B,N协同掺杂金刚石电子结构和光学性质的第一性原理研究

基于金刚石的稳定结构, 在实验研究的基础上, 本文采用基于周期性密度泛函理论计算了B/N单掺杂、共掺杂金刚石的晶体结构, 并就掺杂方式和掺杂后形成能进行了对比研究, 得到了B/N双掺杂的最稳定结构. 在此基础上, 进一步计算了N单掺杂及B/N共掺杂最稳定结构的吸收光谱、电子结构和态密度. 通过与实验结果对比可以看出, 较N单掺杂, B/N共掺杂的吸收光谱发生明显红移, 与实验符合较好. 计算结果表明: N原子单掺杂优先于B原子; 由于原子间的协同作用, B/N近邻共掺杂体系的形成能最低, 为掺杂的最可能结构.     

镍层间掺杂多层石墨烯的电子结构及光吸收特性研究

采用密度泛函理论计算分析镍原子层间掺杂对多层石墨烯电子结构和光吸收性能的影响.计算结果表明,掺杂镍原子后的石墨烯电子结构发生了改变,双层和三层石墨烯的带隙均可打开,最大带隙为0.604 eV;镍原子掺杂后的石墨烯d轨道电子的态密度在费米能级处产生尖峰效应,体系等离子能量增强;介电常数虚部和消光系数均增大,吸光性能提高.相关工作对深入探讨石墨烯的光学特性具有重要参考价值.     

纤锌矿结构ZnO中定位Ga-N共掺杂对p型掺杂效率的影响

采用第一性原理和密度泛函理论的方法,计算未掺杂、N单掺杂和Ga-N共掺杂纤锌矿结构ZnO的总能、电荷密度和能带结构.总能计算表明,Ga原子的共掺杂使总能极大地降低,从而显著提高杂质N原子在ZnO中的稳定性.电荷密度分布显示,总能的降低主要是Ga-N共掺杂后Ga原子的3d态和N原子的2p态电子之间的强杂化相互作用所致.特别是在Ga原子的负电荷和N原子的正电荷沿c轴排成一线的共掺杂构型中,较大的局域极化场的变化引起价带顶向禁带中的大分裂,降低了N受主的激活能,将空穴的浓度提高了三个量级,有效地提高p型掺杂效率.     

表面悬挂键导致硅纳米线掺杂失效机理的第一性原理研究

利用第一性原理方法, 本文计算了B/N单掺杂SiNWs, 以及含有表面悬挂键的B/N单掺杂硅纳米线的总能和电子结构, 计算结果表明, 悬挂键的出现会导致单原子掺杂失效. 能带结构分析表明, B/N掺杂的H钝化的SiNWs表现出正常的p/n特性, 而表面悬挂键(dangling binding, DB)的存在会导致p型(B原子)或者n型(N原子)掺杂失效; 其失效的原因主要是因为表面悬挂键所引入的缺陷能级俘获了n型杂质(p型杂质)所带来的电子(空穴); 利用小分子(SO₂)吸附饱和悬挂键可以起到激活杂质的作用, 进而实现Si纳米线的有效掺杂.     

N掺杂对zigzag型石墨烯纳米带的能带结构和输运性质的影响

用第一性原理研究了N掺杂zigzag型石墨烯纳米带(z-GNRs)的能带结构、透射谱和电流电压特性,研究结果表明N掺杂将使得z-GNRs的能带结构中出现能隙,材料从金属转变为半导体;随着杂质浓度的增大,相同偏压下电流明显减小,同时体系费米面附近的透射率逐渐减小;z-GNRs的长度、宽度以及N原子的替代掺杂位置均会对输运性质产生影响,在宽度较小的情况下,掺杂浓度和掺杂位置两种因素共同影响体系的输运性质. 关键词： 石墨烯纳米带 N掺杂 能带结构 输运性质     

