Interplay of relativistic and nonrelativistic transport in atomically precise segmented graphene nanoribbons
Constantine Yannouleas, Igor Romanovsky, Uzi Landman

TL;DR
This paper investigates electrical transport in atomically-precise segmented graphene nanoribbons, combining NEGF calculations and a Dirac continuum model to understand relativistic and nonrelativistic carrier behaviors and interference effects.
Contribution
It introduces a unified Dirac continuum model that accurately reproduces NEGF results, elucidating relativistic and nonrelativistic transport phenomena in segmented graphene nanoribbons.
Findings
Optical Dirac Fabry-Perot oscillations in metallic armchair SGNRs
Unequal Fabry-Perot patterns in mixed armchair-zigzag SGNRs
Continuum model effectively reproduces NEGF conductance results
Abstract
Graphene's isolation launched explorations of fundamental relativistic physics originating from the planar honeycomb lattice arrangement of the carbon atoms, and of potential technological applications in nanoscale electronics. Bottom-up fabricated atomically-precise segmented graphene nanoribbons, SGNRs, open avenues for studies of electrical transport, coherence, and interference effects in metallic, semiconducting, and mixed GNRs, with different edge terminations. Conceptual and practical understanding of electric transport through SGNRs is gained through nonequilibrium Green's function (NEGF) conductance calculations and a Dirac continuum model that absorbs the valence-to-conductance energy gaps as position-dependent masses, including topological-in-origin mass-barriers at the contacts between segments. The continuum model reproduces the NEGF results, including optical Dirac…
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