Interplay between Rashba interaction and electromagnetic field in the edge states of a 2D topological insulator
Fabrizio Dolcini

TL;DR
This paper investigates how Rashba interaction and electromagnetic fields influence edge states in 2D topological insulators, revealing effects on electron dynamics, wavepacket shaping, and potential for controlling spin-polarized excitations.
Contribution
It provides a non-perturbative analysis of Rashba and electromagnetic effects on topological insulator edge states, including explicit electron density solutions and wavepacket behavior.
Findings
Rashba interaction enhances electron velocity in edge states.
Electromagnetic fields induce photoexcited densities satisfying chiral anomaly equations.
Rashba acts as a 'superluminal gate' affecting wavepacket propagation.
Abstract
The effects of Rashba interaction and electromagnetic field on the edge states of a two-dimensional topological insulator are investigated in a non-perturbative way. We show that the electron dynamics is equivalent to a problem of massless Dirac fermions propagating with an inhomogeneous velocity, enhanced by the Rashba profile with respect to the bare Fermi value . Despite the inelastic and time-reversal breaking processes induced by the electromagnetic field, no backscattering occurs without interaction. The photoexcited electron densities are explicitly obtained in terms of the electric field and the Rashba interaction, and are shown to fulfil generalised chiral anomaly equations. The case of a Gaussian electromagnetic pulse is analysed in detail. When the photoexcitation occurs far from the Rashba region, the latter effectively acts as a "superluminal gate" boosting the…
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