Regional centres of inertia by clustering-based identification

This study applies graph theory to regional frequency analysis in power systems. A novel methodology combines centre of inertia (COI) location with community detection, using an improved label propagation algorithm and spectral centrality analysis. The approach evaluates frequency dynamics by analysing COI behaviour at key buses. The framework divides the grid into well-defined clusters with strong internal connectivity and precise separation. Integrating topological data—such as generation locations and transmission line admittances- precisely identifies each cluster's COI. Simulations on the New England 68-bus test system validate the framework's effectiveness and accuracy.

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Publication Details

Published
2025-06-29
DOI
https://doi.org/10.1109/powertech59965.2025.11180645
Primary Topic
Regional Economic and Spatial Analysis
Type
article
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article

Regional centres of inertia by clustering-based identification

Arturo Díaz-Pérez, Mario R. Arrieta Paternina, Juan M. Ramı́rez, Alexander Sanchez-Ocampo
Regional Economic and Spatial Analysis
article

Regional centres of inertia by clustering-based identification

Arturo Díaz-Pérez, Mario R. Arrieta Paternina, Juan M. Ramı́rez, Alexander Sanchez-Ocampo
article en

Abstract

This study applies graph theory to regional frequency analysis in power systems. A novel methodology combines centre of inertia (COI) location with community detection, using an improved label propagation algorithm and spectral centrality analysis. The approach evaluates frequency dynamics by analysing COI behaviour at key buses. The framework divides the grid into well-defined clusters with strong internal connectivity and precise separation. Integrating topological data—such as generation locations and transmission line admittances- precisely identifies each cluster's COI. Simulations on the New England 68-bus test system validate the framework's effectiveness and accuracy.

Centre of Advanced Studies (RU), Universidad Nacional Autónoma de México (MX)
Openalex Percentile: Top 63%
Regional Economic and Spatial Analysis
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