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Mathematical Modeling of Fluid Flow Phenomena during Tundish Filling and Subsequent Initial Casting Operation in Steel Continuous Casting Process

机译:中包填充过程中流体流动现象的数学建模及钢连铸工艺中的初始铸造运行

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The purpose of this study is to develop a mathematical model to analyze the fluid flow phenomena of molten steel in the tundish during tundish filling and subsequent initial casting operation in the continuous casting process of steel. The ultimate goal is to assure smooth casting operation by avoiding clogging of the tundish outlets by inclusions carried into the tundish by the molten steel in the early stage of the tundish filling operation. The mathematical model is developed based on a computational fluid dynamics technique, named SOLA-MAC, and the k-e two-equation turbulent model. SOLA-MAC technique has the capability to handle the flow problem encountered in tundish filling, which is a transient flow problem with highly distorted free surfaces and the locations of the free surfaces are to be determined by theory. A fluid particle method is also employed in this study to analyze the distribution of inclusions In the molten steel and the extent of inclusion contamination in various strands of the continuous casting tundish. A water model which is one fourth the scale of an actual billet continuous caster is also constructed in this study. Water model experiments are conducted to verify the accuracy and reliability of the mathematical model. The developed model is first tested on the water model to calculate the fiow pattern of water in the tundish during the very early stage of filling operation. The simulated filling patterns are compared to the water model experiments. Good consistency is observed. The model is then tested on an actual billet continuous caster to simulate the fluid flow phenomena of molten steel in the tundish during the filling and subsequent initial casting operations. Inclusion distribution and the extents of inclusion contamination among the outlets of the various strands in the tundish are also analyzed. The result is confirmed by the actual experience on the shop floor of that particular billet caster.
机译:本研究的目的是开发一种数学模型来分析中间包填充和随后的初始铸造操作在钢的连续铸造过程中,在中间包的钢水中的流体流动现象。最终的目标是通过由钢水在中间包填充操作的早期阶段带入中间包夹杂物避免了中间包出口的堵塞,以确保平稳的铸造操作。所述数学模型是基于计算流体动力学技术,命名SOLA-MAC开发的,和第k-E两方程湍流模型。 SOLA-MAC技术具有以处理在中间包填充,这与高度扭曲的自由表面和自由表面的位置的瞬态流动问题是被理论所确定的所遇到的流动问题的能力。一种流体粒子方法在本研究中还用来分析夹杂物的分布在钢水和夹杂物污染的连铸中间包的各种丝束的程度。一种水模型,其是四分之一实际方坯连铸机的规模也被构造在该研究中。水模型实验进行验证了数学模型的准确性和可靠性。所开发的模型在水面上的模型首先测试期间填充操作的非常早的阶段计算水在中间包内的fiow图案。模拟填充模式相比,水模型实验。好的一致性观察到。该模型然后在实际方坯连铸机测试的填充和随后的初始铸造操作过程中,以模拟在中间包的钢水中的流体流动现象。夹杂物分布和在中间包的各种丝束的出口之间夹杂物污染的盘区进行了分析。其结果是在那个特定的小方坯连铸机车间的实际经验所证实。

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