English

The emergence of quantum capacitance in epitaxial graphene

Materials Science 2016-06-02 v1 Mesoscale and Nanoscale Physics

Abstract

We found an intrinsic redistribution of charge arises between epitaxial graphene, which has intrinsically n-type doping, and an undoped substrate. In particular, we studied in detail epitaxial graphene layers thermally elaborated on C-terminated 4H4H-SiCSiC (4H4H-SiCSiC (0001ˉ000{\bar{1}})). We have investigated the charge distribution in graphene-substrate systems using Raman spectroscopy. The influence of the substrate plasmons on the longitudinal optical phonons of the SiCSiC substrates has been detected. The associated charge redistribution reveals the formation of a capacitance between the graphene and the substrate. Thus, we give for the first time direct evidence that the excess negative charge in epitaxial monolayer graphene could be self-compensated by the SiCSiC substrate without initial doping. This induced a previously unseen redistribution of the charge-carrier density at the substrate-graphene interface. There a quantum capacitor appears, without resorting to any intentional external doping, as is fundamentally required for epitaxial graphene. Although we have determined the electric field existing inside the capacitor and revealed the presence of a minigap (4.3meV\approx 4.3meV) for epitaxial graphene on 4H4H-SiCSiC face terminated carbon, it remains small in comparison to that obtained for graphene on face terminated SiSi. The fundamental electronic properties found here in graphene on SiCSiC substrates may be important for developing the next generation of quantum technologies and electronic/plasmonic devices.

Keywords

Cite

@article{arxiv.1606.00059,
  title  = {The emergence of quantum capacitance in epitaxial graphene},
  author = {A. Ben Gouider Trabelsi and F. V. Kusmartsev and D. M. Forrester and O. E. Kusmartseva and M. B. Gaifullin and P. Cropper and M. Oueslati},
  journal= {arXiv preprint arXiv:1606.00059},
  year   = {2016}
}

Comments

26 pages, 8 figures, available online as uncorrected proof, Journal of Materials Chemistry C (2016)