锂改性点缺陷石墨烯储氢性能的第一性原理研究

本研究采用基于密度泛函理论的第一性原理方法计算了两种石墨烯点缺陷处原子的分波态密度(PDOS),能带结构和差分电荷密度等,研究了锂掺杂对两种本征石墨烯缺陷C-Bridge和C7557电子结构的改性,以及对其储氢能力的影响.结果表明Li原子能够稳定的掺杂且不易形成团簇,并且Li原子掺杂石墨烯能够对石墨烯能带中的狄拉克锥和费米面起到调控作用,增强了缺陷石墨烯的电子活性.本征缺陷石墨烯的储氢能力较弱,缺陷石墨烯的储氢能力可以通过Li掺杂来改善.     

第一主族元素(Li,Na,K)和第二主族元素(Be,Mg,Ca)掺杂二维六方氮化硼单层的第一性原理计算研究

采用基于密度泛函理论的第一性原理计算方法研究了第一、第二主族元素取代六方BN单层中的B的几何结构、磁性性质和电子结构.研究发现,掺杂的BN单层出现明显的自旋极化特性.对Li,Na,K而言,掺杂后超胞的总磁矩为2μB,对Mg,Ca而言,超胞的总磁矩为1μB,磁矩主要局域在与杂质原子最近邻的N原子上.而对于Be,超胞的总磁矩为0.705μB,磁矩分散在所有的N原子上.对于6种掺杂情况,给出了相应的自旋密度图.掺杂体系产生明显的杂质能级,给出了总态密度和局域投影态密度等结果,分析了杂质能级的产生.发现Mg和Ca掺杂体系的态密度具有明显的半金属特性.     

非金属元素掺杂二硒化钨/石墨烯异质结对其肖特基调控的理论研究

采用平面波超软赝势方法研究了非金属元素掺杂对二硒化钨/石墨烯肖特基电子特性的影响.研究表明二硒化钨与石墨烯层间以范德瓦耳斯力结合形成稳定的结构.能带结果表明二硒化钨与石墨烯在稳定层间距下形成n型肖特基势垒.三维电子密度差分图表明石墨烯中的电子向二硒化钨移动,使二硒化钨表面带负电,石墨烯表面带正电,界面形成内建电场.分析表明,将非金属原子掺杂二硒化钨可以有效地调控二硒化钨/石墨烯肖特基势垒的类型和高度. C, O原子掺杂二硒化钨时,肖特基类型由p型转化为n型,并有效降低了肖特基势垒的高度; N, B原子掺杂二硒化钨时,掺杂二硒化钨体系表现出金属性,与石墨烯接触表现为欧姆接触.本文结果可为二维场效应晶体管的设计与制作提供相关指导.     

B、N掺杂对钠在石墨烯上吸附性能的影响

采用基于密度泛函理论的第一性原理方法,研究了本征石墨烯及缺陷石墨烯对Na原子的吸附行为.主要研究了三种石墨烯:本征石墨烯、B掺杂的石墨烯和N掺杂的石墨烯.结果表明,与本征石墨烯相比,B掺杂的石墨烯和N掺杂的石墨烯在吸附能、电荷密度、态密度和储钠量方面表现出很大的差异.B掺杂的石墨烯对Na原子的吸附能是-1.93 e V,约为本征石墨烯对Na原子吸附能的2.7倍;与本征石墨烯相比,N掺杂的石墨烯对Na原子的吸附能明显增大.态密度计算结果表明,Na原子与B掺杂的石墨烯中的B原子发生轨道杂化,而本征石墨烯和N掺杂的石墨烯中不存在轨道杂化现象.B掺杂的石墨烯对Na原子的吸附量是3个,与本征石墨烯相比显著提高.因此,B掺杂的石墨烯有望成为一种新型的储钠材料.     

