BiFeO3中各离子在铁电相变中作用本质的第一性原理研究

采用基于密度泛函理论的广义梯度近似方法和赝势平面波法,对多铁材料BiFeO₃的铁电反铁磁相和可能的高温顺电相的电子结构进行了第一性原理研究.计算验证了BiFeO₃基态为G型反铁磁有序,Fe离子的理论磁矩与实验值相符.铁电相变发生后,Bi-6s态和6p态发生了电荷转移,Bi-6s电子的作用更加明显.Born有效电荷的研究表明铁电畸变主要表现为Bi原子的位移,并且电极化强度计算值很好地符合薄膜实验结果.部分态密度的计算表明Bi-6p态的成键轨道与反键轨道间的能量劈裂 关键词： 第一性原理 铁电性 铁电畸变 反铁磁性     

BiFeO3晶体价键电子结构与铁电性质的关系

通过价键电子理论工具,计算得到了钙钛矿型单相多铁材料BiFcO₃"赝立方"顺电相和斜方铁电相价键电子结构,分析了价键电子结构变化时其铁电性的影响.计算结果表明,从顺电相到铁电相,BiFeO₃晶胞中各类化学键的键长和价键电子数变化各异,其中Bi-O键键长变短,价键电子数增多,共价性显著增强,对铁电相的稳定起到至关重要的作用;Fe-O键长呈现变大和变小两种结果,价键电子数都减小,共价性减弱.计算结果与第一性原理计算进行了比较.     

(Pb0.97La0.02)(Zr0.65Sn0.35-xTi x)O3反铁电陶瓷的热膨胀性质

在-100—200℃温度范围内，测量了(Pb_0.97La_0.02)(Zr_{0.65< /sub>Sn0.35-xTix)O3(PZST，0.1≤x≤0.14)反铁电陶 瓷的热膨胀性质.实验结果表明，组分在0.1 ≤x≤0.12的试样室温下为反铁电(AFEt)四方相，热膨胀系数(α)在低温段发生 “弯曲” ，而变温x射线衍射谱(XRD)显示材料保持四方相结构；当Ti含量在0.125≤x≤0.14时，室温 下是铁电三方相(FER)，温度升高时FER→AFEt相变体 积收缩，AFEt→立方顺电(PE c)相变体积增大；变温XRD谱证明了材料相结构随温度的转变过程.用多元复杂 化合物存在 纳米线度组分非均匀的观点解释了热膨胀性质随Ti含量演化的物理机理，并得到了该系统的 温度-Ti(x)含量相图. 关键词： 热膨胀性质 铁电/反铁电相界 反铁电陶瓷 PZST}     

二维VOBr2单层的结构畸变及其磁性和铁电性

借助第一性原理计算,对VOBr₂单层的结构、磁性以及铁电性进行了系统研究.计算结果表明低温下VOBr₂会产生自发铁电极化,从高对称顺电相转变为铁电相结构.与同族姊妹材料VOI₂不同的是,V的二聚化现象不仅无法在VOBr₂中稳定存在,还会导致局域磁_矩淬灭.此外,VOBr₂易磁化轴在面内a轴方向,面内a,b轴上近邻磁矩均为反铁磁耦合.VOBr₂中的铁电极化主要由V在a轴方向V—O—V链上的铁电位移产生,大小约为40μC/cm~2.与铁电同步翻转相比,通过分步翻转不同链上的铁电极化,可以有效降低铁电翻转能垒,从而有望通过低能外场实现部分或个别链上的铁电翻转,为低能耗高密度铁电存储器件设计提供新的思路和方向.     

