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Predicting cation ordering in MgAl2O4 using genetic algorithms and density functional theory

机译:使用遗传算法和密度泛函理论预测MgAl2O4中的阳离子排序

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Genetic algorithms (GAs) together with classical pair potentials and density functional theory (DFT) are used to investigate cation order in MgAl2O4 (Spinel). To efficiently locate the global minimum/minima on the system potential energy surface, corresponding to the ordered and fully equilibrated low-temperature phase, local structural optimizations are essential. Such energy minimizations are expensive at the DFT level, but a comparison of the distribution of the energy minima from DFT and popular classical pair potentials allows one to rapidly tune the GA parameters. We show that GAs are able to find, not only the global minimum on the potential energy, but also other low-energy cation configurations representing possible frozen-in disordered or metastable phases after quenching. The nature of these low-energy configurations can help to interpret the extent of kinetic trapping which hampers the comparison between different experimental studies.
机译:遗传算法(气体)与经典对电位和密度泛函理论(DFT)一起用于研究MgAl2O4(尖晶石)中的阳离子顺序。 为了在系统电位能表面上有效地定位全局最小/最小值,对应于有序和完全平衡的低温阶段,局部结构优化是必不可少的。 这种能量最小化在DFT级别昂贵,但是来自DFT和流行的经典对电位的能量最小值的分布的比较允许人们快速调整GA参数。 我们表明气体不仅能够找到全局最小值,而且还可以在淬火后代表可能的冻结无序或亚稳态阶段的其他低能量阳离子配置。 这些低能量配置的性质可以有助于解释动力学俘获的程度,这妨碍了不同实验研究之间的比较。

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