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1.
赵文杰  王清林  任凤竹  罗有华 《物理学报》2007,56(10):5746-5753
从第一性原理出发,利用密度泛函理论中的广义梯度近似对ZrnFe(n=2—13)团簇进行了结构优化、能量和频率计算.在充分考虑自旋多重度的前提下,对每一具体尺寸的团簇,得到了多个平衡构型,并根据能量高低确定了团簇的基态结构.综合团簇的结合能、二阶能量差分以及团簇的最高占据轨道和最低未占据轨道间的能隙可知Zr5Fe,Zr7Fe和Zr12Fe团簇的稳定性相对较高,Zr12Fe团簇的结构是具有Ih对称性的正二十面体,而且Zr12Fe的稳定性在所有团簇中是最高的.另外,不仅Zr5Fe,Zr7Fe和Zr12Fe团簇的稳定性相对较高,而且它们均为磁性团簇(而Zrn团簇的磁矩在n≥5时已经发生了淬灭),由此可知通过选择合适的掺杂元素可能得到高稳定的磁性团簇.从Mulliken布居分析结果可知,除了在Zr12Fe团簇中Fe原子失去少量电荷外,其他团簇中Fe原子均从Zr原子那里得到了一定量电荷,即Fe原子在ZrnFe(n=2—13,n≠12)团簇中是电子受体.  相似文献   

2.
金蓉  谌晓洪 《物理学报》2010,59(10):6955-6962
用B3LYP/LANL2DZ方法对ZrnPd(n =1—13)团簇的平衡几何结构、能量、频率、电子性质和磁性进行了计算.研究表明,Pd原子位于表面的异构体更为稳定,其中Zr7Pd,Zr12Pd团簇稳定性高,是幻数团簇,此外,相对于ZrnCo与ZrnFe团簇,ZrnPd团簇参与化学反应的能力较弱,化学稳定性更  相似文献   

3.
利用密度泛函理论方法优化了纯的和Mn原子掺杂的(MgO)n (n=2~10)团簇的几何结构. 在Mn原子掺杂的氧化镁结构中, 获得了一系列的同分异构体和与之相对应的总能量.MnMgn-1On(n=2~10)的几何构型显示Mn原子优先取代低配位的Mg原子. 结构稳定性分析表明,除了(MgO)10团簇外,其它纯的和掺杂结构的平均结合能均随着团簇的增大而增强. MnMgn-1On团簇的二阶能量差结果表明MnMg5O6和MnMg8O9比相邻的团簇表现出更高的相对稳定性. 除了MnMgO2团簇的磁矩为3.00 μB外,其它掺杂结构的磁矩均为5 μB左右. 它们的磁性主要受电荷转移大小、原子在结构中的位置以及结构尺寸所影响.  相似文献   

4.
采用密度泛函理论中的广义梯度近似(GGA)对AunSc(n=2~13)的几何构型进行优化,并对能量和电子性质进行了计算.结果表明,当n≤11时,AunSc的低能量结构是平面结构,且掺杂的Sc原子没有扰乱Aun的框架;当n≥12,Sc原子陷入了金团簇所形成的笼内.二阶能量差分、分裂能、电离势、亲和势和能隙表明Au3Sc、Au5Sc、Au7Sc、Au9Sc、Au11Sc和Au13Sc是较稳定的团簇;掺杂的Sc原子提高了纯金团簇的稳定性且改变了纯金团簇化学活性的;当n≤11时,AunSc的磁矩在0.000~1.000 μB振荡;对于n≥12,AunSc的磁矩出现了猝灭.  相似文献   

5.
阮文  谢安东  余晓光  伍冬兰 《物理学报》2012,61(4):43102-043102
应用密度泛函理论(DFT)中B3LYP方法在6-311+G(d)水平上计算并分析了 NaBn(n=1—9)团簇的几何结构及电子性质. 同时, 讨论了团簇的平均结合能、能级间隙、二阶能量差分和极化率.研究表明:NaBn(n=1—9) 团簇基态绝大多数为平面构型. 能级间隙和二阶能量差分结果表明NaB3与NaB5是幻数团簇. 另外, 对平均线性极化率和极化率的各向异性不变量研究表明基态NaBn团簇的电子结构随B原子的增加虽然趋于紧凑, 但尚未形成特定的堆积方式.  相似文献   