Al掺杂SnO2 材料电子结构和光学性质

采用基于第一性原理的线性缀加平面波方法(FP-LAPW),研究Al掺杂SnO₂材料Sn_1-xAl_xO₂ (x= 0,0.0625,0.125,0.1875,0.25)的电子结 构和光学性质,包括能带结构、电子态密度、介电函数和其他一些光学性质.计算结果表明,掺杂Al之后价带上部分折叠态增加,价带宽度发生收缩,对导带底起作用的Sn 5s态减少,使得带隙增宽,且态密度整体向高能方向发生移动.随着Al掺杂量的增加带隙越来越宽,Al杂质能级在导带部分与Sn 5p态电子相互作用逐渐增强,虚部谱中的第一介电峰的强度随掺杂Al浓度增大而减弱.同时,吸收谱及其他光学谱线与介电函数虚部谱线相对应,各谱线均发生蓝移现象,对应带隙增宽,从理论上指出了光学性质与电子结构之间的内在关系. 关键词： 能带结构 态密度 光学性质 介电函数     

Pb(Zr_(0.4)Ti_(0.6))O_3电子结构的第一性原理研究

采用基于密度泛函理论的赝势平面波方法计算了Pb(Zr0.4Ti0.6)O3五层超晶胞的顺电相和铁电相的电子结构.由态密度、电子密度和能带结构的计算结果发现顺电相下钛氧八面体Ti-O6和锆氧八面体Zr-O6在铁电相中分裂为由1个O1离子和4个O2离子组成的金字塔结构Ti-O5和Zr-O5;与顺电相相比,铁电相中钛离子的3d电子和氧离子的2p电子存在更强的轨道杂化,这种杂化降低了离子间的短程排斥力,使得具有铁电性的四方结构更为稳定,而且钛离子与氧离子的相互作用对于铁电相Pb(Zr0.4Ti0.6)O3沿c轴自发极化的贡献大于锆离子与氧离子的相互作用;由电子密度的分布可推断立方结构的Pb-O键呈现离子键特征,而铁电相下Pb-O键则有较大的共价成分,铅离子与氧离子的这种轨道杂化对Pb(Zr0.4Ti0.6)O3的铁电性起重要作用.所得结果对深入理解Pb(Zr0.4Ti0.6)O3铁电性的微观机理具有参考价值.     

铁电磁体Pb(Fe1/2Nb1/2)O3的磁电性能研究

对铁电磁体Pb(Fe_1/2Nb_1/2)O₃单晶样品中的 介电和磁性能进行了研究. 认为在其反铁磁相变点观察到的介电常数和损耗的异常来自于自发极化序和自旋序的相互作用 引起的磁电耦合. 磁矩与温度的关系曲线在Nel点以下的低温段呈上升趋势，测得的磁滞 回线证明有弱铁磁性出现. 对铁电磁体磁电相互作用的Monte Carlo模拟得到与实验类似的 结果. 关键词： 铁电磁体 1/2Nb_1/2)O₃')" href="#">Pb(Fe_1/2Nb_1/2)O₃ 磁电耦合 Monte Carlo模拟     

铁电磁体Pb(Fe1/2Nb1/2)O3相变特征

借助与示差扫描量热法、磁化率测量、电子自旋共振、铁电与介电性质测量及电子衍射系统地研究了Pb(Fe_1/2Nb_1/2)O₃(PFN)的电、磁性质和相变特征．结果表明发生在380K附近的顺电－铁电转变和发生在145K附近的顺磁 反铁磁转变分别为一级相变和二级相变或弱一级相变．在室温下,PFN的剩余极化与矫顽场分别为11.5μC/cm²和3.04kV/cm.介电测量表明PFN的顺电-铁电相变为弥散型相变．其弥散指数为1.62.电子衍射表明Fe³⁺与Nb⁵⁺离子在B位置上是无序分布的,正是这种与无序分布相关联的成分涨落导致铁电相变的弥散性. 关键词：     

XPO4(X=Lu, Y)电子结构的第一性原理研究

基于密度泛函理论(DFT)第一性原理对LuPO₄和YPO₄两种磷酸盐晶体的电子结构进行计算模拟.结果表明:LuPO₄的带隙为5.639 eV,YPO₄的带隙为4.884 eV.通过对态密度的分析得知LuPO₄的导带主要贡献来自Lu的5d态电子,费米能级附近价带主要由Lu的4f态和O的2p态电子贡献. YPO₄的导带主要贡献来自Y的4d态电子,价带顶的主要贡献来自于O的2p态电子.通过电荷密度和布局分析得知了材料内部原子间的电荷转移情况,进而对原子间成键情况进行了分析与讨论.     

