Power-grid stability predictions using transferable machine learning

Seong-Gyu Yang, Beom Jun Kim, Seung‐Woo Son, Heetae Kim

Chaos An Interdisciplinary Journal of Nonlinear Science 2021 article cited by 22

importance 7/10 ai assisted Power System Optimization and Stability grid forecasting stage: research

Assessing the dynamic stability (frequency synchronization) of power grids via numerical simulation is computationally too expensive. The study asks whether machine learning can estimate node synchronization stability more cheaply and transferably.

Unpredicted grid instability can trigger blackouts affecting millions of people.

Trained random forest, support vector machine, and artificial neural network models on synthetic power grids, then tested transfer to real-world national grids.

Three ML models predicted node synchronization stability better when trained on heterogeneous rather than homogeneous input-power distribution; real-grid tests (Great Britain, Spain, France, Germany) truncated in abstract.

Abstract reports better prediction from heterogeneous training and application to four real national grids; no adoption evidence.

Venue Chaos An Interdisciplinary Journal of Nonlinear Science
Published 2021
Work type article
Authors Seong-Gyu Yang, Beom Jun Kim, Seung‐Woo Son, Heetae Kim
Citations 22 (OpenAlex, at import time)
References 70
Model or method random forest, support vector machine, artificial neural network
Organization not stated in source
Primary source https://doi.org/10.1063/5.0058001
Open access green
Keywords power grid, synchronization stability, machine learning, transferability, random forest, neural networks
7 / 10

significant — thousands to millions affected

Abstract addresses synchronization stability of real-world national power grids (Great Britain, Spain, France, Germany); grid stability is critical infrastructure, though blackout impact is not quantified in the abstract.

Basis: stated. The source itself states the scale. Stated scale: real-world national grids of Great Britain, Spain, France, and Germany. Method and limits.

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