6.
系统地研究了内嵌金属富勒烯Tcn和Tcn@C70的平衡态结构、电子和磁性性质.研究表明C70能够内嵌Tcn团簇(n≤9).除了Tc2团簇,当n≤5时,形成内嵌金属富勒烯Tcn@C70是放热的过程,而当n>5时,这种过程是吸热的.在内嵌过程中,Tcn团簇的构型和电子结构都发生了相当大的变化.与单独的Tcn团簇相比,Tcn@C70的总磁矩明显地降低.对体系的轨道分布,Hirshfeld分布和态密度进行了分析发现,在内嵌金属富勒烯体系里,电子可以通过Tc-C的有效杂化从Tcn团簇向碳笼转移,从而使得体系的整体磁性降低.  相似文献   

7.
利用光电子能谱及密度泛函理论计算对TiGen-(n=7~12)团簇的几何结构及电子特性等进行了系统研究. 对于TiGen-负离子及中性TiGen,在n=8时出现了钛原子半内嵌的船型结构;在n=9~11时,新增的锗原子加盖到这种船型结构上,逐步形成钛原子完全内嵌的结构. TiGe12- 团簇具有一种钛原子内嵌的变形六棱柱结构. 自然布居分析结果显示,对于n=8~12的TiGen-/0 团簇,随着内嵌结构的形成,有电子从锗原子转移到钛原子,说明其电荷转移方式与结构演变密切相关.  相似文献   

8.
本文采用尺寸选择的负离子光电子能谱与高精度理论计算,对AlnC4-/0(n=2∽4))团簇的结构和成键性质进行了研究. Al2C4-团簇负离子的最稳定结构是一个C2v对称的平面结构,其中两个C2单元与两个铝原子分别相连. Al2C4-团簇负离子的次稳定结构是一个线型结构,两个铝原子位于C4线型结构两端,能量仅比最稳定结构高0.05 eV. 中性Al2C4团簇是一个线型结构. Al3C4-团簇负离子是一个平面结构,其中三个铝原子分别与两个C2单元相连. 而中性Al3C4团簇则是一个V字型结构. Al4C4-团簇负离子和中性Al4C4团簇均为C2h对称的平面结构,四个铝原子分别位于两个C2单元的末端. AlnC4-/0(n=2∽4))团簇负离子的自适应自然密度配分的分析结果表明这些团簇中铝原子与C2单元之间的化学键具有σ和π键特征.  相似文献   

9.
用B3LYP/LanL2DZ方法,系统研究了钴掺杂金团簇AunCo (n=1~7)可能的稳定结构和最低能量异构体的相对稳定性.确定了系列低能量异构体,部分异构体的电子态具有较高的自旋多重性.计算结果表明,除n=7外AunCo (n=1~7)团簇的基态几何结构为平面结构,Au2Co为幻数团簇、具有较高的稳定性.  相似文献   

10.
本文利用尺寸选择的负离子光电子能谱和理论计算探索Au2Gen-/0 (n=1∽8)团簇的结构演化和电子性质. 通过比较理论模拟谱与实验谱,并使用CCSD(T)理论方法计算异构体的相对能量,从而确定金锗混合团簇的全局最小结构. 本文发现Au2Gen-/0 (n=1∽8)团簇的两个Au原子具有较高的配位数和较弱的亲金相互作用. 负离子团簇和中性团簇的最稳定结构分别处于自旋双重态和自旋单重态. 除了Au2Ge4-/0和Au2Ge5-/0,负离子团簇和中性团簇的全局最小结构具有相似的结构特点. Au2Ge1-/0团簇是一个C2v对称的V形结构,而Au2Ge2-/0团簇是一个C2v对称的双桥连结构. Au2Ge1-负离子团簇是两个Au原子盖帽的Ge4四面体结构,而Au2Ge4中性团簇是两个Au原子盖帽的Ge4菱形结构. Au2Ge5∽8-/0团簇主要采用三棱柱、四棱柱、及五棱柱结构. Au2Ge6是一个C2v对称的四棱柱结构,并表现出σ和π双键性质.  相似文献   

