Giant Faraday effect due to Pauli exclusion principle in 3D topological insulators
Hari P. Paudel, Michael N. Leuenberger

TL;DR
This paper demonstrates a giant Faraday effect in 3D topological insulators caused by Pauli exclusion, with oscillating rotation angles linked to heterostructure properties, revealing new optical phenomena in these materials.
Contribution
It introduces a novel optical effect in 3D topological insulators driven by Pauli exclusion, supported by theoretical calculations of optical conductivity and Maxwell's equations.
Findings
Faraday rotation oscillates with probe wavelength and thickness
Max rotation angles are on the order of millirads
Selection rules govern electron-hole transitions in the system
Abstract
Experiments using ARPES, which is based on the photoelectric effect, show that the surface states in 3D topological insulators (TI) are helical. Here we consider Weyl interface fermions due to band inversion in narrow-bandgap semiconductors, such as PbSnTe. The positive and negative energy solutions can be identified by means of opposite helicity in terms of the spin helicity operator in 3D TI as , where is a Dirac matrix and points perpendicular to the interface. Using the 3D Dirac equation and bandstructure calculations we show that the transitions between positive and negative energy solutions, giving rise to electron-hole pairs, obey strict optical selection rules. In order to…
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Taxonomy
TopicsTopological Materials and Phenomena · Graphene research and applications · Quantum and electron transport phenomena
