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Mathematical Modeling of a DC Electric Arc -- Dimensionless Representation of a DC Arc

机译:直流电弧的数学建模-直流电弧的无量纲表示

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A mathematical model presented in previous publications is used to describe fluid flow, heat transfer and electromagnetic phenomena in the arc region of a Direct Current Electric Arc Furnace (DC-EAF). The effects of the arc current and the arc length on the arc characteristics and arc bath interactions are analyzed in a rather generalized way. This analysis leads to the conclusion that the arc behaves in such a way that when the arc shape (defined with the location of the 10 000 K isotherm) is plotted in the appropriate dimensionless form a unique arc expansion is achieved. This unique expansion (only restricted to arcs burned between graphite electrodes in air and outside the region where the arc jet impinges on the bath surface) gives the possibility to provide single dimensionless arc characteristics regardless the values of the arc current and arc length. These dimensionless correlations represent the main finding of this work and they allow means to estimate the important characteristics of the arc under different operational conditions without the need to run complex numerical calculation. The dimensionless characteristics of arc expressed in simple algebraic forms can be used for this purpose employing a pocket calculator.
机译:以前出版物中提供的数学模型用于描述直流电弧炉(DC-EAF)电弧区域中的流体流动,传热和电磁现象。以相当笼统的方式分析了电弧电流和电弧长度对电弧特性和电弧熔池相互作用的影响。该分析得出的结论是,电弧的行为方式是,当以适当的无量纲形式绘制电弧形状(定义为等温线10000 K的位置)时,可获得唯一的电弧扩展。这种独特的膨胀(仅限于在空气中和电弧射流撞击到熔池表面的区域外部的石墨电极之间燃烧的电弧)提供了提供单一无量纲电弧特性的可能性,而与电弧电流和电弧长度的值无关。这些无量纲的相关性代表了这项工作的主要发现,它们使人们无需进行复杂的数值计算就可以估算出不同工作条件下电弧的重要特性。为此,可以使用袖珍计算器将以简单的代数形式表示的弧的无量纲特性用于此目的。

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