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New Convex and Spherical Structures of Bare Boron Clusters

โœ Scribed by Ihsan Boustani


Publisher
Elsevier Science
Year
1997
Tongue
English
Weight
314 KB
Volume
133
Category
Article
ISSN
0022-4596

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โœฆ Synopsis


New stable structures of bare boron clusters can easily be obtained and constructed with the help of an ''Aufbau Principle'' suggested by a systematic ab initio HF-SCF and direct CI study. It is concluded that boron cluster formation can be established by elemental units of pentagonal and hexagonal pyramids. New convex and small spherical clusters different from the classical known forms of boron crystal structures are obtained by a combination of both basic units. Convex structures simulate boron surfaces which can be considered as segments of open or closed spheres. Both convex clusters B 16 and B 46 have energies close to those of their conjugate quasi-planar clusters, which are relatively stable and can be considered to act as a calibration mark. The closed spherical clusters B 12 , B 22 , B 32 , and B 42 are less stable than the corresponding conjugated quasi-planar structures. As a consequence, highly stable spherical boron clusters can systematically be predicted when their conjugate quasi-planar clusters are determined and energies are compared.


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The structure and stability of small boron clusters B,, (n = 2-14) have been investigated employing density functional theory. The search for minima was performed using gradient methods at the local spin density level. Most of the final structures prefer planar or quasi-planar forms and can be consi