RLF and TS fuzzy model identification of indoor thermal comfort based on PMV/PPD

This work presents a hybrid model to be used for effectively controlling indoor thermal comfort in a heating, ventilating and air conditioning (HVAC) system. The first modeling part is related to the building structure and its fixture. Since building models contain many nonlinearities and have large...

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Main Authors: Homod R.Z., Mohamed Sahari K.S., Almurib H.A.F., Nagi F.H.
Other Authors: 36994633500
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Published: 2023
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spelling my.uniten.dspace-295272023-12-28T14:30:22Z RLF and TS fuzzy model identification of indoor thermal comfort based on PMV/PPD Homod R.Z. Mohamed Sahari K.S. Almurib H.A.F. Nagi F.H. 36994633500 57218170038 35305238400 56272534200 Building model Energy control HVAC PMV/PPD RLF method Thermal comfort Air conditioning Identification (control systems) Newton-Raphson method Power control Signal processing Structural optimization Building model Building structure Delay Time Empirical calculations Gauss-Newton methods HVAC HVAC system Hybrid model Indoor thermal comfort Modeling capabilities Non-linear regression Optimization procedures Parameter variation PMV/PPD Predicted mean vote Reference signals Residential load factors RLF method Structure identification T S models T-S fuzzy models Takagi-sugeno fuzzy models Temperature reference Thermal inertia Thermal sensations White-box models air conditioning architectural design fuzzy mathematics Gaussian method indoor air optimization Thermal comfort This work presents a hybrid model to be used for effectively controlling indoor thermal comfort in a heating, ventilating and air conditioning (HVAC) system. The first modeling part is related to the building structure and its fixture. Since building models contain many nonlinearities and have large thermal inertia and high delay time, empirical calculations based on the residential load factor (RLF) is adopted to represent the model. The second part is associated with the indoor thermal comfort itself. To evaluate indoor thermal comfort situations, predicted mean vote (PMV) and predicted percentage of dissatisfaction (PPD) indicators were used. This modeling part is represented as a fuzzy PMV/PPD model which is regarded as a white-box model. This modeling is achieved using a Takagi-Sugeno (TS) fuzzy model and tuned by Gauss-Newton method for nonlinear regression (GNMNR) algorithm. The main reason for combining the two models is to obtain a proper reference signal for the HVAC system. Unlike the widely used temperature reference signal, the proposed reference signal resulting from this work is closely related to thermal sensation comfort; Temperature is one of the factors affecting the thermal comfort but is not the main measure, and therefore, it is insignificant to control thermal comfort when the temperature is used as the reference for the HVAC system. The overall proposed model is tested on a wide range of parameter variation. The corresponding results show that a good modeling capability is achieved without employing any complicated optimization procedures for structure identification with the TS model. � 2011 Elsevier Ltd. Final 2023-12-28T06:30:22Z 2023-12-28T06:30:22Z 2012 Article 10.1016/j.buildenv.2011.09.012 2-s2.0-80054107865 https://www.scopus.com/inward/record.uri?eid=2-s2.0-80054107865&doi=10.1016%2fj.buildenv.2011.09.012&partnerID=40&md5=d9316bb722641cb2026fd5a9e0c74be5 https://irepository.uniten.edu.my/handle/123456789/29527 49 1 141 153 Scopus
institution Universiti Tenaga Nasional
building UNITEN Library
collection Institutional Repository
continent Asia
country Malaysia
content_provider Universiti Tenaga Nasional
content_source UNITEN Institutional Repository
url_provider http://dspace.uniten.edu.my/
topic Building model
Energy control
HVAC
PMV/PPD
RLF method
Thermal comfort
Air conditioning
Identification (control systems)
Newton-Raphson method
Power control
Signal processing
Structural optimization
Building model
Building structure
Delay Time
Empirical calculations
Gauss-Newton methods
HVAC
HVAC system
Hybrid model
Indoor thermal comfort
Modeling capabilities
Non-linear regression
Optimization procedures
Parameter variation
PMV/PPD
Predicted mean vote
Reference signals
Residential load factors
RLF method
Structure identification
T S models
T-S fuzzy models
Takagi-sugeno fuzzy models
Temperature reference
Thermal inertia
Thermal sensations
White-box models
air conditioning
architectural design
fuzzy mathematics
Gaussian method
indoor air
optimization
Thermal comfort
spellingShingle Building model
Energy control
HVAC
PMV/PPD
RLF method
Thermal comfort
Air conditioning
Identification (control systems)
Newton-Raphson method
Power control
Signal processing
Structural optimization
Building model
Building structure
Delay Time
Empirical calculations
Gauss-Newton methods
HVAC
HVAC system
Hybrid model
Indoor thermal comfort
Modeling capabilities
Non-linear regression
Optimization procedures
Parameter variation
PMV/PPD
Predicted mean vote
Reference signals
Residential load factors
RLF method
Structure identification
T S models
T-S fuzzy models
Takagi-sugeno fuzzy models
Temperature reference
Thermal inertia
Thermal sensations
White-box models
air conditioning
architectural design
fuzzy mathematics
Gaussian method
indoor air
optimization
Thermal comfort
Homod R.Z.
Mohamed Sahari K.S.
Almurib H.A.F.
Nagi F.H.
RLF and TS fuzzy model identification of indoor thermal comfort based on PMV/PPD
description This work presents a hybrid model to be used for effectively controlling indoor thermal comfort in a heating, ventilating and air conditioning (HVAC) system. The first modeling part is related to the building structure and its fixture. Since building models contain many nonlinearities and have large thermal inertia and high delay time, empirical calculations based on the residential load factor (RLF) is adopted to represent the model. The second part is associated with the indoor thermal comfort itself. To evaluate indoor thermal comfort situations, predicted mean vote (PMV) and predicted percentage of dissatisfaction (PPD) indicators were used. This modeling part is represented as a fuzzy PMV/PPD model which is regarded as a white-box model. This modeling is achieved using a Takagi-Sugeno (TS) fuzzy model and tuned by Gauss-Newton method for nonlinear regression (GNMNR) algorithm. The main reason for combining the two models is to obtain a proper reference signal for the HVAC system. Unlike the widely used temperature reference signal, the proposed reference signal resulting from this work is closely related to thermal sensation comfort; Temperature is one of the factors affecting the thermal comfort but is not the main measure, and therefore, it is insignificant to control thermal comfort when the temperature is used as the reference for the HVAC system. The overall proposed model is tested on a wide range of parameter variation. The corresponding results show that a good modeling capability is achieved without employing any complicated optimization procedures for structure identification with the TS model. � 2011 Elsevier Ltd.
author2 36994633500
author_facet 36994633500
Homod R.Z.
Mohamed Sahari K.S.
Almurib H.A.F.
Nagi F.H.
format Article
author Homod R.Z.
Mohamed Sahari K.S.
Almurib H.A.F.
Nagi F.H.
author_sort Homod R.Z.
title RLF and TS fuzzy model identification of indoor thermal comfort based on PMV/PPD
title_short RLF and TS fuzzy model identification of indoor thermal comfort based on PMV/PPD
title_full RLF and TS fuzzy model identification of indoor thermal comfort based on PMV/PPD
title_fullStr RLF and TS fuzzy model identification of indoor thermal comfort based on PMV/PPD
title_full_unstemmed RLF and TS fuzzy model identification of indoor thermal comfort based on PMV/PPD
title_sort rlf and ts fuzzy model identification of indoor thermal comfort based on pmv/ppd
publishDate 2023
_version_ 1806423504534372352
score 13.214268