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首页> 外文期刊>Acta Materialia >ON DENDRITIC SOLIDIFICATION OF MULTICOMPONENT ALLOYS WITH UNEQUAL LIQUID DIFFUSION COEFFICIENTS
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ON DENDRITIC SOLIDIFICATION OF MULTICOMPONENT ALLOYS WITH UNEQUAL LIQUID DIFFUSION COEFFICIENTS

机译:不等价液体扩散系数的多组分合金的枝晶凝固

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摘要

A model has been developed previously by Rappaz and Thevoz (Acta metall., 1987, 35, 1478, 1987, 35, 2929) for the solidification of binary alloys having an equiaxed dendritic morphology. The exten- sion of this model to multicomponent alloys is straightforward if the diffusion coefficients in the liquid of the various solute elements are equal. When they are different however, it becomes necessary to distinguish the concentrations at the dendrite tip position, governing the growth kinetics, from the average concen- trations within the interdendritic liquid region. A model is presented which couples the dendrite growth kinetics with an overall solute balance performed at the scale of the grain. The diffusion profile outside the grain envelope is calculated using a Landau transformation and an implicit scheme. The calculated solidifi- cation paths during and after recalescence are compared with the Scheil approximation for various con- ditions. Additionally, a model predicting the secondary dendrite arm spacing in multicomponent alloys is briefly described.
机译:Rappaz和Thevoz先前已经开发了一种模型,用于凝固具有等轴枝晶形态的二元合金的模型(金属学报,1987,35,1478,1987,35,2929)。如果各种溶质元素在液体中的扩散系数相等,则可以将该模型扩展为多组分合金。但是,当它们不同时,有必要将支配生长动力学的枝晶尖端位置的浓度与枝晶间液体区域内的平均浓度区分开。提出了一个模型,该模型将枝晶生长动力学与在晶粒度上进行的整体溶质平衡相结合。使用Landau变换和隐式方案来计算晶粒包络之外的扩散轮廓。在重整期间和之后计算的凝固路径与各种条件下的Scheil近似进行比较。此外,简要描述了预测多组分合金中次生枝晶臂间距的模型。

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