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Structure And Stability Of TiB_n, ScB_n And Ti_mB_n Clusters

Posted on:2013-04-29Degree:MasterType:Thesis
Country:ChinaCandidate:J F WangFull Text:PDF
GTID:2230330371970310Subject:Atomic and molecular physics
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With the development of clusters research, the doped clustersbegan to attract wide attention. The doped heteroatom can changethe structures and properties of clusters. Thus, it is expected touncover the formation mechanism and the stability rule of thedoped clusters theoretically. These results of research will providesome theoretical guidance for the application of these clusters.In this paper, the structures and stabilities of TiBn(n=1-12)、ScBn(n=1-12) and TimBn(m+n=8, m≤n) have been systematicallyinvestigated by using the density theory (DFT) at theB3LYP/6–311+G(d) level. All the results are summarized as follows.The growth behaviors, stabilities, and electronic properties ofthe TiBnclusters, n up to 12, are investigated theoretically at theB3LYP level by employing 6-311+G(d) basis sets. Ab initio moleculardynamic (MD) simulation also confirmed that our proposed TiBn(n=1-12) clusters are global minimum. Our investigations show that(1) The equilibrium structures of Bnclusters are fundamentallychanged due to the doped the Ti atom. The 3D configurationsbecome the ground state structures for the TiBn(n≥5) clusters.Starting from n≥9, the nest-like structure dominates the growthpattern of the TiBnclusters. The spin multiplicity of the groundstate of TiBnis 6、1、2、5、2、3、2、3、2、1、2、3, respectively. (2)Theaverage atomic binding energies, fragmentation energies, second-order energy differences and HOMO-LUMO gaps arecalculated and discussed. The doping of the Ti atom improves thestability and metallicity, but reduces the energy gap in most casesexcept n=7. the magic numbers of the TiBnclusters are 3, 8, 10. (3)NBO analyses show that electron always transfers from the Ti to theB atoms. There are strong overlap between d orbitals of Ti atom andp orbitals of Bnclusters.The growth behaviors, stabilities, and electronic properties ofthe ScBnclusters, n up to 12, are also investigated theoretically atthe B3LYP level by employing 6-311+G(d)basis sets. Ab initiomolecular dynamic simulation also confirmed that our proposedScBn(n=1-12) clusters are global minimum. Our Calculation showsthat (1) The equilibrium structures of Bnclusters are fundamentallychanged due to the doping of the Sc atom. The 3D configurationsbecome the ground state structures for the ScBn(n≥5) clusters.Starting from n≥9, the nest-like structure dominates the growthpattern of the ScBnclusters. The spin multiplicity of the groundstate of ScBnis 5、2、1、2、1、2、1、2、1、2、1、2, respectively. (2)the magic numbers of the ScBnclusters are 3, 7, 10. (3) NBOanalyses show that Charge always transfers from the Sc to the Batom with the increase of size and indicates that Sc acts as anelectron donor in all ScBnclusters. There are strong overlapbetween d orbrtals of Sc atom and p orbrtals of Bnclusters.the structures and stabilities of TimBn(m+n=8, m≤n) clusters arealso investigated by DFT calculations. Ab initio molecular dynamicsimulation also confirmed that our proposed TimBn(m+n=8, m≤n)clusters are global minimum. The results show that the B-B bonds are favored in the ground state structures of TimBn(m+n=8, m≤n)clusters. The TimBnclusters form the 3D structures rather thanplanar or linear. In the lowest-energy structure of Ti4B4、Ti3B5、Ti2B6、Ti1B7, Ti atoms cap on the vertex of bipyramid strctures. The dopingof the Ti atoms enhance the stability and the clusters can continueto gain energy when the Ti atoms increase. Electronic analysisshowed that the TimBn(m+n=8, m≤n) clusters with even n havesmaller energy gap than those with odd n. NBO analysis shows thatCharge always transfers from the Ti to the B atom.This work was supported by National Basic Research (973)Program of China (No. 210CB635110) and National Natural ScienceFoundation of China (21031003).
Keywords/Search Tags:Doped cluster, Density functional theory, TiB_nclusters, ScBnclusters, Ti_mB_nclusters Ground, state structure, Stability
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