4.8 Article

Observation of Time-Reversal Invariant Helical Edge-Modes in Bilayer Graphene/WSe2 Heterostructure

Journal

ACS NANO
Volume 15, Issue 1, Pages 916-922

Publisher

AMER CHEMICAL SOC
DOI: 10.1021/acsnano.0c07524

Keywords

bilayer graphene; spin-orbit coupling; helical edge-state; topological insulator; quantized conductance; quantum spin hall; Z(2 )phase

Funding

  1. PMRF, MHRD
  2. SERB [HRR/2015/000017]
  3. DST [DST/SJF/PSA-01/2016-17]
  4. IISc

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This study reports the experimental realization of time-reversal invariant helical edge-modes in bilayer graphene/monolayer WSe2-based heterostructures, which are considered as precursors to generic topological insulators. The topological phase observed in the study is characterized by bulk bandgap and helical edge-modes with quantized electrical conductance. The study also demonstrates the tunability of different topological phases with electric and magnetic fields, allowing for topological phase transitions between trivial and distinct phases.
Topological insulators, along with Chern insulators and quantum Hall insulator phases, are considered as paradigms for symmetry protected topological phases of matter. This article reports the experimental realization of the time-reversal invariant helical edge-modes in bilayer graphene/monolayer WSe2-based heterostructures-a phase generally considered as a precursor to the field of generic topological insulators. Our observation of this elusive phase depended crucially on our ability to create mesoscopic devices comprising both a moire superlattice potential and strong spin-orbit coupling; this resulted in materials whose electronic band structure could be tuned from trivial to topological by an external displacement field. We find that the topological phase is characterized by a bulk bandgap and by helical edge-modes with electrical conductance quantized exactly to 2e(2)/h in zero external magnetic field. We put the helical edge-modes on firm ground through supporting experiments, including the verification of predictions of the Landauer-Buttiker model for quantum transport in multiterminal mesoscopic devices. Our nonlocal transport properties measurements show that the helical edge-modes are dissipationless and equilibrate at the contact probes. We achieved the tunability of the different topological phases with electric and magnetic fields, which allowed us to achieve topological phase transitions between trivial and multiple, distinct topological phases. We also present results of a theoretical study of a realistic model which, in addition to replicating our experimental results, explains the origin of the topological insulating bulk and helical edge-modes. Our experimental and theoretical results establish a viable route to realizing the time-reversal invariant Z(2) topological phase of matter.

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