Control of valley optical conductivity and topological phases in buckled hexagonal lattice by orientation of in-plane magnetic field
Phusit Nualpijit, Bumned Soodchomshom

TL;DR
This paper explores how the orientation of an in-plane magnetic field influences optical conductivity and topological phases in buckled hexagonal lattices like silicene, enabling valley-specific current control and material design.
Contribution
It demonstrates tunable topological phases and valley-locked currents through magnetic field orientation, neglecting spin-orbit effects, and provides a method for valley-specific electronic control.
Findings
Rapid change in longitudinal conductivity with magnetic field angle.
Perfect valley filtering in transverse conductivity.
Valley-locked current control via magnetic field orientation.
Abstract
We investigate the optical conductivity, along with longitudinal and transverse conductivities, in buckled hexagonal lattice such as silicene subjected to both an in-plane magnetic field and a perpendicular electric field. In this model, we neglect the effect of the spin-orbit interaction, which is of a smaller order compared to the strong staggered potential and the next-nearest hoping energy. The orientations of the in-plane magnetic field and the perpendicular electric field give rise to a non-uniform, tunable gap. The Chern number for each valley degree of freedom deviates from being constant but remains steady when summed over the entire Brillouin zone. The longitudinal and transverse currents, in the case of a specific valley, can be selected by adjusting the direction of the electric field in the semimetal phase. Furthermore, the defining characteristics of topological phases…
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Taxonomy
TopicsGraphene research and applications · Topological Materials and Phenomena · Quantum optics and atomic interactions
