随机电力调度:对市场设计的挑战

E. Bjørndal, M. Bjørndal, Kjetil T. Midthun, A. Tomasgard
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引用次数: 21

摘要

我们考虑一个具有两个连续市场结算的电力市场,例如代表前一天和实时市场。当第一个市场出清时,发电和/或负荷方面存在不确定性,而当第二个市场出清时,这种不确定性得到解决。我们比较了随机市场出清模型(即考虑市场和不确定性的市场出清模型)和短视市场模型(仅根据给定出价出清第一个市场,既不考虑不确定性,也不考虑第二个市场的出价)的结果。市场随机出清提供了社会总福利较高的解决方案,但对市场设计提出了若干挑战。随机调度可能导致第一市场中价格偏离买入价曲线的调度。这可能导致激励自我调度,要求生产者生产高于边际成本和消费者支付高于他们在第一个市场的边际价值。我们的分析表明,无论在近视模型还是随机模型下,风电机组都有偏离系统最优计划的动机,并且这种动机在近视模型下尤为强烈。我们还讨论了在随机市场出清下,市场结果的社会总福利如何取决于系统操作者将基于的市场出清信息的质量。特别是,我们表明风力发电者有动机误报风力的概率分布。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stochastic Electricity Dispatch: A Challenge for Market Design
We consider an electricity market with two sequential market clearings, for instance representing a day-ahead and a real-time market. When the first market is cleared, there is uncertainty with respect to generation and/or load, while this uncertainty is resolved when the second market is cleared. We compare the outcomes of a stochastic market clearing model, i.e. a market clearing model taking into account both markets and the uncertainty, to a myopic market model where the first market is cleared based only on given bids, and not taking into account neither the uncertainty nor the bids in the second market. While the stochastic market clearing gives a solution with a higher total social welfare, it poses several challenges for market design. The stochastic dispatch may lead to a dispatch where the prices deviate from the bid curves in the first market. This can lead to incentives for selfscheduling, require producers to produce above marginal cost and consumers to pay above their marginal value in the first market. Our analysis show that the wind producer has an incentive to deviate from the system optimal plan in both the myopic and stochastic model, and this incentive is particularly strong under the myopic model. We also discuss how the total social welfare of the market outcome under stochastic market clearing depends on the quality of the information that the system operator will base the market clearing on. In particular, we show that the wind producer has an incentive to misreport the probability distribution for wind.
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