Abstract

SummaryStable operation of an electric power system requires strict operational limits for the grid frequency. Fluctuations and external impacts can cause large frequency deviations and increased control efforts. Although these complex interdependencies can be modeled using machine learning algorithms, the black box character of many models limits insights and applicability. In this article, we introduce an explainable machine learning model that accurately predicts frequency stability indicators for three European synchronous areas. Using Shapley additive explanations, we identify key features and risk factors for frequency stability. We show how load and generation ramps determine frequency gradients, and we identify three classes of generation technologies with converse impacts. Control efforts vary strongly depending on the grid and time of day and are driven by ramps as well as electricity prices. Notably, renewable power generation is central only in the British grid, while forecasting errors play a major role in the Nordic grid.

Highlights

  • The power grid frequency plays a central role for power system control, as it reflects the balance of power generation and demand.[1]

  • We analyzed the maximum frequency deviation within the hour[32] and the rate of change of frequency (RoCoF),[32] which are of central relevance for grid monitoring and control

  • We characterized the variability of hourly time series using the mean square deviation (MSD) from 50 Hz

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Summary

Introduction

The power grid frequency plays a central role for power system control, as it reflects the balance of power generation and demand.[1] An oversupply of power leads to a frequency increase, while a shortage causes a frequency decrease. Large frequency deviations correspond to large power imbalances, which threaten system stability and may lead to large-scale blackouts.[2] Frequency stability is regarded as a major challenge for the transition to a sustainable energy system because renewable power sources do not provide an intrinsic inertia.[3] Understanding the emergence of large frequency deviations is essential. Deviations from the reference frequency of 50/60 Hz have distinct causes, which are in turn modified by the complex

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