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Correlation effects and phonon modes softening with doping in Ba1-xKxBiO3

机译:掺杂中的相关效应和声子模式软化   Ba1,xKxBiO3

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摘要

Monoclinic crystal structure of the undoped BaBiO3 can be described as acubic perovskite distorted by a frozen breathing and tilting phonon modes ofBiO6 octahedra. The phonon mode softening is experimentally observed [M. Bradenet al., Europhysics Letters (EPL) 34, 531 (1996)] in Ba1-xKxBiO3 throughpotassium doping followed by a transition into an ideal cubic perovskitestructure at x = 0.37 close to the appearance of superconductivity. In ourprevious paper [D. Korotin et al., Journal of Physics: Condensed Matter 24,415603 (2012)] we demonstrated that it is necessary to take into accountcorrelation effects by DFT+U method in Wannier functions basis to obtain a goodagreement between the calculated and experimental values of crystal structuredistortion and energy gap in BaBiO3. In the present work with the same methodwe calculated the breathing mode phonon frequencies as a function of potassiumdoping level in Ba1-xKxBiO3. Obtained frequencies are in a good agreement withexperimental values and the breathing mode softening with doping effect isreproduced while calculations without consideration of correlation effectsfailed to do so. We shown that the cubic crystal structure becomes stable at x= 0.30 in agreement with the experimental transition to cubic perovskite at x =0.37. The possible connections between the correlation effects, phonon modesoftening, and superconductivity in Ba1-xKxBiO3 are discussed.
机译:未掺杂的BaBiO3的单斜晶体结构可以描述为由于BiO6八面体的冷冻呼吸和倾斜声子模式而变形的立方钙钛矿。实验观察到声子模式软化[M. Bradenet等人,欧洲物理学快报(EPL)34,531(1996)]通过钾掺杂在Ba1-xKxBiO3中进行,然后在x = 0.37处转变为理想的立方钙钛矿结构,接近超导性。在我们以前的论文中[D. Korotin et al。,Journal of Physics:Condensed Matter 24,415603(2012)]我们证明了有必要在Wannier函数基础上考虑DFT + U方法的相关效应,以获得晶体的计算值与实验值之间的良好一致性BaBiO3的结构畸变和能隙在目前使用相同方法的工作中,我们计算了呼吸模式声子频率与Ba1-xKxBiO3中钾掺杂水平的关系。所获得的频率与实验值非常吻合,并且在没有考虑相关效应的情况下进行计算时,再现了具有掺杂效应的呼吸模式软化。我们表明,立方晶体结构在x = 0.30处变得稳定,这与在x = 0.37处向立方钙钛矿的实验过渡相一致。讨论了Ba1-xKxBiO3中相关效应,声子模态软化和超导之间的可能联系。

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