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Short-term average wind speed and turbulent standard deviation forecasts based on one-dimensional convolutional neural network and the integrate method for probabilistic framework

机译:基于一维卷积神经网络和概率框架集成方法的短期平均风速和湍流标准差预测

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摘要

Accurate wind speed forecast can provide important information for power system dispatching. Many studies focus on this topic over the last decades, but it's consistently a tough issue due to the intense uncertainty of wind. In physical perspective, wind speed consists of average component and turbulent component. Therefore, oriented to actual demand and improve the forecast precision, this paper develops a novel data-driven method to realize short-term combination forecasts of average wind speed and wind turbulent standard deviation. According to atmospheric boundary layer theory and correlation analysis of the two prediction targets, their time-delay items are combined as the model input features. One-dimensional convolutional neural network is innovatively applied for this work to excavate the timing coupled information in data. Well-performed models can be established after adequate training and validation. Inspired by Pauta criterion, adaptive parameter named as "turbulent standard deviation multiplicator" is defined, which is the specific value of predicted average wind speed error and wind turbulent standard deviation. It is decided as the medium to extend the study to probabilistic framework. Based on its quantile analysis, the statistical significance of the parameter is verified and the prediction results can be integrated to achieve 4 h ahead probabilistic wind speed forecasts. Actual data from China wind farm is utilized to execute the case experiments. Superior performances indicate the feasibility and effectiveness of proposed method and the uncertainties of wind are better learned.
机译:准确的风速预测可以为电力系统调度提供重要信息。在过去的几十年中,许多研究都集中在这个问题上,但是由于风力的不确定性,这一直是一个棘手的问题。从物理角度看,风速由平均分量和湍流分量组成。因此,针对实际需求,提高预测精度,本文提出了一种新的数据驱动方法,以实现平均风速和风湍流标准差的短期组合预测。根据大气边界层理论和两个预测目标的相关性分析,将其时延项组合为模型输入特征。一维卷积神经网络被创新地应用于这项工作,以挖掘数据中的时间耦合信息。经过充分的培训和验证,可以建立性能良好的模型。受Pauta准则的启发,定义了自适应参数“湍流标准偏差乘数”,它是预测平均风速误差和风湍流标准偏差的特定值。它被确定为将研究扩展到概率框架的媒介。基于其分位数分析,验证了该参数的统计意义,并且可以将预测结果进行集成,以实现提前4小时的概率风速预测。来自中国风电场的实际数据用于执行案例实验。优异的性能表明该方法的可行性和有效性,并且可以更好地了解风的不确定性。

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