Uncertainty-Informed Renewable Energy Scheduling: A Scalable Bilevel Framework

Dongwei Zhao;Vladimir Dvorkin;Stefanos Delikaraoglou;Alberto J. Lamadrid L.;Audun Botterud
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Abstract

This work proposes an uncertainty-informed bid adjustment framework for integrating variable renewable energy sources (VRES) into electricity markets. This framework adopts a bilevel model to compute the optimal VRES day-ahead bids. It aims to minimize the expected system cost across day-ahead and real-time stages and approximate the cost efficiency of the stochastic market design. However, solving the bilevel optimization problem is computationally challenging for large-scale systems. To overcome this challenge, we introduce a novel technique based on strong duality and McCormick envelopes, which relaxes the problem to a linear program, enabling large-scale applications. The proposed bilevel framework is applied to the 1576-bus NYISO system and benchmarked against a myopic strategy, where the VRES bid is the mean value of the probabilistic power forecast. Results demonstrate that, under high VRES penetration levels (e.g., 40%), our framework can significantly reduce system costs and market-price volatility, by optimizing VRES quantities efficiently in the day-ahead market. Furthermore, we find that when transmission capacity increases, the proposed bilevel model will still reduce the system cost, whereas the myopic strategy may incur a much higher cost due to over-scheduling of VRES in the day-ahead market and the lack of flexible conventional generators in real time.
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基于不确定性的可再生能源调度:可扩展的双层框架
这项研究提出了一种不确定性信息投标调整框架,用于将可变可再生能源(VRES)纳入电力市场。该框架采用双层模型来计算最优的可再生能源日前出价。其目的是使日前和实时阶段的预期系统成本最小化,并接近随机市场设计的成本效率。然而,对于大规模系统来说,解决双层优化问题在计算上具有挑战性。为了克服这一挑战,我们引入了一种基于强对偶性和麦考密克包络的新技术,将问题放松为线性程序,从而实现大规模应用。我们将所提出的双层框架应用于 1576 个总线的 NYISO 系统,并与近视策略进行了比较,在近视策略中,VRES 出价是概率电力预测的平均值。结果表明,在 VRES 渗透率较高(如 40%)的情况下,我们的框架可以通过在日前市场中有效优化 VRES 数量,从而显著降低系统成本和市场价格波动。此外,我们还发现,当输电容量增加时,所提出的双层模型仍能降低系统成本,而近视策略则可能会因 VRES 在日前市场的过度调度和缺乏灵活的常规实时发电机而导致成本大幅增加。
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