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Calibrating physical parameters in house models using aggregate AC power demand

机译:使用总交流电源需求校准房屋模型中的物理参数

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For residential houses, the air conditioning (AC) units are a major resource for providing flexibility in energy use for the purpose of demand response. To quantify the flexibility, the characteristics of the population of houses need to be accurately estimated, so that models of house energy-use can be used to predict the temperature dynamics. By adjusting the house thermostat setpoints accordingly, comfort can be maintained and demand response is possible. In this paper, we propose an approach using the Reverse Monte Carlo method and aggregate house models to calibrate the (probability) distribution parameters of the house models for a population of residential homes. Given the aggregate AC power demand for the population, our approach can successfully estimate the distribution parameters for the most sensitive physical parameters identified in previous studies, such as the mean floor area for the population of houses. Moreover, we give uncertainty bounds for our parameter estimates1.
机译:对于住宅,空调(AC)单元是一种主要资源,可为需求响应提供灵活的能源使用方式。为了量化灵活性,需要准确估算房屋人口的特征,以便可以使用房屋能源消耗模型来预测温度动态。通过相应地调节房屋的恒温器设定点,可以保持舒适度,并可以响应需求。在本文中,我们提出了一种使用反向蒙特卡洛方法和聚合房屋模型的方法,以针对居民住宅人口校准房屋模型的(概率)分布参数。给定人口的总交流电源需求,我们的方法可以成功地估算先前研究中确定的最敏感物理参数的分布参数,例如房屋人口的平均建筑面积。此外,我们给出了参数估计 1 的不确定范围。

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