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A Bayesian Perspective on Residential Demand Response Using Smart Meter Data

机译:基于智能仪表的住宅需求响应的贝叶斯视角   数据

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摘要

The widespread deployment of Advanced Metering Infrastructure has madegranular data of residential electricity consumption available on a largescale. Smart meters enable a two way communication between residentialcustomers and utilities. One field of research that relies on such granularconsumption data is Residential Demand Response, where individual users areincentivized to temporarily reduce their consumption during periods of highmarginal cost of electricity. To quantify the economic potential of ResidentialDemand Response, it is important to estimate the reductions during DemandResponse hours, taking into account the heterogeneity of electricity users. Inthis paper, we incorporate latent variables representing behavioral archetypesof electricity users into the process of short term load forecasting withMachine Learning methods, thereby differentiating between varying levels ofenergy consumption. The latent variables are constructed by fitting ConditionalMixture Models of Linear Regressions and Hidden Markov Models on smart meterreadings of a Residential Demand Response program in the western United States.We observe a notable increase in the accuracy of short term load forecastscompared to the case without latent variables. We then estimate the reductionsduring Demand Response events conditional on the latent variables, and discovera higher DR reduction among users with automated smart home devices compared tothose without.
机译:先进计量基础设施的广泛部署使大规模的居民用电量数据变得可用。智能电表支持住宅用户和公用事业之间的双向通信。依靠这种精细的消费数据的研究领域之一是“住宅需求响应”,在这种情况下,激励个人用户在电力的高边际成本期间暂时减少其消耗。为了量化“住宅需求响应”的经济潜力,考虑到用电用户的异构性,估计“需求响应”时间内的减少量非常重要。在本文中,我们将代表电力用户行为原型的潜在变量纳入使用机器学习方法进行的短期负荷预测过程中,从而区分不同水平的能源消耗。通过将线性回归的ConditionalMixture模型和隐马尔可夫模型拟合到美国西部居民需求响应程序的智能抄表上来构造潜变量,与没有潜变量的情况相比,我们观察到短期负荷预测的准确性显着提高。然后,我们根据潜在变量估算需求响应事件期间的减少量,并发现与没有智能家居设备的用户相比,具有自动化智能家居设备的用户的DR减少量更高。

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