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Determination of the Influence of Outdoor Air Intake Fraction on Choosing Independent Variable for Cooling Regression Modeling in Hot and Humid Climates

机译:确定湿热气候条件下室外进气分数对选择自变量进行冷却回归建模的影响

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摘要

On the establishment of a reliable baseline for energy savings estimation, one or more variables are usually used to determine a model by regression analysis. These regression models generally use one or more independent variables, such as outdoor air temperature (OAT), degree days, or a combination of these with occupancy or humidity. Based on a calibrated multifunction building energy simulation in a hot and humid climate, in this paper the study of the influence of outdoor air intake fraction on the selection of the best parameter to develop change-point regression modeling for cooling energy use was evaluated. A comparison among regressions based on three variables, two regularly used in measuring and verification (M&V) process (OAT and outdoor air enthalpy [OAE]), plus the addition of an operational enthalpy was carried out. The study included variations of the outdoor air intake fraction in the range of 10%-100% and the development of the corresponding patterns of regression models for each of the parameters. The results indicated clearly the advantage of the use of the operational effective enthalpy (OEE) cooling regression modeling, which produced a lower coefficient of variation of the root mean square error (CV-RMSE) and higher coefficient of determination (R~2), when outdoor air intake fraction is greater than approximately 15%.
机译:在建立可靠的节能估算基准时,通常使用一个或多个变量通过回归分析确定模型。这些回归模型通常使用一个或多个独立变量,例如室外空气温度(OAT),度数天,或这些与居住或湿度的组合。基于在炎热和潮湿气候下的经过校准的多功能建筑能耗模拟,本文评估了室外进气分数对最佳参数选择的影响,以开发用于冷却能耗的变化点回归模型。在基于三个变量的回归之间进行了比较,两个变量经常用于测量和验证(M&V)过程(OAT和室外空气焓[OAE]),另外还增加了操作焓。该研究包括室外进气分数在10%-100%范围内的变化以及每个参数的回归模型的相应模式的发展。结果清楚地表明了使用操作有效焓(OEE)冷却回归模型的优势,该模型产生的均方根误差变异系数(CV-RMSE)较低,而确定系数则较高(R〜2),当室外进气分数大于约15%时。

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  • 来源
    《ASHRAE Transactions》 |2016年第1期|434-443|共10页
  • 作者单位

    Energy Analysis and Modeling Groups;

    Energy Analysis and Modeling Groups;

    TEES Energy Systems Laboratory, Texas A&M University System, College Station, TX;

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  • 正文语种 eng
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