SYSYMar 16

Machine Learning-assisted Dynamics-Constrained Day-Ahead Energy Scheduling

arXiv:2309.0265056.62 citationsh-index: 8
AI Analysis

This addresses dynamic stability challenges for power grid operators transitioning to renewable energy sources, representing a novel application rather than an incremental improvement.

The paper tackles the problem of maintaining dynamic stability in power grids with high renewable energy penetration by enforcing locational rate of change of frequency (RoCoF) constraints in day-ahead energy scheduling, demonstrating that the proposed ML-assisted method ensures RoCoF stability with minimal conservativeness.

TThe rapid expansion of inverter-based resources, such as wind and solar power plants, will significantly diminish the presence of conventional synchronous generators in fu-ture power grids with rich renewable energy sources. This transition introduces in-creased complexity and reduces dynamic stability in system operation and control, with low inertia being a widely recognized challenge. However, the literature has not thoroughly explored grid dynamic performance associated with energy scheduling so-lutions that traditionally only consider grid steady-state constraints. This paper will bridge the gap by enforcing grid dynamic constraints when conducting optimal energy scheduling; particularly, this paper explores locational post-contingency rate of change of frequency (RoCoF) requirements to accommodate substantial inertia reductions. This paper introduces a machine learning-assisted RoCoF-constrained unit commit-ment (ML-RCUC) model designed to ensure RoCoF stability after the most severe generator outage while maintaining operational efficiency. A graph-informed NN (GINN)-based RoCoF predictor is first trained on a high-fidelity simulation dataset to track the highest locational RoCoF, which is then reformulated as mixed-integer linear programming constraints that are integrated into the unit commitment model. Case studies, by solving the optimization problem ML-RCUC and validating its solutions with time-domain simulations, demonstrate that the proposed method can ensure loca-tional RoCoF stability with minimum conservativeness.

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