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Data-driven optimization approaches for optimal power flow with uncertain reserves from load control

机译:数据驱动的优化方法,可通过负载控制实现具有不确定储备的最优潮流

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Aggregations of electric loads, like heating and cooling systems, can be controlled to help the power grid balance supply and demand, but the amount of balancing reserves available from these resources is uncertain. In this paper, we investigate data-driven optimization methods that are suited to dispatching power systems with uncertain balancing reserves provided by load control. Specifically, we consider a chance-constrained optimal power flow problem in which we aim to satisfy constraints that include random variables either jointly with a specified probability or individually with different risk tolerance levels. We focus on the realistic case in which we do not have full knowledge of the uncertainty distributions and compare distribution-free approaches with several stochastic optimization methods. We conduct experimental studies on the IEEE 9-bus test system assuming uncertainty in load, load-control reserve capacities, and renewable energy generation. The results show the computational efficacy of the distributionally robust approach and its flexibility in trading off between cost and robustness of solutions driven by data.
机译:可以控制诸如加热和冷却系统之类的电负载的集合,以帮助电网平衡供需,但是这些资源中可用的平衡储备的数量尚不确定。在本文中,我们研究了数据驱动的优化方法,这些方法适用于调度负荷控制所提供的具有不确定平衡储备的电力系统。具体来说,我们考虑机会受限的最佳潮流问题,在此问题中,我们旨在满足包含随机变量的约束,这些随机变量具有指定的概率,或者具有不同的风险承受能力。我们关注于实际情况,在这种情况下,我们对不确定性分布不完全了解,因此将无分布方法与几种随机优化方法进行了比较。我们在IEEE 9总线测试系统上进行实验研究,假设负载,负载控制备用容量和可再生能源的不确定性。结果表明,分布鲁棒性方法的计算效率及其在数据驱动的解决方案的成本和鲁棒性之间进行权衡的灵活性。

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