A series of pressurized smoke control experiments were conducted by using a two-fifths reduced model fire room [2. 7 m × 3. 6 m × 1. 18 m (height)] in part 1 and part 2. A fire source grew the flame reached to the ceiling. So it was assumed that height of hot layer interface was within the range of intermittent flame. The differential pressure distribution and the critical air velocity were measured. For predicting critical air velocity to stop smoke under pressurization smoke control, the differential pressure distribution and the critical air velocity at the fire room doorway shall be well-assessed. Simple predicted equation of critical air velocity to stop at the fire room doorway that can be calculated from heat release rate were studied in part 3.
As a result, the algebraic equation of the critical air velocity of a doorway was obtained by solving the simultaneous algebraic equations of the temperature, the fire plume entrainment and the critical air velocity by pressure difference between rooms. This algebraic equation was in substantially good agreement with the experimental result. The simple prediction equation of the critical air velocity at the fire room doorway, which can be calculated directly from the heat release rate and so on, was obtained through this algebraic equation.
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