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Graphene with geometrically induced vorticity

By J.K. Pachos, M. Stone and K. Temme

Abstract

At half filling, the electronic structure of graphene can be modeled by a pair of free two-dimensional Dirac fermions. We explicitly demonstrate that in the presence of a geometrically induced gauge field an everywhere-real Kekulé modulation of the hopping matrix elements can correspond to a nonreal Higgs field with nontrivial vorticity. This provides a natural setting for fractionally charged vortices with localized zero modes. For fullerenelike molecules we employ the index theorem to demonstrate the existence of six low-lying states that do not depend strongly on the Kekulé-induced mass gap.\ud \u

Publisher: American Physical Society
Year: 2008
OAI identifier: oai:eprints.whiterose.ac.uk:3797

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