2011
DOI: 10.2355/isijinternational.51.1014
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Pressure Drop in the Blast Furnace Hearth with a Sitting Deadman

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Cited by 5 publications
(5 citation statements)
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“…Tanzil et al 7 argued that the pressure distribution in the hearth is fairly uniform except in the vicinity of the taphole, where the pressure gradient is very high and a major part of the driving overpressure is balanced by the viscous resistances due to the accelerating liquid flow through the dead man. This was also demonstrated by Shao and Saxeń, 19 who simulated the flow behavior of a single liquid phase in the hearth. The simulations showed that the streamlines converge at the taphole and that the pressure gradient is appreciable only in the vicinity of the taphole.…”
Section: Numerical Modelingsupporting
confidence: 57%
“…Tanzil et al 7 argued that the pressure distribution in the hearth is fairly uniform except in the vicinity of the taphole, where the pressure gradient is very high and a major part of the driving overpressure is balanced by the viscous resistances due to the accelerating liquid flow through the dead man. This was also demonstrated by Shao and Saxeń, 19 who simulated the flow behavior of a single liquid phase in the hearth. The simulations showed that the streamlines converge at the taphole and that the pressure gradient is appreciable only in the vicinity of the taphole.…”
Section: Numerical Modelingsupporting
confidence: 57%
“…A substantial pressure drop in the vicinity of the taphole can be formed as the high-viscosity slag is driven to flow through the dead man towards the taphole. As a result, the gas-slag interface is tilted down locally near the taphole [24,[59][60][61][62]. Thus, the overall gas-slag interface is above the taphole level at the moment when gas bursts out and the tap is terminated.…”
Section: Drainage Behaviormentioning
confidence: 99%
“…The liquid flow in a BF hearth, however, is typically complicated and does not appear in a single flow regime. The liquids are in low‐Reynolds‐number (LRN) flow as they dribble into the hearth, whereas they gradually accelerate as they approach the taphole due to the high geometrical ratio (hearth diameter/taphole size > 100), causing HRN flow in the vicinity of the taphole 19. In addition, the flow velocity would increase in the local CFZ due to a sudden decrease in flow resistance.…”
Section: Cfd Model Descriptionmentioning
confidence: 99%