Abstract

To elucidate the features of graphene as an electrode material, we studied the effect of defects and molecular overlayers on the work function of graphene using density-functional theory. We found that in-plane geometrical deformations (such as Stone–Thrower–Wales defects, carbon vacancies, and hydrogenated edges) have only a marginal effect. In contrast, intercalated alkaline atoms (K or Li) and overlayers of superhalogen species (BF 4 and PF 6) radically change the work function. We show that the geometry of the sp 2 carbon surface remains robust after electron transfer to superhalogens, and the Fermi level could be well aligned with the energy levels of organic molecules. These methods for work function control can be used for the application of graphene materials as transparent electrodes for organic light-emitting devices.

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