Measurement of the complex valley polarization second order nonlinear susceptibility

ORAL

Abstract

The spread of valleytronic devices based on 2d materials is limited mostly by the absence of suitable methods to detect the valley degree of freedom. Current detection of the valley polarization (VP) is based on polarized photoluminescence, a slow and destructive method, only recently second harmonic generation (SHG) has been proposed as an alternative, with benefits thanks to its ultrafast and non-destructive nature [1]. However, current detection schemes for valley SHG measure a small rotation angle in the SHG polarization and are limited in detection efficiency as well as valley addressability.

We propose a new approach to detect the VP, based on measuring the total SHG intensity while tuning the excitation from linear to circular polarized. This method not only probes the disperion of the valley-induced susceptibility across the excitonic A1s resonance, but we also demonstrate the significance of interference between the electric-dipole (ED) and the valley-induced susceptibilities, in analogy with the magnetic-ED interference in bulk magnets [2].

[1] Herrmann, P. et al.: small 2023

[2] Fiebig, M. et al.: PRL 1994 73(2127)

* This work was funded by the German Research Foundation DFG (CRC 1375 NOA), project number 398816777 (subproject C4); the International Research Training Group (IRTG) 2675 "Meta-Active", project number 437527638 (subproject A4); and by the German Federal Ministry for Education and Research (BMBF) project number 16KIS1792 SINNER.

Presenters

  • Paul Herrmann

    Friedrich Schiller University Jena

Authors

  • Paul Herrmann

    Friedrich Schiller University Jena

  • Sebastian Klimmer

    Friedrich Schiller University Jena

  • Till Weickhardt

    Friedrich Schiller University Jena

  • Ioannis Paradisanos

    INSA/CNRS

  • Zdeněk Sofer

    University of Chemistry and Technology Prague, University of Chemistry and Technology, Prague, Institute of Chemistry and Technology, Prague, .

  • Daniil Kartashov

    Friedrich Schiller University Jena

  • Giancarlo Soavi

    Friedrich Schiller University Jena