previous works, can be presented to the operators to help them select a restoration plan that is tailored to the specific changes in topology and asset availability that the blackout has caused. The methodology is illustrated using the IEEE 9‐bus system, and validated using the IEEE 118‐bus and the Polish 3375‐bus system to demonstrate the efficiency of the new approach for large‐scale networks. Multiple case studies are developed to demonstrate the adaptability of the methodology to different system conditions, for example, the unavailability of assets. In every case, the methodology quickly identified a number of SSs that create suitable islands for parallel restoration.
Author Quirós-Tortós, Jairo
Wall, Peter
Terzija, Vladimir
Panteli, Mathaios
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Issue 11
Keywords SS
large-scale networks
PPSR constraints
sectionalizing strategy
graph theory
distributed power generation
parallel power system restoration
Polish 3375-bus system
matrix algebra
islands
asset availability
post-blackout system information
IEEE 9-bus system
power system restoration
IEEE 118-bus system
cut-set matrix
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– volume-title: Power system applications of graph theory
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Snippet Parallel power system restoration (PPSR) restores isolated sections (islands) of the network in parallel, thus the overall restoration process is accelerated....
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SubjectTerms asset availability
cut‐set matrix
distributed power generation
Graph theory
IEEE 118‐bus system
IEEE 9‐bus system
Islands
large‐scale networks
matrix algebra
Methodology
Networks
Operators
parallel power system restoration
Polish 3375‐bus system
post‐blackout system information
power system restoration
PPSR constraints
Restoration
sectionalizing strategy
Strategy
Upgrading
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Title Sectionalising methodology for parallel system restoration based on graph theory
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