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Selecting statistical indices for calibrating building energy models

机译:选择统计指标以校准建筑能耗模型

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A well-known problem in the dynamic simulation of buildings energy consumption are the discrepancies between the simulated and measured data, which call for calibration techniques to obtain more accurate and reliable building models. The most recognized calibration techniques use statistical indices to assess and improve the quality of simulation models. While there are already well known statistical indices available to evaluate the simulation outputs, the combination of indices offers potential for further improvements in this field. To assess the procedure of calibrating building simulation models, we present a ranking of six tested statistical indices and their combinations (63 statistical metrics), produced by an automated evaluation procedure, in the specific case of calibrating to annual heat demand curves. The developed evaluation procedure is also able to account for eventual deterioration of other statistical metrics, which are not tuned during the calibration. We apply the new method in dynamic, hourly simulations to a use case with 200 buildings, for which extensive measurement data are available. Based on the generated ranking, we recommend using combinations of four statistical indices: the Coefficient of Variation of Root Mean Square Error (CV (RMSE)), the Normalized Mean Error (NME), the standardized contingency coefficient (C chi(2)) and the coefficient of determination (R-2). In our use case, these combinations lead to better results than the commonly used indices CV (RMSE) and Normalized Mean Bias Error (). In addition, we could show that it is beneficial to use another index for evaluation than for calibration, because it detects eventual deterioration of the simulation output results.
机译:在建筑物能耗的动态模拟中,一个众所周知的问题是模拟数据与实测数据之间的差异,这就要求使用校准技术来获得更准确和可靠的建筑模型。最公认的校准技术使用统计指标来评估和提高仿真模型的质量。尽管已经有众所周知的统计指标可用于评估模拟输出,但指标的组合为该领域的进一步改进提供了潜力。为了评估校准建筑仿真模型的过程,我们给出了六个评估统计指标及其组合(63个统计指标)的排名,这些排名是由自动评估程序生成的,具体情况是根据年度热需求曲线进行校准。制定的评估程序还能够解决其他统计指标的最终恶化,而这些统计指标在校准期间没有进行调整。我们将这种新方法应用于每小时200个建筑物的用例的动态每小时模拟中,该建筑物具有大量的测量数据。根据生成的排名,我们建议使用四个统计指标的组合:均方根误差(CV(RMSE))变异系数,归一化均方误差(NME),标准化权变系数(C chi(2))和确定系数(R-2)。在我们的用例中,与通常使用的索引CV(RMSE)和归一化平均偏差误差()相比,这些组合可获得更好的结果。此外,我们可以证明使用另一个索引进行评估而不是进行校准是有益的,因为它可以检测到模拟输出结果的最终恶化。

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