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Mathematical modeling of solidification paths in ternary alloys: Limiting cases of solute redistribution

机译:三元合金凝固路径的数学模型:溶质再分布的极限情况

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摘要

A simple mathematical framework is provided for calculating solidification paths of ternary alloys for equilibrium, paraequilibrium, and nonequilibrium conditions. The results are useful for estimating the possible range of primary solidification paths, the type of monovariant reaction expected to occur, and the relative amount of primary, monovariant eutectic and ternary eutectic constituents that form during solidification. Example calculations show that, for solidification of a ternary eutectic alloy under equilibrium conditions, the monovariant eutectic reaction will only occur when the nominal alloy concentration is above the maximum solid solubility. This result is similar to the binary case. For paraequilibrium conditions, a monovariant eutectic reaction is always expected to occur, but solidification can terminate before the invariant ternary eutectic reaction is reached. Finally, for nonequilibrium conditions, both the monovariant and invariant ternary eutectic reactions are always expected to occur, which is similar to the binary nonequilibrium case. The direction of liquid enrichment on the monovariant eutectic line can also be determined from the results.
机译:提供了一个简单的数学框架来计算三元合金在平衡,准平衡和非平衡条件下的凝固路径。该结果可用于估计一次凝固路径的可能范围,预期发生的单变量反应的类型以及在凝固过程中形成的一次,单变量共晶和三元共晶成分的相对量。示例计算表明,对于三元共晶合金在平衡条件下的凝固,仅当标称合金浓度高于最大固溶度时才会发生单变量共晶反应。此结果类似于二进制情况。对于准平衡条件,总是期望发生单变量共晶反应,但是在达到不变的三元共晶反应之前,固化可以终止。最后,对于非平衡条件,总是希望发生单变量和不变的三元共晶反应,这与二元非平衡情况相似。也可以从结果确定单变量共晶线上的液体富集方向。

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  • 来源
    《Metallurgical and Materials Transactions A》 |2006年第6期|1937-1947|共11页
  • 作者

    J. N. DuPont;

  • 作者单位

    Department of Materials Science ampamp Engineering Lehigh University 18015-3195 Bethlehem PA;

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  • 原文格式 PDF
  • 正文语种 eng
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