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Using a self-adaptive grey fractional weighted model to forecast Jiangsu's electricity consumption in China

机译:利用自适应灰色分数加权模型预测江苏在中国的电力消耗

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摘要

The remarkable prediction performance of electricity consumption has always assumed particular importance for electric power utility planning and economic development. On account of the complexity and uncertainty of the electricity system, this paper establishes a self-adaptive grey fractional weighted model to predict Jiangsu's electricity consumption, which efficiently enhances the prediction quality of electricity consumption. This newly constructed grey model introduces the fractional weighted coefficients to design a novel initial condition. Compared with the old one in the conventional grey models, the newly optimized initial condition has a flexible structure, which has advantages in capturing the dynamic characteristics of the electricity consumption observations. In addition, to further promote the forecasting precision, the adjustable fractional weighted coefficients and corresponding time parameter of the initial condition are estimated by utilizing the Particle Swarm Algorithm (PSO). Furthermore, five competing models are employed to forecast Jiangsu's electricity consumption in China, which certifies the validity of the established model. Experimental results illustrate that the newly designed model has significant advantages over other five competing models. According to the forecasted results, electricity consumption in Jiangsu Province is expected to reach 6778 billion kilowatt-hours in 2020, while the growth rate will fall down by 1.11%. Therefore, several proposals are made for decision-makers.
机译:电力消耗的显着预测性能始终对电力公用事业规划和经济发展特别重要。由于电力系统的复杂性和不确定性,本文建立了一种自适应灰色分数加权模型,以预测江苏的电力消耗,从而有效地提高了电力消耗的预测质量。该新构造的灰色模型引入了设计新颖初始条件的分数加权系数。与传统灰色模型中的旧初始条件相比,新优化的初始条件具有灵活的结构,具有捕获电力消耗观测的动态特性的优点。另外,为了进一步推广预测精度,通过利用粒子群算法(PSO)来估计可调节的分数加权系数和相应的初始条件的时间参数。此外,采用五种竞争模式预测江苏在中国的电力消费,证明了既定模式的有效性。实验结果表明,新设计的模型与其他五种竞争模型具有显着的优势。根据预测结果,江苏省的电力消费预计将于2020年达到67.8亿千瓦时,而增长率将下降1.11%。因此,若干提案是针对决策者制定的。

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