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Daily Power Load Forecasting Using the Differential Polynomial Neural Network

机译:使用微分多项式神经网络的每日电力负荷预测

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The purpose of the short-term electricity demand prediction is to forecast in advance the system load, represented by the sum of all consumers load at the same time. Power demand forecasting is important for economically efficient operation and effective control of power systems and enables to plan the load of generating unit. A precise load forecasting is required to avoid high generation cost and the spinning reserve capacity. Under-prediction of the demands leads to an insufficient reserve capacity preparation and can threaten the system stability, on the other hand, over-prediction leads to an unnecessarily large reserve that leads to a high cost preparations. Differential polynomial neural network is a new neural network type, which forms and resolves an unknown general partial differential equation of an approximation of a searched function, described by data observations. It generates convergent sum series of relative polynomial derivative terms, which can substitute for the ordinary differential equation, describing 1-parametric function time-series with partial derivatives. A new method of the short-term power demand forecasting, based on similarity relations of subsequent day progress cycles at the same time points is presented and tested on 2 datasets. Comparisons were done with the artificial neural network using the same prediction method. Experimental results indicate that proposed method using the differential polynomial network is efficient.
机译:短期电力需求预测的目的是预先预测系统负荷,该负荷由同时所有用户负荷的总和表示。电力需求预测对于经济有效地运行和电力系统的有效控制很重要,并且可以规划发电机组的负荷。为了避免高昂的发电成本和纺丝备用容量,需要精确的负荷预测。需求预测不足会导致储备容量准备不足,并可能威胁系统稳定性;另一方面,过度预测会导致不必要的大量储备,从而导致高成本的准备。微分多项式神经网络是一种新的神经网络类型,它形成并解析由数据观测值描述的,未知的搜索函数近似的一般偏微分方程。它生成相对多项式导数项的收敛和序列,可以代替常微分方程,用一阶导数描述一参数函数时间序列。提出了一种基于同时日后续进度周期相似关系的短期电力需求预测的新方法,并在2个数据集上进行了测试。使用相同的预测方法与人工神经网络进行了比较。实验结果表明,所提出的使用差分多项式网络的方法是有效的。

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