11.
The geometrical structures, relative stabilities, electronic and magnetic properties of small PdnIr (n = 1–8) clusters have been systematically investigated using density functional theory at the B3PW91 level. The optimised geometries show that the lowest-energy structures of PdnIr clusters prefer a three-dimensional configuration. The relative stability of these clusters was examined by analysis of the binding energies per atom, fragmentation energies, the second-order difference of energies and the HOMO–LUMO energy gaps as a function of cluster size. The obtained results exhibit that the Pd2Ir, Pd3Ir and Pd5Ir clusters are more stable than their neighbouring clusters. The energy gap of the Pd2Ir cluster is the largest of all the clusters (2.258 eV). In addition, the charge transfers, vertical ionisation potentials, vertical electron affinities and chemical hardness were calculated and discussed. The magnetism calculations indicate that the total magnetic moment of PdnIr clusters is mainly localised on the iridium atom for Pd1–6Ir clusters. Meanwhile, the 5d orbital plays the key role in the magnetic moment of the iridium atom.  相似文献   

12.
密度泛函理论研究BnNi(n=6—12)团簇的结构和磁性   总被引:2,自引:0,他引:2       下载免费PDF全文
基于第一性原理,用密度泛函理论中的广义梯度近似(generalized gradient approximation,GGA)方法,在充分考虑自旋多重度的前提下,优化并得到了Bn(n=6—12)和BnNi(n=6—12)团簇的平衡构型,按照能量最低原理确定其基态结构. Bn团簇的计算结果与已有的理论结果相一致. 当Ni原子掺杂在Bn团簇 关键词nNi团簇')" href="#">BnNi团簇 基态结构 磁性  相似文献   

13.
The ab initio method based on density functional theory at the B3PW91 level has been applied to study the geometric, electronic, and magnetic properties of neutral and anionic Au n Pd (n?=?1–9) clusters. The results show that the most stable geometric structures adopt a three-dimensional structure for neutral Au7Pd and Au8Pd clusters, but for anionic clusters, no three-dimensional lowest-energy structures were obtained. The relative stabilities of neutral and anionic Au n Pd clusters were analysed by means of the dependent relationships between the binding energies per atom, the dissociation energies, the second-order difference of energies, the HOMO–LUMO energy gaps and the cluster size n, and a local odd–even alternation phenomenon was found. Natural population analysis indicates the sequential transfer from the Pd atom to the Au n frame in Au1,2,3,5Pd and Au2,3Pd? clusters, and from the Au n frame to the Pd atom in other clusters. Much to our surprise, irrespective of whether it is the total magnetic moment or the local magnetic moment, the magnetic moment presents an odd–even alternation phenomenon as a function of the cluster size n. The magnetic effects are mainly localized on the various atoms (Au or Pd) for different cluster size n.  相似文献   

14.
The geometrical, electronic, and magnetic properties of small CunFe (n=1–12) clusters have been investigated by using density functional method B3LYP and LanL2DZ basis set. The structural search reveals that Fe atoms in low-energy CunFe isomers tend to occupy the position with the maximum coordination number. The ground state CunFe clusters possess planar structure for n=2–5 and three-dimensional (3D) structure for n=6–12. The electronic properties of CunFe clusters are analyzed through the averaged binding energy, the second-order energy difference and HOMO–LUMO energy gap. It is found that the magic numbers of stability are 1, 3, 7 and 9 for the ground state CunFe clusters. The energy gap of Fe-encapsulated cage clusters is smaller than that of other configurations. The Cu5Fe and Cu7Fe clusters have a very large energy gap (>2.4 eV). The vertical ionization potential (VIP), electron affinity (EA) and photoelectron spectra are also calculated and simulated theoretically for all the ground-state clusters. The magnetic moment analyses for the ground-state CunFe clusters show that Fe atom can enhance the magnetic moment of the host cluster and carries most of the total magnetic moment.  相似文献   

15.
Equilibrium geometries, relative stabilities, and magnetic properties of small AunMn (n=1-8) clusters have been investigated using density functional theory at the PW91P86 level. It is found that Mn atoms in the ground state AunMn isomers tend to occupy the most highly coordinated position and the lowest energy structure of AunMn clusters with even n is similar to that of pure Aun+1 clusters, except for n=2. The substitution of Au atom in Aun+1 cluster by a Mn atom improves the stability of the host clusters. Maximum peaks are observed for AunMn clusters at n=2, 4 on the size dependence of second-order energy differences and fragmentation energies, implying that the two clusters possess relatively higher stability. The HOMO-LUMO energy gaps of the ground state AunMn clusters show a pronounced odd-even oscillation with the number of Au atoms, and the energy gap of Au2Mn cluster is the biggest among all the clusters. The magnetism calculations indicate that the total magnetic moment of AunMn cluster, which has a very large magnetic moment in comparison to the pure Aun+1 cluster, is mainly localized on Mn atom.  相似文献   

