Fullerenes 1

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Fullerene = Cage tiled with pentagons (12) and hexagons (N/2-10) (N/2 10) 1812 topological isomers C60 60 (II hh) (side) C60 60 (N=12k; k = 5) (top) 14
C Nomenclature 60 Nomenclature 60 1,2 • Hentriacontacyclo[29.29.0.0 Hentriacontacyclo[29.29.0.0 2,14 .0 3,12 .0 4,59 .0 5,10 .0 6,5 8 .0 7,55 .0 8,53 .0 9,21 .0 11,20 .0 13,18 .0 15,30 .0 16,28 .0 17,25 .0 19,24 . 0 22,52 .0 23,50 .0 26,49 .0 27,47 .0 29,45 .0 32,44 .0 33,60 . 0 34,57 .0 35,43 .0 36,56 .0 37,41 .0 38,54 .0 39,51 .0 40,48 . 0 42,46 42,46 ] hexacontane. 1. J. Castels, Some comments on fullerene terminology, nomenclature, and aromaticity. Fullerene Sci. Technol. 1994, 2, 367-379. 2. J. Castels and F. Serratosa, J. Chem. Ed., 1986, 63, 630. 15
Page 1 and 2: Fullerenes 1 Mircea V. Diudea Facul
Page 3 and 4: Fullerenes: Short History (by Kroto
Page 5 and 6: Aulonia Aulonia hexagona hexagona (
Page 7 and 8: First Considerations • Eiji Osawa
Page 9 and 10: Calculations and Nomenclature • D
Page 11 and 12: Nanotubes and Tori • S. Iijima, I
Page 13: Isolated Fullerenes • N N = 20, 3
Page 17 and 18: Planar Graph A graph is planar plan
Page 19 and 20: Fullerene counting Rewrite relation
Page 21 and 22: Spiral code • Spiral conjecture:

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