韩国城市燃气小时需求预测

J. Han, Geun-Cheol Lee
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摘要

本研究考察了韩国城市燃气小时需求的特征,并提出了多元回归模型,以获得城市燃气小时需求的精确估计。准确预测城市燃气的小时需求量,在安全和成本方面都是至关重要的。如果被低估,管道压力需要急剧增加以满足需求,此时安全至关重要。反之,则会产生不必要的库存和运营成本。数据分析表明,城市燃气小时需求具有非常高的自相关性,一天的24小时需求模式遵循当天前一天的24小时需求模式。也就是说,有一个每周循环的模式。此外,还发现了一些温度影响小时需求水平的情况。即每小时需求与气温的相关系数绝对值平均约为0.853,而特定日的相关系数绝对值最差为0.861,最好为0.965。在此基础上,本文提出了包含24小时前小时需求和168小时前小时需求的多元回归模型,以及另外一个以温度为自变量的多元回归模型。为了验证所提模型的有效性,利用2009 - 2013年国内城市燃气需求的真实数据进行了计算实验。检验结果表明,第一个回归模型对2009 - 2013年5年的MAPE (Mean Absolute Percentage Error)预测精度在4.5%左右,而第二个回归模型对同期MAPE的预测精度为5.13%。
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Forecasting Hourly Demand of City Gas in Korea
This study examined the characteristics of the hourly demand of city gas in Korea and proposed multiple regression models to obtain precise estimates of the hourly demand of city gas. Forecasting the hourly demand of city gas with accuracy is essential in terms of safety and cost. If underestimated, the pipeline pressure needs to be increased sharply to meet the demand, when safety matters. In the opposite case, unnecessary inventory and operation costs are incurred. Data analysis showed that the hourly demand of city gas has a very high autocorrelation and that the 24-hour demand pattern of a day follows the previous 24-hour demand pattern of the same day. That is, there is a weekly cycle pattern. In addition, some conditions that temperature affects the hourly demand level were found. That is, the absolute value of the correlation coefficient between the hourly demand and temperature is about 0.853 on average, while the absolute value of the correlation coefficient on a specific day improves to 0.861 at worst and 0.965 at best. Based on this analysis, this paper proposes a multiple regression model incorporating the hourly demand ahead of 24 hours and the hourly demand ahead of 168 hours, and another multiple regression model with temperature as an additional independent variable. To show the performance of the proposed models, computational experiments were carried out using real data of the domestic city gas demand from 2009 to 2013. The test results showed that the first regression model exhibits a forecasting accuracy of MAPE (Mean Absolute Percentage Error) around 4.5% over the past five years from 2009 to 2013, while the second regression model exhibits 5.13% of MAPE for the same period.
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