Undercooling and Cracking During Solidification

Soumyadeep Dasgupta, Sindo Kou
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Abstract

How the solid fraction fS increases with decreasing temperature T during solidification, i.e., the fS(T) of an alloy, can play a critical role in its susceptibility to cracking during solidification as demonstrated by various models of solidification cracking. In the present study the classic analytical modeling of microsegregation during rapid solidification was used to calculate fS(T) using Al–Cu alloys as an example. The present study showed significant undercooling can occur during fast cooling and affect fS(T) significantly. For the purpose of illustration, |dT/d(fS)1/2| near (fS)1/2 = 1 was used in the present study as a simple index for the susceptibility to solidification cracking. The fS(T) calculated by any solidification model (e.g., the present analytical model or a phase-field model with undercooling, or the Scheil–Gulliver model without undercooling) can be used to calculate the curve of T vs (fS)1/2 and hence the index. The present study showed undercooling can increase the index and hence the cracking susceptibility significantly. It can also change the composition most susceptible to solidification cracking.

Abstract Image

凝固过程中的过冷和裂纹
正如各种凝固开裂模型所证明的那样,凝固过程中固体组分 fS 如何随温度 T 的降低而增加,即合金的 fS(T),对合金在凝固过程中的开裂敏感性起着至关重要的作用。本研究以 Al-Cu 合金为例,采用快速凝固过程中微偏析的经典分析模型来计算 fS(T)。本研究表明,在快速冷却过程中可能会出现明显的冷却不足,并对 fS(T) 产生重大影响。为便于说明,本研究中使用了 (fS)1/2 = 1 附近的 |dT/d(fS)1/2| 作为凝固裂纹易感性的简单指数。任何凝固模型(如本分析模型或带过冷度的相场模型,或不带过冷度的 Scheil-Gulliver 模型)计算出的 fS(T) 都可用于计算 T 与 (fS)1/2 的关系曲线,从而得出指数。本研究表明,过冷会显著增加指数,从而增加开裂敏感性。它还能改变最易发生凝固开裂的成分。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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