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A computational study on the removal of the non-isothermal concentrated fume from the semi-enclosed space

  • Chang, Hyuksang (Environmental Aerosol Engineering Laboratory, Department of Environmental Engineering, Yeungnam University) ;
  • Seo, Moonhyeok (Environmental Aerosol Engineering Laboratory, Department of Environmental Engineering, Yeungnam University) ;
  • Lee, Chanhyun (Environmental Aerosol Engineering Laboratory, Department of Environmental Engineering, Yeungnam University)
  • Received : 2016.11.17
  • Accepted : 2017.02.09
  • Published : 2017.06.30

Abstract

For the prediction of the ventilation rate for removing the non-isothermal concentrated fume from the semi-enclosed space, the computational fluid dynamics (CFD) analysis was done. Securing the proper ventilation conditions in emergency state such as in fire is crucial factor for the protection of the resident in the space. In the analysis for the determining the proper ventilation rate, the experimental study had the limitation for simulating the versatile conditions of fume development. The theoretical and computational method had been chosen as the alternate tool for the experimental analysis. In this study, the CFD analysis was done on the defined model which already had been done the experimental analysis by the previous workers. By comparing the prediction on the plume heights and the ventilation rates by the CFD analysis at, and in the parametric model of $1m^3$ with those of the previous experimental works, the feasibility of the computational analysis was evaluated. For the required ventilation rate analyzed by the CFD analysis was over predicted in 7.1% difference with that of the experimental results depending on the different plume height. With the comparison with the analytical Zukoski model at, the CFD analysis on the ventilation was under predicted in 8.3%. By the verification of the feasibility of the CFD analysis, the extended analysis was done for getting the extra information such as the water vapor distribution and $CO^2$ distribution in the semi-enclosed spaces.

Keywords

References

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