Predictions of air pollution dispersion in an indoor environment are important outputs to control a fresh air ventilation or energy building efficiency. This study deals with numerical simulations of a formation and dispersion of carbon dioxide (CO2) in a closed area. Numerical simulations were carried out by the Reynolds Averaged Navier-Stokes (RANS) approach. A simple domain with one pollution source was used for a validation of the mathematical model, in which values of the CO2 concentration were calculated using CFD and measured. The CO2 was created as a combustion product of the ethanol. There were used two different methods for the calculation of the CO2 formation. The first method adopted the species transport model with reactions and the second method was the non-premix combustion model based on the mixture fraction theory. The third method used in numerical simulations was a constant mass flow inlet of CO2. All computational methods provided a sufficient agreement of the CO2 concentration with the experimental data.
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30 June 2016
THE APPLICATION OF EXPERIMENTAL AND NUMERICAL METHODS IN FLUID MECHANICS AND ENERGY 2016: XX. Anniversary of International Scientific Conference
27–29 April 2016
Terchová, Slovakia
Research Article|
June 30 2016
A dispersion study of CO2 in a closed area
Tomas Korinek;
Tomas Korinek
a)
1Department of Power Engineering Equipment, Faculty of Mechanical Engineering,
Technical University of Liberec
, Studentska 2, 461 17 Czech Republic
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Karel Frana
Karel Frana
b)
1Department of Power Engineering Equipment, Faculty of Mechanical Engineering,
Technical University of Liberec
, Studentska 2, 461 17 Czech Republic
Search for other works by this author on:
Tomas Korinek
1,a)
Karel Frana
1,b)
1Department of Power Engineering Equipment, Faculty of Mechanical Engineering,
Technical University of Liberec
, Studentska 2, 461 17 Czech Republic
AIP Conf. Proc. 1745, 020027 (2016)
Citation
Tomas Korinek, Karel Frana; A dispersion study of CO2 in a closed area. AIP Conf. Proc. 30 June 2016; 1745 (1): 020027. https://doi.org/10.1063/1.4953721
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