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Economically Optimal Uncertainty Set Characterization for Power System Operational Flexibility

机译:电力系统运行灵活性的经济最优不确定性集表征

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摘要

Assessing the operational flexibility of the grid with high penetration of renewable resources remains an issue of critical importance. Operational flexibility insufficiency may bring about two major problems: 1) there may exist no feasible solution for operation under uncertain conditions due to insufficient available flexibility capacity; 2) even if the solution feasibility criterion is ensured, dispatch limitations of the flexible resources may force the system operating point to deviate from the optimal economic point with increased redispatch. In this paper, an optimal uncertainty set at the unit commitment time scale is proposed and characterized as a reliable operational metric. A novel robust-based framework is developed to quantify the economically optimal uncertainty set such that both feasibility and optimality robustness are guaranteed. Furthermore, the flexible capabilities of storage units, nonquick-start, and quick-start generating units are formulated to illustrate the effectiveness of the proposed metrics. Two proposed algorithms based on column and constraint generation are adopted to solve the proposed formulations. The performance of the suggested formulations is compared with the scenarios, where only the feasibility robustness is taken into account. Numerical simulations on the modified IEEE 73-bus system will verify the effectiveness and efficiency of the suggested framework.
机译:评估具有高可再生资源渗透率的电网运营灵活性仍然是至关重要的问题。操作灵活性不足可能会带来两个主要问题:1)由于可用灵活性不足,在不确定条件下可能没有可行的解决方案; 2)即使确保了解决方案的可行性标准,灵活资源的调度限制也可能会迫使系统工作点偏离具有最佳重新分配的最佳经济点。在本文中,提出了在单位承诺时间尺度上设置的最佳不确定性,并将其作为可靠的操作指标。开发了一种新颖的基于鲁棒性的框架,以量化经济上最优的不确定性集,从而确保可行性和最优性鲁棒性。此外,制定了存储单元,非快速启动和快速启动生成单元的灵活功能,以说明所提出度量的有效性。提出了两种基于列和约束生成的算法来求解所提出的公式。将建议的配方的性能与仅考虑可行性鲁棒性的方案进行比较。在改进的IEEE 73总线系统上进行的数值模拟将验证所建议框架的有效性和效率。

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