通过相关性分析筛选关键变量,用更少数据精准预测楼宇能耗。
Dimensionality Reduction on IoT Monitoring Data of Smart Building for Energy Consumption Forecasting
- 针对环境与能耗数据做90次相关性检验,识别强关联变量。
- 剔除弱相关变量后模型准确率不变,降低计算负担。
- 适合边缘设备部署的轻量化能耗预测方案,适合智能建筑应用。
物联网在智能建筑中扮演关键角色,从智能家居到工业级应用。海量数据可被处理以揭示重要信息,尤其在边缘计算时代,分析任务逐渐向资源受限的终端设备迁移。如何在有限资源下保持分析精度成为核心挑战。本研究基于试点项目中对小型智能办公室的环境与能耗传感器数据进行相关性分析,旨在寻找影响能耗的关键变量,从而减少机器学习预测所需的输入参数。研究共执行90次假设检验,每对变量30次,结果显示两个环境变量与能耗存在强或半强相关性,第三个变量仅呈弱相关。采用该方法,无需遍历全量数据即可剔除弱相关变量,同时维持原有预测准确率。
原文摘要 · Abstract (English)
The Internet of Things (IoT) plays a major role today in smart building infrastructures, from simple smart-home applications, to more sophisticated industrial type installations. The vast amounts of data generated from relevant systems can be processed in different ways revealing important information. This is especially true in the era of edge computing, when advanced data analysis and decision-making is gradually moving to the edge of the network where devices are generally characterised by low computing resources. In this context, one of the emerging main challenges is related to maintaining data analysis accuracy even with less data that can be efficiently handled by low resource devices. The present work focuses on correlation analysis of data retrieved from a pilot IoT network installation monitoring a small smart office by means of environmental and energy consumption sensors. The research motivation was to find statistical correlation between the monitoring variables that will allow the use of machine learning (ML) prediction algorithms for energy consumption reducing input parameters. For this to happen, a series of hypothesis tests for the correlation of three different environmental variables with the energy consumption were carried out. A total of ninety tests were performed, thirty for each pair of variables. In these tests, p-values showed the existence of strong or semi-strong correlation with two environmental variables, and of a weak correlation with a third one. Using the proposed methodology, we manage without examining the entire data set to exclude weak correlated variables while keeping the same score of accuracy.
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