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Mathematical and Physical Simulation of a Top Blown Converter

机译:顶吹转炉的数学和物理模拟

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A mathematical model of a top blown converter, which was based on a physical model of a 30 t vessel, was developed in this study. A simplified model consisting of the converter was used in the mathematical simulation. With the simplified model, it is possible to run a large number of tracer calculations within a short time, compared to solving for the entire flow evolution each time. A cavity depth and radius comparison has been done between the physical model and the mathematical model, which showed a good relative difference of 2.5% and and 6.1% for the cavity depth and radius, respectively. The velocity change in the bath of the converter was monitored by setting several monitoring points in the physical model. A fully developed flow field was assumed to occur when the fluctuations in these points were small or periodic. It took approximately 25 s to get a developed flow field. In addition, the predicted mixing time showed a good relative difference of 2.8% in comparison to the experimental data.
机译:在这项研究中,建立了基于30吨船的物理模型的顶吹转炉的数学模型。数学仿真中使用了包含转换器的简化模型。与简化的模型相比,与每次求解整个流演化相比,可以在短时间内运行大量的跟踪器计算。在物理模型和数学模型之间进行了腔深度和半径比较,结果表明腔深度和半径的相对差分别为2.5%和6.1%。通过在物理模型中设置几个监控点,可以监控转炉熔池中的速度变化。当这些点的波动较小或呈周期性变化时,便会假定发生了完全发展的流场。大约需要25 s才能获得发达的流场。另外,与实验数据相比,预测的混合时间显示出2.8%的良好相对差异。

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