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IMPURITIES REMOVAL PROCESS FROM THE VACUUM INDUCTION FURNACE CHARGE: A NUMERICAL STUDY

机译:真空感应炉充电中的杂质去除过程:数值研究

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The technology of mental melting in a vacuum induction furnace enables the efficient removal of impurities and provides an opportunity to melt refractory metals, such as titanium. These materials can be applied in cutting edge technologies, such as aviation (turbine blades) and biotechnology (prosthesis and implants). To control metallurgical heat and mass processes within an induction furnace, measurements and a numerical analysis can be conducted. In this paper, numerical approaches are discussed. Simulation requires the development of vacuum induction furnace coupling between fluid dynamics and electromagnetic fields. The proposed numerical domain was modelled as a three-dimensional slice with a properly defined periodic boundary condition. To define the analysed electromagnetic problem, a set of Maxwell differential equations was specified. A fluid dynamics sub-model was composed of the mass and momentum conservation equations using the volume of fluid multiphase formulation, two-equation k-ε turbulence model and species transport to track the inclusion position within the melt. The main purpose of this study was an examination of the impurities removal process via the free surface of the melt within an induction furnace. The coupled computations were performed for five operating conditions, including different power inputs of the inductor. The results indicated a strong influence of the inductor power on the free surface area and therefore on the purification process intensity.
机译:真空感应炉中精神熔化技术能够有效地去除杂质,并为熔化金属(例如钛)提供机会。这些材料可以应用于切削刃技术,例如航空(涡轮叶片)和生物技术(假体和植入物)。为了控制感应炉内的冶金热量和质量过程,可以进行测量和数值分析。在本文中,讨论了数值方法。仿真需要在流体动力学和电磁场之间的真空感应炉耦合的发展。所提出的数值域被建模为具有适当定义的周期性边界条件的三维切片。为了定义分析的电磁问题,指定了一组Maxwell微分方程。流体动力学子模型由使用流体多相制剂的体积,双等式K-ε湍流模型和物种传输来构成质量和动量储能方程,以跟踪熔体内的夹杂物位置。本研究的主要目的是通过感应炉内的熔体的自由表面进行杂质去除过程的检查。对五个操作条件执行耦合计算,包括电感器的不同功率输入。结果表明电感电力对自由表面积的强烈影响,因此对净化工艺强度进行了强烈影响。

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