旋转双层石墨烯的电子结构

本文将第一性原理和紧束缚方法结合起来, 研究了层间不同旋转角度对双层石墨烯的电子能带结构和态密度的影响. 分析发现, 旋转双层石墨烯具有线性的电子能量色散关系, 但其费米速度随着旋转角度的减小而降低. 进一步研究其电子能带结构发现, 不同旋转角度的双层石墨烯在M点可能会出现大小不同的的带隙, 而这些能隙会增强双层石墨烯的拉曼模强度, 并由拉曼光谱实验所证实. 通过对比双层石墨烯的晶体结构和电子态密度, 发现M点处带隙来自于晶体结构中的“类AB堆垛区”. 关键词： 旋转双层石墨烯 第一性原理 紧束缚 电子结构     

Electronic properties of BN-doped bilayer graphene and graphyne in the presence of electric field

In the present paper, we have used density functional theory to study electronic properties of bilayer graphene and graphyne doped with B and N impurities in the presence of electric field. It has been demonstrated that a band gap is opened in the band structures of the bilayer graphene and graphyne by B and N doping. We have also investigated influence of electric field on the electronic properties of BN-doped bilayer graphene and graphyne. It is found that the band gaps induced by B and N impurities are increased by applying electric field. Our results reveal that doping with B and N, and applying electric field are an effective method to open and control a band gap which is useful to design carbon-based next-generation electronic devices.     

氮掺杂双层石墨烯吸附钠的第一性原理研究

采用密度泛函理论(DFT)的第一性原理方法,对Na在本征双层石墨烯(PBLG)和不同掺杂浓度的N掺杂石墨烯(NBLG)表面的吸附性质进行了研究.确定了不同N掺杂浓度时NBLG的最稳定N分布结构,计算了Na在PBLG和不同掺杂浓度的NBLG表面的吸附能.计算结果表明,N原子掺杂倾向于取代对位或次临近位置的C原子,并与下层C原子相对;随着N掺杂浓度的增加,吸附高度逐渐增加,且与掺杂N原子分布相匹配; Na在PBLG表面吸附使平均层间距增加,而在NBLG表面吸附使之减小; Na与C_(27)N_9表面的结合最稳定.     

Electronic structure and optical properties of non-metallic modified graphene: a first-principles study

In this paper, the electronic structure and stability of the intrinsic, B-, N-, Si-, S-doped graphene are studied based on first-principles calculations of density functional theory. Firstly, the intrinsic, B-, N-, Si-, S-doped graphene structures are optimized, and then the forming energy, band structure, density of states, differential charge density are analyzed and calculated. The results show that B- and Si-doped systems are p-type doping, while N is n-type doping. By comparing the forming energy, it is found that N atoms are more easily doped in graphene. In addition, for B-, N-, Si-doped systems, it is found that the doping atoms will open the band gap, leading to a great change in the band structure of the doping system. Finally, we systematically study the optical properties of the different configurations. By comparison, it is found that the order of light sensitivity in the visible region is as follows: S-doped> Si-doped> pure > B-doped > N-doped. Our results will provide theoretical guidance for the stability and electronic structure of non-metallic doped graphene.     

Ab initio study of Ru-terminated and Ru-doped armchair graphene nanoribbons

We investigate the effects of ruthenium (Ru) termination and Ru doping on the electronic properties of armchair graphene nanoribbons (AGNRs) using first-principles methods. The electronic band structures, geometries, density of states, binding energies, band gap information, and formation energies of related structures are calculated. It is well founded that the electronic properties of the investigated AGNRs are highly influenced by Ru termination and Ru doping. With Ru termination, metallic band structures with quasi-zero-dimensional, one-dimensional and quasi-one-dimensional density of states (DOS) behavior are obtained in addition to dominant one-dimensional behavior. In contrast to Ru termination, Ru doping introduces small but measurable (12.4 to 89.6?meV) direct or indirect band gaps. These results may present an additional way to produce tunable band gaps in AGNRs.     