16.
We studied the structural, electronic and magnetic properties of small Fen clusters (n=2-7) endohedrally doped in icosahedral C60 and C80 fullerenes using first principles calculations based on the density functional theory. It is found that the encapsulated Fen clusters inside icosahedral C80 are energetically favorable while Fen@C60 metallofullerene nano-cages are not. The binding energies of the Fen encapsulated in C60 are positive and increase with the number of iron atoms (n) while those of the Fen@C80 are negative and their absolute values increase up to n=6. The encapsulation does not significantly change the enclosed cluster structure, but the total magnetic moment of the larger clusters reduces due to a stronger Fe-C hybridization.  相似文献   

17.
Geometrical, electronic, and magnetic properties of the Sc-doped gold clusters, AunSc (n=1-8), have been studied using the density-functional theory within the generalized gradient approximation. An extensive structural search shows that the Sc atom in low-energy AunSc isomers tends to occupy the most highly coordinated position. The substitution of a Sc atom for an Au atom in the Aun+1 cluster markedly changes the structure of the host cluster. Moreover, we confirm that the ground-state Au6Sc cluster has a distortion to a lower D2h symmetry. The relative stabilities and electronic properties of the lowest-energy AunSc clusters are analyzed based on the averaged binding energies, second-order energy differences, fragmentation energies, chemical hardnesses, and HOMO-LUMO gaps. It is found that the magic Au3Sc cluster can be perceived as a superatom with high chemical stability and its HOMO-LUMO gap is larger than that of the closed-shell Zr@Au14 cluster. The high symmetry and spin multiplicity of the Au3Sc and Au6Sc clusters are responsible for their large vertical ionization potential and electron affinity. The magnetism calculations indicate that the magnetic moment of the Sc atom in the ground-state AunSc (n=2-8) clusters gradually decreases for even n and is completely quenched for odd n.  相似文献   

18.
The geometries, stabilities, and magnetic properties of PdnAl (n=1–8) neutral clusters are studied using density functional theory with generalized gradient approximation. The growth pattern for different sized PdnAl (n=1–8) clusters is Al-substituted Pdn+1 clusters and it keeps the similar framework of the most stable Pdn+1 clusters except n=6 and 8. Al atoms in the ground state PdnAl isomers tend to occupy the most highly coordinated position. The analysis of stabilities shows that doping an Al atom can enhance the stabilities of the host Pd clusters and the magic number characteristic of Pd4 cluster cannot be changed, the Pd3Al cluster has a higher stability. Charges are transferred from Al atom to Pd atoms in all PdnAl clusters, so the Al atom is the electron donor, and Pd atoms are the electron accepters. Doping an Al atom decreases the average atomic magnetic moments of the host Pd clusters.  相似文献   

19.
张秀荣  吴礼清  饶倩 《物理学报》2011,60(8):83601-083601
采用密度泛函理论中的杂化密度泛函B3LYP方法在赝势基组LANL2DZ水平上对OsnN0,±(n=1-6)团簇的各种可能构型进行了几何结构优化,得出了它们的基态构型,并对基态结构的磁学性质、自然键轨道(NBO)、光谱和芳香性进行了理论研究. 研究结果表明:OsN-和Os5N-团簇发生了"磁矩猝灭"的现象,在Os2N和Os4N< 关键词: nN0,±(n=1-6)团簇')" href="#">OsnN0,±(n=1-6)团簇 电子结构 光谱性质 密度泛函理论  相似文献   

20.
We report the results of calculations which were performed to investigate equilibrium structures, electronic and magnetic properties of stoichiometric (NiSn) n clusters with n = 1–6 within the framework of density functional theory. The calculated results show that the structural arrangement of (NiSn) n clusters is dominated by the Ni-Sn and Ni-Ni interactions. We find that these binary clusters show significant variation in the geometries as compared to that of the host nickel clusters. The preference for tetrahedron unit of Ni3Sn is seen in the lowest-energy configuration of these clusters. The multi-centre bonding between Ni atoms play an important role in stabilizing the stoichiometric Ni-Sn clusters. Doping of Sn atoms enhances the binding energy and reduces the ionization potential of nickel clusters. These binary clusters prefer the lowest spin state. For (NiSn)6 the magnetic moment is 0 μB. The complete quenching of the cluster magnetic moment appears to be due to the antiferromagnetic alignment of atomic spins as revealed by the spin density plots.  相似文献   

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