One of the challenges in the field of topological material studies is how to maintain the nontrivial topological behaviour in a practical condition. In this work, we study the robustness of edge states in a two-dimensional topological crystalline insulator (2D TCI) and approaches of modifying them based on a planar bismuthene model. Using first principles calculations and Wannier tight-binding models, we have found that the mirror symmetry protected non-trivial topological phase can be maintained when the thin film has weak interaction with the substrate, or when a sandwich stacking is applied. We have also shown that spin-filtered edge current of 2D TCI can survive strong mirror symmetry breaking field when they have certain edge terminations. Although in this case such edge states become topologically trivial against defects, the edge current remains to be spin filtered and may still be useful in spintronic applications. Finally we have demonstrated by modulating the interfacial distance, or applying rotation on sandwich structures, bismuthene edge band gap can be opened, which effectively switches off the nontrivial topological states. This research can provide guidelines for methodology to tune or maintain those edge states in the design of TCI-based electronic devicesAbout the presenter
Chutian Wang is a PhD student working with A/Prof Nikhil Medhekar at Monash University, using fundamental quantum mechanical simulations to investigate the electronic structure of topological insulator materials under Research Theme 1, topological materials.