硼掺杂双层石墨烯吸附钠的第一性原理研究

采用密度泛函理论(DFT)的第一性原理方法,对Na在本征双层石墨烯(PBLG)和不同掺杂浓度的B掺杂石墨烯(BBLG)表面的吸附性质进行了研究.确定了不同B掺杂浓度时BBLG的最稳定B分布结构,计算了Na在PBLG和不同掺杂浓度的BBLG表面的吸附能.计算结果表明,B原子掺杂倾向于占据上层中对位或次临近位置,并与下层中六边形碳环中心相对,B_4C_(32)的形成能最小;B掺杂浓度的增加使BBLG中上层石墨烯片层结构起伏增大,而对下层影响较小;Na在BBLG表面吸附高度和平均层间距受上层结构起伏影响显著;Na倾向于吸附在B_9C_(27)表面B原子的上方,使原始平面结构产生起伏,Na与B_9C_(27)表面的结合最稳定.     

Orbital electronic heat capacity of hydrogenated monolayer and bilayer graphene

The tight-binding Harrison model and Green's function approach have been utilized in order to investigate the contribution of hybridized orbitals in the electronic density of states(DOS) and electronic heat capacity(EHC) for four hydrogenated structures, including monolayer chair-like, table-like, bilayer AA- and finally AB-stacked graphene. After hydrogenation, monolayer graphene and bilayer graphene are behave as semiconducting systems owning a wide direct band gap and this means that all orbitals have several states around the Fermi level. The energy gap in DOS and Schottky anomaly in EHC curves of these structures are compared together illustrating the maximum and minimum band gaps are appear for monolayer chair-like and bilayer AA-stacked graphane, respectively. In spite of these, our findings show that the maximum and minimum values of Schottky anomaly appear for hydrogenated bilayer AA-stacked and monolayer table-like configurations, respectively.     

Infrared absorption spectra of few-layer graphenes studied by first principles calculations

The infrared (IR) absorption spectra of the undoped, the hole- and electron-doped few-layer graphene (FLG) with layer number of N=1,2,3 have been calculated using the density functional theory in the local density approximation. It is found that in contrast with the featureless optical spectrum of the undoped monolayer graphene, the undoped AB-stacking bilayer and trilayer graphenes exhibit interesting rich IR spectra, e.g., the peaks and jumps in their IR spectra, which are caused by the coupling between different layers. And clear characteristic peaks, lying at different energies, exist in the IR spectra of the hole- or electron-doped bilayer and trilayer graphenes due to the asymmetrical band structures. Beside, based upon their different IR spectra, a powerful experimental tool has been proposed to identify accurately the layer number and doping type of the FLGs.     

掺杂菱形BN片的石墨烯纳米带的电子特性

采用基于密度泛函理论的第一性原理方法,系统研究掺杂菱形BN片的石墨烯纳米带的电子特性.掺杂使扶手椅型石墨烯纳米带（AGNRs）的带隙增大,不同位置掺杂AGNRs的带隙大小略有差异.在无磁性态,无论是否掺杂,锯齿型石墨烯纳米带（ZGNRs）都为金属.在铁磁态,掺杂使ZGNRs由金属转变为半导体.而处于反铁磁态时,无论是否掺杂,ZGNRs都为半导体,掺杂使其带隙发生改变.掺杂的AGNRs和ZGNRs的结构稳定,掺杂ZGNRs的基态为反铁磁态.掺杂菱形BN片可以有效调控GNRs的电子特性.     

Electronic properties of graphene nanoribbon doped by boron/nitrogen pair: a first-principles study

By using the first-principles calculations, the electronic properties of graphene nanoribbon (GNR) doped by boron/nitrogen (B/N) bonded pair are investigated. It is found that B/N bonded pair tends to be doped at the edges of GNR and B/N pair doping in GNR is easier to carry out than single B doping and unbonded B/N co-doping in GNR. The electronic structure of GNR doped by B/N pair is very sensitive to doping site besides the ribbon width and chirality. Moreover, B/N pair doping can selectively adjust the energy gap of armchair GNR and can induce the semimetal-semiconductor transmission for zigzag GNR. This fact may lead to a possible method for energy band engineering of GNRs and benefit the design of graphene electronic device.