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Physical Modelling of Tundish Plasma Heating and Its Mathematical Interpretation

机译:中间包等离子体加热的物理模型及其数学解释

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Steel flow and heat transfer in tundishes heated by plasma is physically modeled using a water model with tracer injections and the experimental results are interpreted through a turbulent k-ε mathematical model. The thermal modeling was carried out using step temperature inputs to decrease by 7 K the initial water temperature followed by a heating stage by a steam jet that simulates the plasma heating process of liquid steel in the tundish. To make valid the scaling operation of the plasma heating from the steam jet experiments a dimensionless plasma heating number was derived. The thermal response of the cooling-heating cycles was well predicted by a double dispersion coefficient model. On the other hand, the mathematical model indicates that the steam jet acts as a brake of the velocity for the liquid volume just under its direct contact lossing momentum. This loss of momentum is compensated by slight increases of the liquid velocities in the liquid volumes that are out the direct action of the steam jet.
机译:使用带示踪剂注入的水模型对通过等离子体加热的隧道中的钢流和传热进行物理建模,并通过湍流k-ε数学模型解释实验结果。使用阶跃温度输入将初始水温降低7 K,然后通过蒸汽喷射进行加热阶段来模拟中间包中液态钢的等离子加热过程,从而进行热建模。为了使来自蒸汽喷射实验的等离子加热的缩放操作有效,得出了无量纲的等离子加热数。通过双弥散系数模型可以很好地预测冷却-加热循环的热响应。另一方面,数学模型表明,蒸汽射流正好在其直接接触损失动量之下,对液体体积的速度起制动作用。动量的损失由液体体积中液体速度的略微增加所补偿,这超出了蒸汽喷射的直接作用。

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