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Application of the cluster/site approximation to the calculation of coherent interphase boundary energies

机译:团簇/位点近似在相干相间边界能量计算中的应用

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摘要

The cluster/site approximation (CSA) is computationally less demanding than, whilst maintaining comparable accuracy to, the cluster variation method (CVM) in the calculation of configurational entropies in alloys. This computational advantage would seem particularly attractive in calculations involving multicomponent phase equilibria, phase transformation kinetics or in the calculation of-coherent interphase boundary (IPB) energies. In this communication, we report some results from IPB energy calculations as a function of temperature for some prototype binary face-centered cubic-based alloy systems. The CSA calculated results are compared with those obtained from the tetrahedron and the tetrahedron-octahedron approximation of the CVM and it is demonstrated that the CSA offers comparable accuracy to the CVM in calculating IPB energies. Moreover, CSA-calculated IPB energies for (Al)/Al_3Li in Al-Li and gamma/gamma' in Ni-Al are also in accord with experimental data. We conclude that the CSA offers the possibility of accurately calculating IPB energies for real binary and higher order alloys, i.e., for practical applications.
机译:在计算合金构型熵时,团簇/位点近似 (CSA) 在计算合金构型熵时对计算的要求低于团簇变化法 (CVM),但保持了与团簇变化法 (CVM) 相当的精度。在涉及多分量相平衡、相变动力学或相干相间边界 (IPB) 能量计算的计算中,这种计算优势似乎特别有吸引力。在这篇通讯中,我们报告了一些基于立方体的原型二元面心立方合金系统的IPB能量计算结果,作为温度的函数。将CSA计算结果与CVM的四面体和四面体-八面体近似结果进行比较,表明CSA在计算IPB能量方面具有与CVM相当的精度。此外,CSA计算的Al-Li中(Al)/Al_3Li和Ni-Al中γ/γ'的IPB能量也与实验数据一致。我们得出的结论是,CSA为准确计算真实二元和高阶合金的IPB能量提供了可能性,即用于实际应用。

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