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Estimation of the Solidification Parameters of Titanium Alloys

机译:钛合金凝固参数的估算

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To ensure accuracy of modeling predictions for understanding and optimizing the Plasma Arc Cold Hearth Melting (PAM) process, a methodology for calculating the solidification parameters of Ti-base alloys was developed. This methodology is based on a deterministic solidification-kinetics approach for multicomponent and pseudo-binary alloy systems. It allows calculation of liquidus and solidus temperatures, liquidus slopes, partition coefficients, equiaxed and columnar grain-growth coefficients, as well as primary and secondary dendrite arm spacing coefficients. For computing the aforementioned solidification parameters, dynamic coarsening, microsegregation at the scale of dendrite arm spacing, and diffusion in both liquid and solid phases are considered. The present methodology is then applied to Ti-6Al-4V (Ti-6-4) and Ti-5Al-2Sn-2Zr-4Mo-4Cr (Ti-17) alloys used for high performance aerospace applications. The effect of Fe content on the solidification parameters of Ti-6-4 and Ti-17 alloys is discussed. Calculated results for primary and secondary dendrite arm spacings as related to solidification conditions in remelt processes are presented. The microsegregation profiles of Al, Sn, Zr, Mo, Fe, and Cr were measured by Energy Dispersive X-ray Spectroscopy (EDS) as a function of cooling rate for a PAM processed Ti-17 ingot provided by Allvac, in Monroe, NC, USA. The experimentally measured microsegregation profiles were used to calculate the effective partition coefficients and to estimate the secondary dendrite arm spacing.
机译:为确保对理解和优化等离子体弧熔体熔化(PAM)工艺进行建模和优化预测的准确性,开发了一种用于计算Ti基合金凝固参数的方法。该方法基于用于多组分和伪二元合金系统的确定性凝固 - 动力学方法。它允许计算液相液和固相温度,液位斜率,分配系数,等轴和柱状晶粒生长系数,以及初级和次级树枝状臂间距系数。为了计算上述凝固参数,在枝晶臂间距的规模处,在枝晶臂间距的规模下进行动态粗化,在液体和固相中的扩散。然后将本发明方法应用于用于高性能航空航天应用的Ti-6Al-4V(Ti-6-4)和Ti-5Al-2Sn-2ZR-4MO-4CR(TI-17)合金。讨论了Fe含量对Ti-6-4和Ti-17合金的凝固参数的影响。提出了与雷丝工艺中的凝固条件相关的初级和次级树枝状臂间距的结果。铝,锡,锆,钼,铁,和Cr的偏析轮廓通过能量色散X射线光谱法(EDS)测量为冷却速度对加工的Ti-17锭由Allvac提供,在Monroe,NC一个PAM的功能, 美国。通过实验测量的微量测定曲线用于计算有效分区系数并估计次级树枝状臂间距。

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