Enumeration of branched catacondensed benzenoid hydrocarbons and their numbers of kekulé structures
✍ Scribed by A.T. Balaban; J. Brunvoll; B.N. Cyvin; S.J. Cyvin
- Publisher
- Elsevier Science
- Year
- 1988
- Tongue
- French
- Weight
- 556 KB
- Volume
- 44
- Category
- Article
- ISSN
- 0040-4020
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✦ Synopsis
The computerized enumerations of unbranched catafusenes (ca condensed benzenoids) are summarized . The systems are classified accord to symmetry . The numbers of helicenic systems are given explicitly . The results of enumerations .for branched catafusenes are also reported, and the systems without helicenes for 4 < h 1 12 are classified according to symmetry . Here h denotes the number of hexagons . For the branched catafusenes without helicenes all Kekul1 structure counts (K) /rare computed . Some characteristic values of K (K min , ' Kabund , Kmax) are discussed . The subscripts refer to the minimum, most abundant and maximum value . is the average . As one of the original results it was found Kmax -504 for h .42 . This K number is realized in two isoarithmic branched catafusenes . Quantities of the type (lnK)!h display especially interesting behaviour .
📜 SIMILAR VOLUMES
The algebraic Kekulé structure of a finite catacondensed benzenoid graph with h hexagons is described by a binary code of length h. The procedure can be reversed, any (algebraic) Kekulé structure can be recovered from its binary code.
In this paper we show that resonance energies and localization energies of benzenoid hydrocarbons can be obtained by counting resonance structures , and that results are tantamount to the best obtainable from highly parameterized SCF-LCAO-MO calculations. The number of Kekul6 structures for a benze