短期电力负荷预测的函数对函数线性回归方法

Hashir Moheed Kiani, Xiao-Jun Zeng
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引用次数: 5

摘要

随着越来越多的可再生能源被添加到电网中,对更高效、更强大、更智能的电网的需求也在增加。电动汽车的数量也将在未来增加,这将导致对电网的巨大压力。因此,为了保持当前电网的质量并确保所有可用的发电资源得到有效利用,对先进的短期负荷预测技术的需求日益增加。本文采用函数对函数线性回归方法提前一天预测短期电力负荷。函数方法是有用的,因为它给出了一个完整的需求曲线,使规划实用程序更容易。预报是用过去值的函数b样条近似得到的。通过使用宾夕法尼亚州、新泽西州和马里兰州(PJM)电力市场的历史小时负荷数据,对该功能数据技术的性能进行了评估。结果分别得到了四个不同地区,然后汇总。与整体预测相比,聚合方法更有用,因为单个模型可以捕获特定区域特有的细节。将综合结果与整个地区的总体结果和ARIMA模型进行比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Function-on-Function Linear Regression Approach for Short-Term Electric Load Forecasting
As more and more renewable energy options have been added to the electrical grid, the need for a more efficient, robust and smarter grid has increased. The number of electric vehicles would also increase in the future which would result in a significant amount of strain on the electrical grid. Therefore, there is an increased need for advanced short term load forecasting techniques in order to maintain the quality of the current electrical grid and ensure that all the generation resources available are utilized efficiently. In this paper, a function-on-function linear regression approach has been used to forecast short term electrical load one day in advance. Functional approach is useful as it gives a complete demand curve which makes planning easier for a utility. The forecast was obtained by using a functional B-spline approximation of past values. The performance of this functional data technique has been assessed by using historical hourly load data from the Pennsylvania, New Jersey and Maryland (PJM) electricity market. The results were obtained for four different regions separately and then aggregated. The aggregated approach is more useful as compared to overall prediction as individual models can capture details unique to a particular region. The aggregated result was compared with the overall result of whole region and an ARIMA model.
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