Abstract

ABSTRACTA detailed picture of the electronic states manifolds of single- and double-vacancy defects in molecular models of graphene based on polycyclic aromatic hydrocarbons (PAHs) is presented. DFT calculations using various density functionals including long-range corrected ones have been performed for pyrene, circumpyrene and 7a,7z-periacene. It has been found for pyrene defect models that DFT results reproduced well the set of closely-spaced singlet and triplet states predicted by the CCSD(T) and previous MRCI + Q calculations, indicating the applicability of DFT for accessing the excited states manifolds also for larger graphene models. For the single-carbon vacancy defect, all structures have a triplet ground state. As expected, in the largest system, 7a,7z-periacene-1C, the lowest lying states are much closer in energy. For all double-vacancy defect structures, a significant rearrangement of the electronic states with increasing size of the sheet is observed. The closed-shell 1Ag state in the smallest systems is destabilised in the extended 7a,7z-periacene system, which has the 3B2u state as the ground state. As observed for the single-vacancy defect, the lowest lying states are closer in energy for the larger systems, since there are more π orbitals close in energy available. For all states, the formation of the bridging bonds for the double vacancy leads to distances shorter than for the single vacancy defect indicating a larger rigidity of the former structure which does not allow stronger distortions.

Highlights

  • Graphene became one of the most promising materials since its discovery in 2004 by Geim and Novoselov [1]

  • For pyrene-2C, as observed to pyrene-1C structures, we have shown previously [45] a strong reduction of the C7–C8 (C9–C10) distances from originally 2.47 Å in the unrelaxed structure to distances between 1.45 Å and 1.54 Å for all states, with similar results obtained at complete active space self-consistent field (CASSCF) and density functional theory (DFT)/B3LYP levels

  • The calculations using different density functionals show that they can reproduce quite well the set of closely-spaced singlet and triplet states predicted by the CCSD(T) and previous multireference configuration interaction (MRCI) + Q calculations for the local defects of both the SV and DV pyrene models

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Summary

Introduction

Graphene became one of the most promising materials since its discovery in 2004 by Geim and Novoselov [1]. It possesses exceptional electronic, thermal, and mechanical properties with promising applications in electronics, optoelectronics and photonics [2,3,4,5,6,7,8,9]. Since graphene is a semimetal, it is necessary to modify its band gap in order to create appropriate semiconductor properties. This band gap engineering is frequently accomplished by the introduction of defects.

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