Abstract :
Graphene is a single atomic layer of carbon atoms arranged into a two-dimensional (2D) hexagonal lattice. Since its discovery in 2004 by physicists [1], single layer graphene has been produced by many different methods and sample quality has steadily improved [2]-[4]. Among the many fascinating properties of graphene that are of particular interest to nanoscale electronics are: (1). Strong ambipolar electric field effect: despite being a semi-metal with zero energy gap, graphene differs from conventional metals in that its charge carrier density can be continuously tuned from n-type (i.e. carriers are electrons) to p-type (i.e. carriers are holes) simply by applying an electric field; (2). Linear dispersion: in the vicinity of the charge-neutrality point (known as Dirac point), both electrons and holes obey linear energy-momentum dispersion relations (like photons), rather than the familiar quadratic form epsiv = rho2/2m . Indeed, at low temperature, the velocity of these particles is about l/300th of the speed of light. (3). Ultra-high mobility: record mobilities for both electrons and holes, at room temperature, have been reported [5][6]; (4). Bandgap: while a large 2D graphene sheet has zero bandgap, a finite gap can be created in graphene by cutting the graphene sheet into narrow strips and the bandgap is expected to depend on both the strip width and its orientation[7]. (5). a bi-layer graphene has a voltage tunable bandgap that can be continuously tuned from zero to 0.3eV, which is in the MWIR range[8]. (6). rapid progress is being made in wafer-scale epitaxial growth of graphene via thermal sublimation of Si from SiC substrates[9]. (7). single molecule level sensitivity through charge sensing has been demonstrated[10]. In this presentation I will review some of the advances in graphene based nanoelectronics achieved under ONR sponsorship, and provide a snapshot of ONR´s current investment in graphene based nanoelectronics.
Keywords :
carbon; carrier density; dispersion relations; electron mobility; energy gap; hole mobility; nanoelectronics; nanostructured materials; C; Dirac point; ambipolar electric field effect; bandgap; charge carrier density; charge-neutrality point; electron mobility; graphene nanoelectronics; hole mobility; linear energy-momentum dispersion relations; two-dimensional hexagonal lattice; Atomic layer deposition; Charge carrier density; Charge carrier processes; Dispersion; Electron mobility; Lattices; Nanoelectronics; Photonic band gap; Strips; Temperature;