MAX相Nb2SnC和Nb2SnN的力学和热力学性质的第一性原理计算

利用基于密度泛函理论的第一性原理,在广义梯度近似下研究了MAX相Nb₂SnC和Nb₂SnN的力学、晶格动力学、电子以及热力学性质.通过弹性常数和声子的计算,研究了Nb₂SnC和Nb₂SnN两种结构的力学稳定性和动力学稳定性;通过对Nb₂SnC和Nb₂SnN的力学性质计算,证明了它们均具有较高的体积模量和剪切性,并且说明了Nb₂SnC和Nb₂SnN是具有弹性各向异性的韧性材料.此外,通过计算电子能带结构和态密度,研究了Nb₂SnC和Nb₂SnN的电子性质和成键性质,结果表明,两个化合物均具有金属导电性和较强的共价键,而且Nb₂SnN比Nb₂SnC具有更强的金属导电性.最后利用声子色散曲线预测了热容、自由能、焓和熵等热力学性质,结果标明,计算出的熵、焓和自由能值变化符合热力学第三定律.     

First-principles study on electronic structure of Sr2Bi2O5 crystal

The electronic structure of Sr₂Bi₂O₅ is calculated by the GGA approach. Both of the valence band maximum and the conduction band minimum are located at Γ-point. This means that Sr₂Bi₂O₅ is a direct band-gap material. The wide energy-band dispersions near the valence band maximum and the conduction band minimum predict that holes and electrons generated by band gap excitation have a high mobility. The conduction band is composed of Bi 6p, Sr 4d and O 2p energy states. On the other hand, the valence band can be divided into two energy regions ranging from −9.5 to −7.9 eV (lower valence band) and from −4.13 to 0 eV (upper valence band). The former mainly consists of Bi 6s states hybridizing with O 2s and O 2p states, and the latter is mainly constructed from O 2p states strongly interacting with Bi 6s and Bi 6p states.     

Ab-initio calculation of band structure and linear optical properties of SbSI in para- and ferroelectric phases

An ab-initio pseudopotential calculation has been performed by using density functional methods within the local density approximation (LDA) to investigate the band structure and optical properties of the ferroelectric-semiconductor SbSI in the para- and ferroelectric phases. It has been shown that SbSI has an indirect gap in both phases (1.45 eV and 1.49 eV in the para- and ferroelectric phases respectively) and that the smallest direct gap is at the S point of the Brillouin zone (1.56 eV and 1.58 eV in the para- and ferroelectric phases respectively). Furthermore, it is shown that first-order phase transition, from the paraelectric phase to the ferroelectric phase (the transiton temperature is about 22 °C), does not change the nature of the band gap. Moreover, the linear frequency dependent dielectric function, including self-energy effects, has been calculated along the c-polar axis in the para- and ferroelectric phases.      

BiFeO3电子结构的第一性原理研究

采用广义梯度近似下的密度泛函理论计算了铁电相BiFeO3以及顺电相BiFeO3的轨道占据数、电子云重叠布居数、净电荷分布和态密度.结果表明,BiFeO3晶体现铁电性的主要原因是:Fe原子的3d轨道和O原子的2p轨道杂化.而且由于两相晶体结构上的差异,铁电相BiFeO3原子间的共价性和离子性相对顺电相BiFeO3增强了,态密度图在价带区基本相同,但是在导带区具有一定的差异性.     

Band structure and optical properties of antimony-sulfobromide: density functional calculation

The electronic structure, linear, and non-linear optical properties of ferroelectric-semiconductor SbSBr are investigated in the non-polar (paraelectric) and polar (ferroelectric) phase, using the density functional methods in the generalized gradient approximation. The electronic band structure obtained shows that SbSBr has an indirect forbidden gap of 2.16 and 2.21 eV in the paraelectric and ferroelectric phase, respectively. The linear photon-energy dependent dielectric functions and some optical functions, such as absorption and extinction coefficients, refractive index, energy-loss function, reflectivity, and optical conductivity in both phases and photon-energy dependent second-order susceptibilities in the ferroelectric phase are calculated. Moreover, some important optical parameters, such as the effective number of valence electrons and the effective optical dielectric constant, are calculated in both phases.      

