A scenario-based wind power forecasting using multivariate probabilistic power curves for power grid congestion risk management under extreme grid conditions

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Abstract

Accurate wind power forecasting is essential for grid stability and congestion management in renewable-integrated power systems. Traditional deterministic methods fail to capture meteorological uncertainties, limiting their effectiveness in identifying extreme grid stress scenarios. This study proposes a multivariate Probabilistic Power Curve (PPC) framework that integrates wind speed, temperature, and humidity using Kernel Density Estimation (KDE) and Monte Carlo Simulation (MCS). The resulting percentile-based wind power scenarios represent multivariate meteorological uncertainty, allowing scenario-driven forecasting that captures both central trends and tail events. Case studies using real-world data from a wind farm in Jeju Island demonstrate that the proposed framework reduces forecasting error (up to 36.89 % NMAE) while identifying congestion risks overlooked by deterministic models. Under Extreme Grid Conditions (EGC), low-wind, high-demand scenarios show congestion probabilities exceeding 60 %, highlighting the model's ability to simulate high-impact, low-probability (HILP) events. By integrating probabilistic forecasting with grid-level congestion analysis, the proposed framework supports adaptive dispatch, risk-informed planning, and market-based strategies such as congestion pricing. This work offers a structured decision-support framework for uncertainty-aware transmission operation and planning under uncertainty. Future extensions may include real-time grid operation optimization, multi-energy system coordination, and resilience enhancement under climate-induced extreme scenarios.

Original languageEnglish
Article number103827
JournalThermal Science and Engineering Progress
Volume64
DOIs
StatePublished - Aug 2025

Bibliographical note

Publisher Copyright:
© 2025

Keywords

  • Congestion risk assessment
  • Extreme grid conditions
  • Kernel density estimation
  • Monte Carlo simulation
  • Probabilistic power curve
  • Renewable energy integration
  • Wind power forecasting

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