LAPSE:2023.11733v1
Published Article

LAPSE:2023.11733v1
Development of a Linear Regression Model Based on the Most Influential Predictors for a Research Office Cooling Load
February 27, 2023
Abstract
Energy consumption in the building sector is a major concern, particularly in this time of worldwide population and energy demand increases. To reduce energy consumption due to HVAC systems in the building sector, different models based on measured data have been developed to estimate the cooling load. The purpose of this work is to develop a linear regression model for cooling load of a research room based on the radiant time series (RTS) components of the cooling load that consider the building material and the environment. Using the forward step method, linear regression models were developed for both all-seasons and seasonal data from three years of cooling load data obtained from the RTS method for a research room at Mangosuthu University of Technology (MUT), South Africa. The male and female occupants, window cooling load, and roof cooling load were found to be the most influential predictors for the cooling load model. The obtained relative errors between the best all-seasons model and seasonal models built with the same predictors for the respective data subsets are almost zero and are given as 0.0073% (autumn), 0.0016% (spring), 0.0168% (summer), and 0.0162% (winter). This leads to the conclusion that the seasonal models can be represented by the all-seasons model. However, further study can be performed to improve the model by incorporating the occupancy behaviours and other components or parameters intervening in the calculation of cooling load using the radiant time series method.
Energy consumption in the building sector is a major concern, particularly in this time of worldwide population and energy demand increases. To reduce energy consumption due to HVAC systems in the building sector, different models based on measured data have been developed to estimate the cooling load. The purpose of this work is to develop a linear regression model for cooling load of a research room based on the radiant time series (RTS) components of the cooling load that consider the building material and the environment. Using the forward step method, linear regression models were developed for both all-seasons and seasonal data from three years of cooling load data obtained from the RTS method for a research room at Mangosuthu University of Technology (MUT), South Africa. The male and female occupants, window cooling load, and roof cooling load were found to be the most influential predictors for the cooling load model. The obtained relative errors between the best all-seasons model and seasonal models built with the same predictors for the respective data subsets are almost zero and are given as 0.0073% (autumn), 0.0016% (spring), 0.0168% (summer), and 0.0162% (winter). This leads to the conclusion that the seasonal models can be represented by the all-seasons model. However, further study can be performed to improve the model by incorporating the occupancy behaviours and other components or parameters intervening in the calculation of cooling load using the radiant time series method.
Record ID
Keywords
cooling load, linear regression, radiant time series
Subject
Suggested Citation
Mutombo NMA, Numbi BP. Development of a Linear Regression Model Based on the Most Influential Predictors for a Research Office Cooling Load. (2023). LAPSE:2023.11733v1
Author Affiliations
Mutombo NMA: Department of Electrical Engineering, Mangosuthu University of Technology, Umlazi 4031, South Africa
Numbi BP: Department of Electrical Engineering, Mangosuthu University of Technology, Umlazi 4031, South Africa
Numbi BP: Department of Electrical Engineering, Mangosuthu University of Technology, Umlazi 4031, South Africa
Journal Name
Energies
Volume
15
Issue
14
First Page
5097
Year
2022
Publication Date
2022-07-12
ISSN
1996-1073
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Original Submission
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PII: en15145097, Publication Type: Journal Article
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LAPSE:2023.11733v1
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https://doi.org/10.3390/en15145097
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Feb 27, 2023
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