Electronic structure,ferroelectricity and optical properties of CaBi<Subscript>2</Subscript>Ta<Subscript>2</Subscript>O<Subscript>9</Subscript>

Using first-principles calculations based on density-functional theory in its local-density approximation, we investigated the Electronic structure, ferroelectricity and optical properties of CaBi₂Ta₂O₉ (CBT) for the first time. It is found that CBT compound has an indirect band gap of 3.114 eV and the O 2s and 2p states are strongly hybridized with the 6s states of Bi which belong to the (Bi₂O₂)²⁺ planes. The quite strong Ta–O and Bi–O hybridization is the primary source for ferroelectricity. Our results imply that the interaction between Bi and O is highly covalent. The anisotropy occurs mainly above 4 eV in the optical properties. The different optical properties have been discussed.     

Structure and polarization in the high Tc ferroelectric Bi(Zn,Ti)O3-PbTiO3 solid solutions

Theoretical ab initio and experimental methods are used to investigate the [Bi(Zn1/2Ti1/2)O3]x[PbTiO3]1-x solid solution. We find that hybridization between Zn 4s and 4p and O 2p orbitals allows the formation of short, covalent Zn-O bonds, enabling favorable coupling between A-site and B-site displacements. This leads to unusually large polarization, strong tetragonality, and an elevated ferroelectric to paraelectric phase transition temperature.     

Electronic properties of Bi2O3 and MoO3 and relationships to oxidation catalysis

A semiempirical atom superposition and electron delocalization molecular orbital analysis of the bonding and electronic structure of MoO₃, oxygen deficient MoO₃, and the α, β, and δ phases of Bi₂O₃ has been made. It is found that both small — e.g. MoO₆ — and large — e.g. Mo₆O₂₄ — clusters are useful models for cation electronic structure within the theory used. From the calculations, an interpretation is given for all available optical and photoemission data for the oxides. The color, conductivity, and new photoemission peak of oxygen-deficient MoO₃ conducting bronzes are found to be due to the addition of electrons to the lowest of three Mo 5d bands which are empty in MoO₃. Weakly allowed d ← d transitions in the red are responsible for the color. Strongly allowed Mo 5d ← O 2p charge transfer excitations are responsible for the optical absorption above 3.2 eV. For the bismuth oxides, three occupied bands are found showing strong Bi 6s, 6p, 6d and O 2p hybridization. These bands have been seen experimentally. The highest band surprisingly has Bi 6p lone-pair character which is explained in terms of the relative Bi 6s and 6p and O 2p ionization potentials using perturbation theory. Rather similar electronic structures are found for the three phases despite their varying cation coordinations and structures. A charge transfer optical absorption edge at ～ 2.6 eV for the β form agrees well with observations reported in the literature, and similar edges should occur for the other phases. The cubic δ form has an unusual low-lying band suggesting absorption in the infrared. Our results provide insight into the surface properties of these oxides.     

氧空穴导致二氧化钒低温相带隙变窄

具有一定能量的光照导致低温绝缘二氧化钒(VO_2)发生绝缘体金属转变.本文通过密度泛函理论的Heyd-Scuseria-Ernzerhof杂化泛函方法对含氧空穴的低温绝缘VO_2非磁M1相进行第一性原理研究.研究发现,含氧空穴的M1的晶格参数几乎不变,但氧空穴附近的长的V—V键长却变短了.进一步研究发现,尽管纯的非磁M1的带隙是0.68 eV,但含O1和O2位的氧空穴非磁M1带隙分别为0.23 eV和0.20 eV,同时含有O1和O2位氧空穴非磁M1带隙为0.15 eV,这很好地解释了实验结果.