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A smart forecasting approach to district energy management

机译:区域能源管理的智能预测方法

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摘要

This study presents a model for district-level electricity demand forecasting using a set of Artificial Neural Networks (ANNs) (parallel ANNs) based on current energy loads and social parameters such as occupancy. A comprehensive sensitivity analysis is conducted to select the inputs of the ANN by considering external weather conditions, occupancy type, main income providers’ employment status and related variables for the fuel poverty index. Moreover, a detailed parameter tuning is conducted using various configurations for each individual ANN. The study also demonstrates the strength of the parallel ANN models in different seasons of the years. In the proposed district level energy forecasting model, the training and testing stages of parallel ANNs utilise dataset of a group of six buildings. The aim of each individual ANN is to predict electricity consumption and the aggregated demand in sub-hourly time-steps. The inputs of each ANN are determined using Principal Component Analysis (PCA) and Multiple Regression Analysis (MRA) methods. The accuracy and consistency of ANN predictions are evaluated using Pearson coefficient and average percentage error, and against four seasons: winter, spring, summer, and autumn. The lowest prediction error for the aggregated demand is about 4.51% for winter season and the largest prediction error is found as 8.82% for spring season. The results demonstrate that peak demand can be predicted successfully, and utilised to forecast and provide demand-side flexibility to the aggregators for effective management of district energy systems.
机译:这项研究提出了一种模型,该模型使用一组基于当前能量负荷和社会参数(例如占用率)的人工神经网络(ANN)(并行ANN)进行区域级电力需求预测。通过考虑外部天气条件,占用类型,主要收入提供者的就业状况以及燃油贫困指数的相关变量,进行了综合敏感性分析,以选择ANN的输入。此外,针对每个单独的ANN使用各种配置进行详细的参数调整。该研究还证明了并行神经网络模型在多年不同季节中的优势。在提出的地区级能源预测模型中,并行人工神经网络的训练和测试阶段利用了一组六座建筑物的数据集。每个单独的人工神经网络的目的是在不到每小时的时间步长内预测电力消耗和总需求。使用主成分分析(PCA)和多元回归分析(MRA)方法确定每个ANN的输入。使用皮尔森系数和平均百分比误差并针对四个季节(冬季,春季,夏季和秋季)评估ANN预测的准确性和一致性。总需求的最低预测误差在冬季约为4.51%,最大预测误差在春季为8.82%。结果表明,高峰需求可以成功地预测,并可以用来预测集合方并为其提供需求侧的灵活性,以有效地管理区域能源系统。

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