Optimization of industrial energy consumption for sustainability using time-series regression and gradient descent algorithm based on historical electricity consumption data

Richard Opoku , George Y. Obeng , Louis K. Osei , John P. Kizito
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引用次数: 6

Abstract

Optimizing electricity consumption to minimize wastage and reduce cost is a major challenge in many industries. This is because, in many cases, the effect of the independent variables contributing to the total electricity consumption and cost are latent. The purpose of this study is to apply numerical techniques to identify and optimize these independent variables in order to improve sustainable energy management in industries to minimize wastage. Regression analysis was first applied to identify and decouple the independent variables to determine their individual effects on electricity consumption and cost. A cost function called the Mean Square Error (MSE) was then used to optimize these independent variables using gradient descent algorithm (GDA). In a case study, the developed approach that combines time series regression analysis with gradient descent optimization was used to analyze the electricity consumption data of an oil distribution company for the period 2015 to 2018. The results showed potential electricity savings of 124,684 kWh and cost savings of US$ 25,375 annually, when the facility is operated at optimum parameters of 0.95 power factor, 260 kVA maximum demand and 25,000 kWh active electricity consumption. The novelty of this study is that a procedure that combines time series regression analysis (RA) and gradient descent algorithm (GDA) has been developed and applied to decouple and optimize the independent variables that affect electricity consumption in an industry.

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基于历史用电量数据的时序回归和梯度下降算法的工业可持续性能耗优化
优化电力消耗以最大限度地减少浪费和降低成本是许多行业面临的主要挑战。这是因为,在许多情况下,对总电力消耗和成本作出贡献的自变量的影响是潜在的。本研究的目的是应用数值技术来识别和优化这些自变量,以改善工业的可持续能源管理,以尽量减少浪费。回归分析首先用于识别和解耦自变量,以确定其对电力消耗和成本的个别影响。然后使用称为均方误差(MSE)的成本函数使用梯度下降算法(GDA)来优化这些自变量。在案例研究中,将时间序列回归分析与梯度下降优化相结合的方法用于分析某石油配送公司2015 - 2018年的用电量数据。结果表明,当该设施以0.95功率因数、260千伏安最大需求和25,000千瓦时的有效用电量为最佳参数运行时,每年可节省124,684千瓦时的电力和25,375美元的成本。本研究的新颖之处在于,开发了一种结合时间序列回归分析(RA)和梯度下降算法(GDA)的程序,并将其应用于解耦和优化影响行业用电量的自变量。
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