2008
DOI: 10.1016/j.cplett.2008.09.018
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Electronic properties and stability of graphene nanoribbons: An interpretation based on Clar sextet theory

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Cited by 85 publications
(75 citation statements)
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“…In fact, the width of the ribbon also influences the overall aromaticity of the graphene molecule and, therefore, its subsequentc hemical reactivity.F or example, PAHs i and iii (in Figure 1c)h ave au nique resonant structure, regardless of the different width; i is fully benzenoidw ith no localized double bonds, whereas iii is defined as aK ekule molecule, without af ully benzenoid structure and with reactive double bonds localized on the edges. [30] In conclusion, the chemicalr eactivity of the edges of ii is expected to be lower than that of iii,e ven in the presence of multiple resonant structures. The two resonant structures imply two configurations with the double bondsl ocalized on the opposite sides of the molecule (Figure 1c,ii),r evealing ac hemical reactivity between ab enzenoid system and localized double bonds.…”
Section: Chemical Reactivity Of Graphene Edgesmentioning
confidence: 87%
“…In fact, the width of the ribbon also influences the overall aromaticity of the graphene molecule and, therefore, its subsequentc hemical reactivity.F or example, PAHs i and iii (in Figure 1c)h ave au nique resonant structure, regardless of the different width; i is fully benzenoidw ith no localized double bonds, whereas iii is defined as aK ekule molecule, without af ully benzenoid structure and with reactive double bonds localized on the edges. [30] In conclusion, the chemicalr eactivity of the edges of ii is expected to be lower than that of iii,e ven in the presence of multiple resonant structures. The two resonant structures imply two configurations with the double bondsl ocalized on the opposite sides of the molecule (Figure 1c,ii),r evealing ac hemical reactivity between ab enzenoid system and localized double bonds.…”
Section: Chemical Reactivity Of Graphene Edgesmentioning
confidence: 87%
“…Bandgap is inversely proportional to ribbon width, superimposed with strong 3N periodicity. This alternation is explainable via Clar sextet theory 27 and Fermi wavelength 28 . The calculated band gap for structures B and C (see Fig.6,a) are almost superposed, showing that edge rippling does not appear to affect the gap for -OH termination, which is instead dominated by the choice of edge functional group.…”
Section: Resultsmentioning
confidence: 99%
“…[44][45][46] It has also been applied to graphene-related systems, 46,47 carbon nanotubes, [48][49][50] and to ribbons 51,52 to some extent.…”
Section: Introductionmentioning
confidence: 99%