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Ni/BiFeO_3超晶格磁电效应的第一性原理计算
引用本文:王凯,姜伟. Ni/BiFeO_3超晶格磁电效应的第一性原理计算[J]. 沈阳工业大学学报, 2018, 40(6): 649-653. DOI: 10.7688/j.issn.1000-1646.2018.06.09
作者姓名:王凯  姜伟
作者单位:沈阳工业大学 材料科学与工程学院, 沈阳 110870
基金项目:辽宁省大学科研创新团队项目(LT2014004)
摘    要:为了探究铁磁/铁电超晶格材料的磁电耦合效应,采用基于密度泛函理论的第一性原理计算方法,研究了Ni/BiFeO_3超晶格的电子结构和磁矩.结果表明,Ni/BiFeO_3超晶格界面处Ni-3d轨道与O-2p轨道发生了强烈的电子杂化作用,Ni和BiFeO_3界面主要通过以O原子为中间媒介的电荷转移进行相互影响.在外加电场作用下,由于铁电极化的存在,超晶格结构上下两个界面存在磁化差异,原子成键和电荷转移重新分布能够引起较强的磁电耦合效应. Ni/BiFeO_3超晶格界面磁电耦合系数约为3. 509×10-~(14)T·cm~2/V.

关 键 词:密度泛函理论  第一性原理  多铁性材料  超晶格  电子结构  能带结构  态密度  磁电效应  

First-principle calculation for magnetoelectric effect of Ni/BiFeO3 superlattice
WANG Kai,JIANG Wei. First-principle calculation for magnetoelectric effect of Ni/BiFeO3 superlattice[J]. Journal of Shenyang University of Technology, 2018, 40(6): 649-653. DOI: 10.7688/j.issn.1000-1646.2018.06.09
Authors:WANG Kai  JIANG Wei
Affiliation:School of Materials Science and Engineering, Shenyang University of Technology, Shenyang 110870, China
Abstract:In order to investigate the magnetoelectric coupling effect of ferromagnetic/ferroelectric superlattice materials, the electronic structure and magnetic moment of Ni/BiFeO3 superlattice were studied with the first-principle calculation method based on the density functional theory. The results show that the strong electronic hybridization effect of Ni-3d and O-2p orbitals occurs at the Ni/BiFeO3 superlattice interface, and the Ni and BiFeO3 interface interacts with each other mainly through the charge transfer mediated by O atoms. Under the effect of external electric field and due to the presence of ferroelectric polarization, the top and bottom interfaces of superlattice structure exhibit the magnetization difference. In addition, the atomic bonding and charge redistribution can give rise to the strong magnetoelectric coupling effect. The magnetoelectric coupling coefficient is obout 3.509×10-14 T·cm2/V for the Ni/BiFeO3 superlattice interface.
Keywords:density functional theory  first-principle  multiferroic material  superlattice  electronic structure  band structure  density of states  magnetoelectric effect  
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