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Журнал структурной химии  / №1 2016

GEOMETRIES, STABILITIES, ELECTRONIC, AND MAGNETIC PROPERTIES OF SMALL ALUMINUM CLUSTER ANIONS DOPED WITH COBALT: A DENSITY FUNCTIONAL THEORY STUDY (300,00 руб.)

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Первый авторZhang
АвторыZhang C.-Y., Song X.-H., Wang B.-Q., Zhang J.
Страниц13
ID355775
АннотацияThe geometrical structures, relative electronic and magnetic properties of small Al„Co (1 < n < 9) clusters are systematically investigated within the framework of density functional theory at the BPW91 level. The single Co doping can dramatically affect the ground state geometries of the Al~tl clusters. At the same time, the resulting geometries show that the lowest energy Al„Co~ clusters prefer to be three dimensional structures. Here, the relative stabilities are investigated in terms of the calculated average binding energies, fragmentation energies, and second-order energy differences. Moreover, the result of the highest occupied-lowest unoccupied molecular orbital energy gaps indicates that AI(,Co~ clusters have the highest chemical stability for Al„Co (1 < n < 9) clusters. Furthermore, the natural population analysis reveals that the charges in Al„Co clusters transfer from the Al frames to the Co atom. Additionally, the analyses of the local and total magnetic moments of the Al„Co clusters show that the magnetic effect mainly comes from the Co atom.
УДК541.6:546.621:546.73
GEOMETRIES, STABILITIES, ELECTRONIC, AND MAGNETIC PROPERTIES OF SMALL ALUMINUM CLUSTER ANIONS DOPED WITH COBALT: A DENSITY FUNCTIONAL THEORY STUDY / L. Zhang [и др.] // Журнал структурной химии .— 2016 .— №1 .— С. 42-54 .— URL: https://rucont.ru/efd/355775 (дата обращения: 20.04.2024)

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2016.  57,  1      –  UDC 541.6:546.621:546.73 GEOMETRIES, STABILITIES, ELECTRONIC, AND MAGNETIC PROPERTIES OF SMALL ALUMINUM CLUSTER ANIONS DOPED WITH COBALT: A DENSITY FUNCTIONAL THEORY STUDY L. Zhang, C.-Y. Zhang, X.-H. Song, B.-Q. Wang, J. Zhang School of Chemistry and Material Science, Shanxi Normal University, Linfen, P. R. of China E-mail: zhangcy66@126.com Received December, 27, 2014 Revised March, 11, 2015 The geometrical structures, relative electronic and magnetic properties of small AlnCo– (1  n  9) clusters are systematically investigated within the framework of density functional theory at the BPW91 level. <...> The single Co doping can dramatically affect the ground state geometries of the Al 1n clusters. <...> At the same time, the resulting geometries show that the lowest energy AlnCo– clusters prefer to be three dimensional structures. <...> Here, the relative stabilities are investigated in terms of the calculated average binding energies, fragmentation energies, and second-order energy differences. <...> Moreover, the result of the highest occupied-lowest unoccupied molecular orbital energy gaps indicates that Al6Co– clusters have the highest chemical stability for AlnCo– (1  n  9) clusters. <...> Furthermore, the natural population analysis reveals that the charges in AlnCo– clusters transfer from the Al frames to the Co atom. <...> Additionally, the analyses of the local and total magnetic moments of the AlnCo– clusters show that the magnetic effect mainly comes from the Co atom. <...> DOI: 10.15372/JSC20160105 Keywords: aluminum-cobalt cluster, geometric structure, relative stability, electronic property, density functional theory. <...> Knickelbein and co-workers [ 38, 39 ] succeeded in a comprehensive investigation of the size dependence of ionization potentials (IPs) of these clusters. <...> Especially, Morse and co-workers [ 40 ] have performed resonant two-photon ionization spectroscopy on small diatomic AlCo aluminides. <...> They extend the investigations on the aluminum cobalt cluster systems by probing the electronic structure of mass-selected negatively charged Al Co nm and Co Alnm clusters (n.m) in the near of the electron threshold binding energy(BE) using photodetachment photoelectron spectroscopy (PES). <...> The reason why the research of the most stable structures of bimetallic clusters remains a challenge is that there <...>