Graphene nanoribbon resonant tunneling diode with dual connection between contacts.

In this paper, we numerically study the transport properties of a resonant tunneling diode (RTD) based on graphene nanoribbon (GNR) with an H-type antidote between the contacts. The structure may also be thought of as having two parallel (W-shape) parts connecting the contacts, each having a wider channel region sandwiched between two narrower barrier regions. The energy at which quasi-bound states occur in each part depends on the dimensional parameters of the respective portion in the structure. We study how the transmission through quasi-bound states is influenced by the edge states on the contacts and dimensional parameters such as barrier length and also by the ambient temperature. The results are compared with those of an RTD with a single part connecting the contacts. Transmission peaks at different energies are observed for an RTD with asymmetrical lower and upper parts between the contacts. This is then utilized for the creation of two negative differential resistance (NDR) peaks. For numerical computation, the non-equilibrium Green's function formalism (NEGF) based on the nearest neighbor tight-binding model is employed. • Numerical study of RTD based on GNR with an H-type antidote between contacts. • Investigation of transmission through quasi-bound states influenced by edge states, barrier length, and ambient temperature. • Comparison with RTD having a single part connecting contacts. • Observation of two NDR peaks for RTD with asymmetrical lower and upper parts. • Utilization of NEGF formalism for numerical computation [ABSTRACT FROM AUTHOR]