1993
DOI: 10.1007/bf01164641
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Topological factors governing the HOMO-LUMO band gap of the density of states of periodic hydrocarbon polymer networks

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Cited by 13 publications
(6 citation statements)
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“…On the other hand, the behavior of the calculated gap of the PPh( n ) series is remarkably different from that of the PA( n ) series. Topological factors governing the bandgap of ladder polymers were analyzed by Hosoya and co-workers . One of our main interests in this paper is to characterize in terms of orbital interactions the electronic structures of PPh( n ) rather than PA( n ).…”
Section: Resultsmentioning
confidence: 99%
“…On the other hand, the behavior of the calculated gap of the PPh( n ) series is remarkably different from that of the PA( n ) series. Topological factors governing the bandgap of ladder polymers were analyzed by Hosoya and co-workers . One of our main interests in this paper is to characterize in terms of orbital interactions the electronic structures of PPh( n ) rather than PA( n ).…”
Section: Resultsmentioning
confidence: 99%
“…We search for common principles allowing us to characterize the electronic structures of porous nanocarbons (PNC), such as porous graphene (PG), porous graphene nanoribbons (PGNR), and porous carbon nanotubes (PCNT). Although, partial results for the electronic structures of PG 5 6 7 and other PNCs have been obtained 17 18 19 20 , general principles that would unify their electronic structures are missing.…”
mentioning
confidence: 99%
“…The main effects that the pores cause in pristine nanocarbons are: 1) the energy band gap opening; 2) the emergence of midgap energy states; 3) flat and quasi-flat bands at zero and low non-zero energies. Although, partial results for the electronic structures of porous graphene [167][168][169] and other PNCs have been obtained [5,59,[170][171][172][173], general principles that would unify their electronic structures are missing.…”
Section: Electronic Structures Of Porous Nanocarbonsmentioning
confidence: 99%
“…The pseudo-relativistic behavior of electrons close to the Fermi level in graphene can be modeled by a Dirac equation (DE) [167]. Semiempirical approaches were also used, such as the Hückel molecular orbital method [170,173], crystal orbital methods [174], or mean-field resonating-valence-bond theories designed to treat unpaired π-electrons in benzenoid carbon species [175]. The principal problem for any theoretical approach dealing with PNCs is to determine the correlation between geometrical structure of PNCs and their electronic structures.…”
Section: Electronic Structures Of Porous Nanocarbonsmentioning
confidence: 99%