Switching spin and charge between edge states in topological insulator constrictions
Viktor Krueckl, Klaus Richter

TL;DR
This paper proposes a novel method for controlling spin and charge currents in topological insulator edge states using constrictions, enabling a three-state transistor function without relying on Rashba spin-orbit interaction.
Contribution
It introduces a new approach to manipulate edge state coupling in HgTe topological insulators for spin switching and charge control via constrictions, supported by numerical calculations.
Findings
Coupling in constrictions enables spin and charge control.
Demonstrates a three-state spin and charge transistor.
Control achieved through gating of the constriction.
Abstract
Since the prediction of a new topological state of matter in graphene, materials acting as topological insulators have attracted wide attention. Shortly after the theoretical proposal for a mercury telluride (HgTe)-based two-dimensional topological insulator, the observation of the quantum spin Hall effect and non-local edge transport brought compelling experimental evidence for quantized conductance due to edges states. The spin orientation and propagation direction of such helical edge states are inherently connected, providing protection against backscattering. However, these features conversely render controlled spin operations such as spin switching difficult. Here we therefore propose constrictions as connectors between opposite edge (and spin) states in HgTe. We demonstrate how the coupling between edge states, which overlap in the constriction, can be employed both for steering…
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