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基于周期性密度泛函计算对混合价态材料晶体和电子结构的预测:以普鲁士蓝为例

On the prediction of the crystal and electronic structure of mixed-valence materials by periodic density functional calculations: the case of Prussian Blue.

作者信息

Wojdeł Jacek C, Moreira Ibério de P R, Bromley Stefan T, Illas Francesc

机构信息

Department de Química Física and Institut de Química Teórica i Computational, (IQTCUB) Universitat de Barcelona and Parc Científic de Barcelona, C/Martí i Franquès 1, E-08028 Barcelona, Spain.

出版信息

J Chem Phys. 2008 Jan 28;128(4):044713. doi: 10.1063/1.2824966.

Abstract

The consistency of periodic density functional approaches to properly describe the crystal and electronic structure of mixed-valence materials is investigated by taking Prussian Blue as prototypical example. Hybrid B3LYP, GGA, and, GGA+U exchange-correlation potentials have been explored. Localized Gaussian-type orbitals or plane waves have been chosen to expand the valence electron density, and the effect of the core electrons on the electronic structure was accounted for either (i) explicitly by including all electrons in the calculations, (ii) by making use of ultrasoft pseudopotentials, or (iii) by the use of the projected augmented wave method. Comparison to available experimental data shows that all-electron calculations within the hybrid exchange-correlation potential can be taken as appropriate benchmarks. It is also concluded that a proper description of the complex magnetic ground state of Prussian Blue can be reached by using a plane-wave basis set and nonhybrid density functional potentials but only if the electronically distinct iron centers in the material are treated in an independent manner. Physical reasons for such rather unexpected results are given and implications for the description of mixed-valence materials by means of density functional approaches are discussed.

摘要

以普鲁士蓝为典型示例,研究了周期性密度泛函方法正确描述混合价材料的晶体结构和电子结构的一致性。探索了杂化B3LYP、广义梯度近似(GGA)以及GGA+U交换关联势。已选择定域高斯型轨道或平面波来展开价电子密度,并且通过以下方式之一考虑了芯电子对电子结构的影响:(i)在计算中包含所有电子来明确处理;(ii)使用超软赝势;或(iii)使用投影增强波方法。与现有实验数据的比较表明,杂化交换关联势下的全电子计算可作为合适的基准。还得出结论,通过使用平面波基组和非杂化密度泛函势,只有当材料中电子性质不同的铁中心以独立方式处理时,才能正确描述普鲁士蓝复杂的磁基态。给出了这些相当意外结果的物理原因,并讨论了密度泛函方法对混合价材料描述的影响。

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