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Generating short-term probabilistic wind power scenarios via nonparametric forecast error density estimators

机译:通过非参数预测误差密度估计器生成短期概率风电情景

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摘要

Forecasts of available wind power are critical in key electric power systems operations planning problems, including economic dispatch and unit commitment. Such forecasts are necessarily uncertain, limiting the reliability and cost-effectiveness of operations planning models based on a single deterministic or "point" forecast. A common approach to address this limitation involves the use of a number of probabilistic scenarios, each specifying a possible trajectory of wind power production, with associated probability. We present and analyze a novel method for generating probabilistic wind power scenarios, leveraging available historical information in the form of forecasted and corresponding observedwind power time series. We estimate nonparametric forecast error densities, specifically using epi-spline basis functions, allowing us to capture the skewedand nonparametric nature of error densities observed in real-world data. We then describe a method to generate probabilistic scenarios from these basis functions that allows users to control for the degree to which extreme errors are captured. We compare the performance of our approach to the current state-of-the-art considering publicly available data associated with the Bonneville Power Administration, analyzing aggregate production of a number of wind farms over a large geographic region. Finally, we discuss the advantages of our approach in the context of specific power systems operations planning problems: stochastic unit commitment and economic dispatch. Our methodology is embodied in the joint Sandia-University of California Davis Prescient software package for assessing and analyzing stochastic operations strategies.
机译:可用风能的预测对于关键的电力系统运营计划问题(包括经济调度和机组承诺)至关重要。这样的预测必然是不确定的,从而限制了基于单个确定性或“点”预测的运营计划模型的可靠性和成本效益。解决此局限性的常用方法涉及使用多种概率方案,每种方案都指定了风能发电的可能轨迹以及相关的概率。我们提出并分析一种新的方法来产生概率性风电情景,利用预测的和相应的观测风电时间序列形式的可用历史信息。我们估计非参数预测误差密度,特别是使用Epi-spline基函数,从而使我们能够捕获在实际数据中观察到的误差密度的偏斜和非参数性质。然后,我们描述一种从这些基本函数生成概率方案的方法,该方法使用户可以控制捕获极端错误的程度。考虑到与邦纳维尔电力管理局(Bonneville Power Administration)相关的公开可用数据,我们将我们的方法的性能与当前的最新技术进行了比较,分析了大范围地理区域内许多风电场的总产量。最后,我们在特定的电力系统运营计划问题中讨论了我们的方法的优势:随机机组投入和经济调度。我们的方法论体现在加州桑迪亚大学戴维斯分校联合科学软件包中,用于评估和分析随机操作策略。

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