2016
DOI: 10.1016/j.enbuild.2016.10.005
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Sensitivity analysis methods for building energy models: Comparing computational costs and extractable information

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Cited by 149 publications
(79 citation statements)
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“…In accordance with the equations of the KOH framework, we refer to the quantity of interest as model output (y), to contour state variables as inputs (x), and to all types of unknown system characteristics as parameters, of which those chosen for calibration are denoted as θ (Figure 2). We perform a sensitivity analysis on the heat pump model applying Morris method to identify the most influential unknown model parameters using the load side outlet temperature of the heat pump as quantity of interest (Morris 1991;Menberg, Heo, and Choudhary 2016). Of the 12 uncertain parameters in the heat pump model, we focus on the four most influential parameters (θ): load side fluid specific heat [kJ kg −1 K −1 ] (θ 1 ), rated cooling capacity of the heat pump [kJ h −1 or W] (θ 2 ), source side flow rate in the heat pump [kg h −1 ] (θ 3 ) and load side flow rate in the heat pump [kg h −1 ] (θ 4 ) ( Figure 2), which together explain most of the variance in the model output caused by the uncertain parameters.…”
Section: Calibration Parameters Of the Energy Supply Modelmentioning
confidence: 99%
“…In accordance with the equations of the KOH framework, we refer to the quantity of interest as model output (y), to contour state variables as inputs (x), and to all types of unknown system characteristics as parameters, of which those chosen for calibration are denoted as θ (Figure 2). We perform a sensitivity analysis on the heat pump model applying Morris method to identify the most influential unknown model parameters using the load side outlet temperature of the heat pump as quantity of interest (Morris 1991;Menberg, Heo, and Choudhary 2016). Of the 12 uncertain parameters in the heat pump model, we focus on the four most influential parameters (θ): load side fluid specific heat [kJ kg −1 K −1 ] (θ 1 ), rated cooling capacity of the heat pump [kJ h −1 or W] (θ 2 ), source side flow rate in the heat pump [kg h −1 ] (θ 3 ) and load side flow rate in the heat pump [kg h −1 ] (θ 4 ) ( Figure 2), which together explain most of the variance in the model output caused by the uncertain parameters.…”
Section: Calibration Parameters Of the Energy Supply Modelmentioning
confidence: 99%
“…The method of Morris belongs to the class of One-factor-At-a-Time (OAT) design (only one parameter changes values between consecutive simulations) and is suitable when the number of input factors are so large that other variance-based approaches are computationally prohibitive (Saltelli et al, 2008). Therefore, it is a common technique for carrying out sensitivity analysis in building energy models (Heo et al, 2012;De Wit and Augenbroe, 2002;Tian, 2013;Menberg et al, 2016;Kristensen and Petersen, 2016). The main advantage of the Morris method is its relatively lower computation cost as compared to other global sensitivity analysis methods, making it particularly well-suited for use with building energy models where the number of uncertain parameters is high.…”
Section: Current Bayesian Calibration Methods 221 Sensitivity Analysmentioning
confidence: 99%
“…Moreover, Menberg et al . adopted analytical approaches and complicated mathematical methods to study the impacts of parameters on building energy model . However, these methods may require additional IT software due to computational difficulties.…”
Section: Introductionmentioning
confidence: 99%
“…To study the relation between input and outputs of a building energy model, first and second order sensitivity analyses were performed [18]. Moreover, Menberg et al adopted analytical approaches and complicated mathematical methods to study the impacts of parameters on building energy model [19]. However, these methods may require additional IT software due to computational difficulties.…”
Section: Introductionmentioning
confidence: 99%