利用机器学习减少风电偏差收费

Sandhya Kumari, Sreenu Sreekumar, Sonika Singh, D. P. Kothari
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引用次数: 0

摘要

风力发电厂在电力系统中的高度渗透带来了各种挑战,如由于风力发电的高度不确定性和可变性,导致系统频繁失衡。额外的旋转储备和特定的平衡产品,如灵活的斜坡产品被用来处理这种频繁的不平衡。合并这些辅助服务导致总运营成本增加。增加的运营费用应该转嫁给风力发电企业,因为这是风力发电厂造成的。这导致风力发电商因发电量偏离预测而受到惩罚,这被称为偏离费。可以通过提高预测精度来减少这些偏差。现有的预测模型在误差矩阵方面表现出良好的性能。这种误差矩阵并不表示与之有关的财务损失。这可以通过用偏差收费来表示预测效果来克服,这将直接鼓励风电生产商提高预测精度或安排储备以适应误差。本文提出了一种基于反向传播的人工神经网络模型来减少这种情况下的偏差收费。对从博纳维尔电力管理局(BPA)平衡区收集的数据进行了分析。进行季节分析(春季、夏季、秋季和冬季)以显示所建议的模型在全年中的性能。并与线性回归模型和ARIMA模型进行了性能比较。对比结果表明,本文提出的人工神经网络模型在春、夏、冬三个季节的偏差收费最小,秋季的偏差收费高于ARIMA模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Wind Power Deviation Charge Reduction using Machine Learning
High penetration of wind power plants in power systems resulted in various challenges such as frequent system imbalances due to highly uncertain and variable wind generation. Additional spinning reserves and specific balancing products such as flexible ramp products are used to handle such frequent imbalances. Incorporation of these ancillary services leads to increased total operational costs. Increased operational costs should be transferred to wind power producers as it is caused by wind power plants. This leads to penalizing the wind power producers for the deviation of power generation from forecasts, called deviation charges. These deviation charges can be reduced by improving the forecasting accuracy. Existing forecasting models show performance in terms of error matrices. Such error matrices do not indicate the financial loss associated with it. This can be overcome by expressing forecasting performance in terms of deviation charge and it will directly encourage wind power producers to improve forecasting accuracy or arrange reserves to accommodate the error. This paper proposes a backpropagation-based artificial neural network model for reducing deviation charges in this context. An analysis is conducted on the data collected from the Bonneville Power Administration (BPA) Balancing Area. Seasonal analysis (Spring, Summer, Fall, and Winter) is conducted to show the performance of the proposed model throughout the year. The proposed model performance is compared with linear regression and ARIMA models. The comparison shows that the proposed ANN model gives the least deviation charges in the Spring, Summer, and Winter seasons and deviation charges in the Fall season are higher than the ARIMA model.
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