4.5 Article

Behavior of the Free Surface of Two-Phase Fluid Flow Near the Taphole in a Tank

期刊

SYMMETRY-BASEL
卷 13, 期 5, 页码 -

出版社

MDPI
DOI: 10.3390/sym13050875

关键词

free surface; two-phase fluid flow; viscous finger; porosity; taphole

资金

  1. National Research Foundation of Korea (NRF) - Korea government (MSIT) [NRF-2019R1A2C1009081]
  2. BK21 FOUR Graduate Program for Green-Smart Naval Architecture and Ocean Engineering of Pusan National University

向作者/读者索取更多资源

The study examined the deformation of the free-surface of two-phase fluid flow in a tank serving as a simplified blast furnace hearth, focusing specifically on the flow of gas and cold molten iron. The presence of porosity was found to contribute to the formation of a viscous finger near the taphole, impacting the interface instability and the velocity of the free surface. The relationship between porosity magnitude and gas break-through time was found to be linear.
The present study numerically investigated the deformation of the free-surface of two-phase fluid flow in a tank which is considered as a simplified blast furnace hearth. Actually, the fluids existing in a blast furnace hearth are gas, slag and hot metal from top to bottom. However, the present study considered only gas and cold molten iron in the tank. The porosity is considered as a substitute for void volume formed by the packed bed of the particles such as cokes. The single-phase flow and two-phase fluids flow without the porosity are analyzed for comparison. The porosity contributed the free surface to forming a viscous finger near the taphole. The axi-symmetry nature of the interface of two-phase fluids flow in the cylindrical tank is broken by viscous finger as the interface instability by the gas entrainment into taphole, which has been identified by the visualization of the free surface formation. The acceleration of the free surface falling velocity and the outflow near the taphole are associated by the viscous finger by the gas entrainment. The dimensionless gas break-through time is linear with respect to the porosity magnitude.

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