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Electric-Field-Tunable Bandgaps in the Inverse-Designed Nanoporous Graphene/Graphene Heterobilayers

Title
Electric-Field-Tunable Bandgaps in the Inverse-Designed Nanoporous Graphene/Graphene Heterobilayers
Author(s)
Lee, ByeoksongKang, Joongoo
Issued Date
2022-09
Citation
Advanced Electronic Materials, v.8, no.9
Type
Article
Author Keywords
density functional theoryeffective Hamiltoniannanoporous graphene
Keywords
BILAYER GRAPHENETRANSISTORS
ISSN
2199-160X
Abstract
The recent bottom-up synthesis of atomically precise nanoporous graphene (NPG) offers a way of tuning graphene's properties by forming NPG/graphene (Grp) bilayers. Depending on the size, shape, and periodicity of the nanopores in NPG, the heterobilayers can exhibit various functionalities. This theoretical work presents an inverse design of NPG/Grp bilayers with electric-field-tunable bandgaps as a target property. The interlayer interaction in such heterobilayers can induce a bandgap in graphene either by breaking inversion symmetry (type I) or by moving and merging Dirac points of graphene (type II). The bandgap opening also requires electron-hole symmetry breaking induced by an applied perpendicular electric field, leading to two distinct, linear versus nonlinear, field dependences of the bandgap for the type-I and type-II cases, respectively. To translate the underlying physics of the bandgap opening in graphene into real atomic structures, the authors develop an inverse design method and find NPG/Grp bilayers with the target functionality. The field-tunable bandgap in graphene, supported by first-principles calculations for the inverse-designed systems, holds promise for new types of graphene transistors. © 2022 Wiley-VCH GmbH.
URI
http://hdl.handle.net/20.500.11750/16931
DOI
10.1002/aelm.202200252
Publisher
Wiley-VCH Verlag
Related Researcher
  • 강준구 Kang, Joongoo
  • Research Interests Computational Materials Science & Materials Design; Nanomaterials for Energy Applications; Theoretical Condensed Matter Physics
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Department of Physics and Chemistry Computational Materials Theory Group 1. Journal Articles

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