TY - GEN
T1 - Characterization of Distribution Systems Topological Flexibility using Bipartite Multigraphs
AU - Bessani, Michel
AU - Batista, Lucas de S.
AU - Campelo, Felipe
PY - 2022/10/19
Y1 - 2022/10/19
N2 - Over recent decades, power distribution systems have been required to handle extreme events that are increasing in both frequency and intensity. In addition, there are novel technologies, planning strategies, and operational approaches. In this context, topological flexibility is a key aspect to allow distribution systems to accommodate all the simultaneous emerging changes and requirements. Topological flexibility is the capability of a system to rearrange its structure and is directly related to sectionalizing and tie switches operation. In this paper, metrics calculated from a bipartite multigraph representation aiming to describe the topological flexibility of distribution systems are presented. Different distribution systems are used to illustrate the bipartite graph representation and the derived metrics. Our approach is directly applicable to distribution systems characterization and enables future development of metrics to fully describe the topological flexibility of such systems.
AB - Over recent decades, power distribution systems have been required to handle extreme events that are increasing in both frequency and intensity. In addition, there are novel technologies, planning strategies, and operational approaches. In this context, topological flexibility is a key aspect to allow distribution systems to accommodate all the simultaneous emerging changes and requirements. Topological flexibility is the capability of a system to rearrange its structure and is directly related to sectionalizing and tie switches operation. In this paper, metrics calculated from a bipartite multigraph representation aiming to describe the topological flexibility of distribution systems are presented. Different distribution systems are used to illustrate the bipartite graph representation and the derived metrics. Our approach is directly applicable to distribution systems characterization and enables future development of metrics to fully describe the topological flexibility of such systems.
UR - https://research.aston.ac.uk/en/publications/544c5ac0-ad64-43e9-a523-3bc9eed56628
U2 - 10.20906/cba2022/3425
DO - 10.20906/cba2022/3425
M3 - Conference Contribution (Conference Proceeding)
VL - 3
T3 - Procedings do Congresso Brasileiro de Automática
BT - Anais do XXIV Congresso Brasileiro de Automática
PB - Sociedade Brasileira de Automatica
ER -