Abstract

Trigonal tellurium, a small-gap semiconductor with pronounced magneto-electric and magneto-optical responses, is among the simplest realizations of a chiral crystal. We have studied by spin- and angle-resolved photoelectron spectroscopy its unconventional electronic structure and unique spin texture. We identify Kramers-Weyl, composite, and accordionlike Weyl fermions, so far only predicted by theory, and show that the spin polarization is parallel to the wave vector along the lines in k space connecting high-symmetry points. Our results clarify the symmetries that enforce such spin texture in a chiral crystal, thus bringing new insight in the formation of a spin vectorial field more complex than the previously proposed hedgehog configuration. Our findings thus pave the way to a classification scheme for these exotic spin textures and their search in chiral crystals.

Highlights

  • Trigonal tellurium, a small-gap semiconductor with pronounced magneto-electric and magneto-optical responses, is among the simplest realizations of a chiral crystal

  • We have studied by spin- and angleresolved photoelectron spectroscopy its unconventional electronic structure and unique spin texture

  • We identify Kramers–Weyl, composite, and accordionlike Weyl fermions, so far only predicted by theory, and show that the spin polarization is parallel to the wave vector along the lines in k space connecting high-symmetry points

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Summary

Radial Spin Texture of the Weyl Fermions in Chiral Tellurium

Te has gained attention in the field of topological materials with the prediction [18,19,20,21,22], only partially confirmed by experiments [23], that it contains exotic Weyl fermions. It has been suggested as a platform to control topological phase transitions between a Weyl semiconductor, a Weyl semimetal, and a topological insulator [24], and signatures of a pressure-induced topological transition have recently been reported by magneto-transport [25] and optical studies [26]. The unique response of Te to external magnetic fields and the presence of Weyl fermions are related to the large Berry curvature combined with the

Published by the American Physical Society
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