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Propensity rules for the stability of odd-numbered fullerenes: A semiempirical proposal

Journal Article · · Journal of the American Chemical Society
DOI:https://doi.org/10.1021/ja953583z· OSTI ID:226707
The structure of C{sub 119} and C{sub 129}, the two lowest odd-numbered fullerenes, are investigated by semiempirical quantum chemical calculations. In the process, the use of a recently proposed parametrization for a tight-binding extended-Hueckel model is validated to study the relative stability of fullerenes. Three general routes for the generation of the structures of odd-numbered fullerenes are described and used to generate systems that can be loosely characterized as having either a four-membered ring or a patch of adjacent pentagons, or a set of multiple connections between the cages of the pristine fullerenes. The structures of the six isomers of C{sub 119} obtained in this manner are optimized and it is confirmed that the more stable isomer of C{sub 119} has C{sub 2} symmetry and forms three bonds between the C{sub 59} and the C{sub 60} moieties. By analogy with C{sub 119}, 56 structures of C{sub 129} are generated and their geometries are optimized. As in the case of C{sub 119}, it is found that the most stable isomer of C{sub 129} can be formed both from the reaction of C{sub 59} with C{sub 70} and from the reaction of C{sub 60} with C{sub 69}. On the basis of the calculation, five propensity rules for the stability of odd-numbered carbon clusters are proposed and a source of exception is discussed. 18 refs., 5 figs., 3 tabs.
OSTI ID:
226707
Journal Information:
Journal of the American Chemical Society, Journal Name: Journal of the American Chemical Society Journal Issue: 11 Vol. 118; ISSN JACSAT; ISSN 0002-7863
Country of Publication:
United States
Language:
English

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