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Self- and Interdiffusion in Ternary Cu-Fe-Ni Alloys

机译:三元Cu-Fe-Ni合金的自扩散和互扩散

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摘要

Diffusion of ~(64)Cu, wFe, and ~(63)Ni radiotracers has been measured in Cu-Fe-Ni alloys of different compositions at 1271 K. The measured penetration profiles reveal grain boundary-induced part along with the volume diffusion one. Correction on grain boundary diffusion was taken into account when determining the volume diffusivities of the components. When the Cu content in the alloys increases, the diffusivities increase by order of magnitude. This behaviour correlates well with decreasing of the melting temperature of corresponding alloys, as the Cu content increases. Modelling of interdiffusion in the Cu-Fe-Ni system based on Danielewski-Holly model of interdiffusion is presented. In this model (extended Darken method for multi-component systems) a. postulate that the total mass flow is a sum of the diffusion and the drift flows was applied for the description of interdiffusion in the closed system. Nernst-Planck's flux formula assuming a. chemical potential gradient as a driving force for the mass transport was used for computing the diffusion flux in non-ideal multi-component systems. In computations of the diffusion profiles the measured tracer diffusion coefficients of Cu, Fe and Ni as well as the literature data on thermodynamic activities for the Cu-Fe-Ni system were used. The calculated interdiffusion concentration profiles (diffusion paths) reveal satisfactory agreement with the experimental results.
机译:在不同成分的Cu-Fe-Ni合金中在1271 K下测量了〜(64)Cu,wFe和〜(63)Ni放射性示踪剂的扩散。测得的渗透曲线显示出晶界诱导的部分以及体积扩散1 。确定组分的体积扩散率时,应考虑对晶界扩散的校正。当合金中的Cu含量增加时,扩散率将增加一个数量级。随着铜含量的增加,这种行为与相应合金的熔化温度降低有很好的相关性。提出了基于Danieleskiski-Holly互扩散模型的Cu-Fe-Ni体系互扩散模型。在此模型中(扩展多组件系统的Darken方法)假设总质量流量是扩散的总和,而漂移流量则用于描述封闭系统中的相互扩散。 Nernst-Planck的通量公式假设a。化学势梯度作为质量传输的驱动力,用于计算非理想多组分系统中的扩散通量。在扩散曲线的计算中,使用了测得的Cu,Fe和Ni的示踪扩散系数以及有关Cu-Fe-Ni系统热力学活性的文献数据。计算得出的相互扩散浓度分布图(扩散路径)与实验结果令人满意。

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