Evaluates a new hierarchical model for scheduling in active distribution networks, suggesting improved efficiency and stability.
Active Distribution Networks (ADNs) rely on the precise coordination of flexible resources to mitigate the stochasticity of high-penetration renewables. However, the hierarchical and partitioned nature of modern ADNs transforms the day-ahead scheduling problem into a high-dimensional many-objective optimization task, typically involving conflicting objectives across multiple regions. Standard evolutionary algorithms often struggle with the “curse of dimensionality” in such scenarios. To address this limitation, this study formulates a hierarchical partition-based scheduling model for many-objective optimization and introduces a novel adaptive MOEA/D algorithm. Specifically, a double-layer weight generation method and an adaptive neighborhood adjustment strategy are introduced to balance global search capability with local convergence speed. The methodology is validated using a practical 47-node ADN case study in Panzhihua, China. Comprehensive analysis of evaluation metrics (e.g., Hypervolume and IGD) indicates that the proposed algorithm achieves enhanced performance at the expense of a marginal increase in cost. Furthermore, it demonstrates strong competitiveness against advanced heuristic algorithms in solving high-dimensional scheduling problems, effectively balancing economic efficiency and voltage stability under renewable uncertainty.
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Ding et al. (2026) studied this question.
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