Optimizing Energy Consumption in Buildings: Intelligent Power Management Through Machine Learning

Q3 Engineering
M. M. Talib, M. Croock
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引用次数: 0

Abstract

In the realm of energy conservation, managing power consumption within buildings emerges as a pivotal challenge. This study introduces sophisticated models that optimize energy usage by intelligently managing power distribution in various zones of a building. To achieve this, four machine learning classifiers, Random Forest (RF), Support Vector Machine (SVM), K-Nearest Neighbor (KNN) algorithm, and Naive Bayes (NB), were employed. These classifiers were integrated with feature reduction techniques, namely Boruta and Principal Component Analysis (PCA), to diminish model complexity. The study delineates three distinct power management strategies: Full, Selected, and Shutdown. The effectiveness of these models was evaluated using a dataset obtained from a building's energy consumption measurements. A comparative analysis revealed that the integration of the RF classifier with the Boruta feature reduction method significantly excelled, achieving a classification accuracy of 98%. Additionally, this combination demonstrated an execution time of merely 0.4549 seconds. The findings of this research not only underscore the efficacy of combining specific machine learning classifiers with feature reduction techniques but also highlight the potential of such integrations in optimizing energy consumption in building environments. This approach paves the way for more energy-efficient and sustainable building management practices.
优化建筑能耗:通过机器学习实现智能电源管理
在节能领域,管理建筑物内的电力消耗是一项关键挑战。本研究引入了复杂的模型,通过智能管理建筑物各区域的电力分配来优化能源使用。为此,研究人员采用了四种机器学习分类器,即随机森林(RF)、支持向量机(SVM)、K-最近邻(KNN)算法和奈维贝叶斯(NB)。这些分类器与特征缩减技术(即 Boruta 和主成分分析 (PCA))相结合,以降低模型的复杂性。研究划分了三种不同的电源管理策略:完全、选定和关闭。这些模型的有效性利用从建筑物能耗测量中获得的数据集进行了评估。对比分析表明,射频分类器与 Boruta 特征缩减方法的集成效果显著,分类准确率达到 98%。此外,这种组合的执行时间仅为 0.4549 秒。这项研究的结果不仅强调了将特定机器学习分类器与特征缩减技术相结合的功效,还凸显了这种集成在优化建筑环境能耗方面的潜力。这种方法为更节能、更可持续的建筑管理实践铺平了道路。
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来源期刊
Mathematical Modelling of Engineering Problems
Mathematical Modelling of Engineering Problems Engineering-Engineering (miscellaneous)
CiteScore
1.50
自引率
0.00%
发文量
146
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