Interplay of Dirac Nodes and Volkov-Pankratov Surface States in Compressively Strained HgTe
ORAL
Abstract
With the advent of topological materials, the Weyl fermion, a massless particle once proposed to describe neutrinos, can now be investigated in condensed matter systems as Weyl semi-metals, and their close cousins Dirac semi-metals. The HgTe material system, as a prototypical topological insulator for transport studies, is ideally suited, as the tunability of the details of its band structure through strain engineering, and its Fermi level by gating provide unparalleled control for the investigation of Weyl/Dirac semi-metals [1].
We can clearly disentangle surface and bulk contributions by using gate voltage to tune the Fermi energy precisely to the Weyl/Dirac nodes and thus convincingly identify the chiral anomaly. We find no evedince for Fermi-arcs, but topological surface states, that are responsible for the transport in the electron regime. These states are created by the same band inversion leading to the formation of the Dirac/Weyl nodes, and therefore must always be present. Additionally, in the hole regime surface states induced by the electric field, so called massive Volkov-Pankratov states [2, 3], are observed.
[1] D. M. Mahler, et al. Phys. Rev. X 9, 031034 (2019)
[2] B. A. Volkov and O. A. Pankratov, JETP Lett. 42, 4 (1985)
[3] A. Inhofer, et al. PRB 96, 195104 (2017)
We can clearly disentangle surface and bulk contributions by using gate voltage to tune the Fermi energy precisely to the Weyl/Dirac nodes and thus convincingly identify the chiral anomaly. We find no evedince for Fermi-arcs, but topological surface states, that are responsible for the transport in the electron regime. These states are created by the same band inversion leading to the formation of the Dirac/Weyl nodes, and therefore must always be present. Additionally, in the hole regime surface states induced by the electric field, so called massive Volkov-Pankratov states [2, 3], are observed.
[1] D. M. Mahler, et al. Phys. Rev. X 9, 031034 (2019)
[2] B. A. Volkov and O. A. Pankratov, JETP Lett. 42, 4 (1985)
[3] A. Inhofer, et al. PRB 96, 195104 (2017)
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Presenters
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David Mahler
- University of Wurzburg