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Describing the dynamics, distributions, and multiscale relationships in the time evolution of residential building energy consumption

机译:描述住宅建筑能耗随时间变化的动力学,分布和多尺度关系

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Residential buildings may be described as complex social-technological systems. expressing component interdependence and chaotic temporal variability. As such, we characterized the dynamics and multiscale relationships of hourly electricity consumption data for 13 occupied Florida houses from calendar year 2013. Statistical approaches included: (1) exploratory data analyses with distribution-based descriptive statistics; (2) normality testing; (3) spectral and monofractal analyses; (4) multifractal detrended fluctuation analyses (MFDFA) with surrogate testing; and (5) Ward's minimum variance method for hierarchical agglomerative clustering. Results suggested the energy-use patterns were non-normal, nonlinear, and exhibited predominantly anti -persistent fractal complexities. Thus, classical descriptive statistics presuming Gaussian probability density function (PDF) distributions neither well fit, nor well described, the data and their interdependent characteristics. Notably, clusters of comparable houses were categorically and statistically different when using descriptors based on normality (e.g., mean, variance, skewness, kurtosis) versus those based on fractality (e.g., Hurst exponent, multifractal spectrum width). We believe MFDFA statistical outputs may serve as novel indicators of residential building dynamics as they better characterize the complex, nonlinear asset and occupancy interactions and they require no assumptions regarding the PDF distribution shape. We offer guidance on the data management, transformation, parameterization, and interpretation processes necessary to apply MFDFA to whole-house, short-interval, electricity consumption time series data. Multifractal quantification of building performance time series data may be useful on multiple fronts: (1) detecting under-performing households; (2) improving segmentation, targeting, and pre/post analyses of energy efficiency interventions; (3) diagnosing building system failure risks; and (4) improving smart grid supply and load balancing. (C) 2017 Elsevier B.V. All rights reserved.
机译:住宅建筑可以描述为复杂的社会技术系统。表达成分的相互依赖性和混沌的时间变异性。因此,我们对2013日历年以来佛罗里达州13所被占用房屋的小时用电量数据进行了动态分析和多尺度关系分析。统计方法包括:(1)探索性数据分析和基于分布的描述性统计数据; (2)正常性测试; (3)频谱和单分形分析; (4)具有替代测试的多重分形趋势波动分析(MFDFA); (5)Ward的最小方差方法用于层次集聚。结果表明,能量利用模式是非正常的,非线性的,并且主要表现出反持久的分形复杂性。因此,假定高斯概率密度函数(PDF)分布的经典描述性统计数据既没有很好地拟合也没有得到很好的描述,它们的数据及其相互依存的特征也是如此。值得注意的是,当使用基于正态性(例如均值,方差,偏度,峰度)的描述子与基于分形性(例如赫斯特指数,多重分形谱宽)的描述子时,可比较房屋的集群在分类和统计上是不同的。我们认为,MFDFA统计输出可以更好地表征复杂的,非线性的资产和入住相互作用,并且可以不需要假设PDF分布形状,因此可以作为住宅建筑动态的新颖指标。我们提供数据管理,转换,参数化和解释过程的指南,以将MFDFA应用于整个房屋,短间隔,用电时间序列数据。建筑性能时间序列数据的多重分形量化可能在多个方面有用:(1)检测表现不佳的家庭; (2)改善能效干预措施的细分,目标和前/后分析; (3)诊断建筑系统故障风险; (4)改善智能电网的供需平衡。 (C)2017 Elsevier B.V.保留所有权利。

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