Electronic Structure of Topological Kagome Magnet HoMn<sub>6</sub>Sn<sub>6</sub> studied by ARPES
ORAL
Abstract
Recent discoveries in magnetic RMn6Sn6 compounds (R=rare earth element) have opened a new path toward topological state engineering [1,2]. Topological states found in these compounds’ electronic structure are the result of both lattice geometry and electronic correlations. Interactions between Mn 3d electrons arranged in a kagome lattice, and 4f electrons from R atoms act as a source of a Chern gap and massive Dirac fermions. The size of the Chern gap and magnetic order in RMn6Sn6 can be manipulated by changing the R atom type. Different types of magnetic anisotropy are observed: easy ab-plane for Dy, easy c-axis for Tb and a conical magnetic structure for Ho and Dy.
Here, we present studies of the electronic structure of HoMn6Sn6 by means of angle resolved photoelectron spectroscopy (ARPES) at low temperature (~7 K). Our results show that the electronic structure of this system is three-dimensional, with significant dispersion along c-axis. We have observed a band structure typical of a topological kagome metal: Dirac cones at K points and flat bands at M points. We find that the Dirac points are located very close to the Fermi level. Additionally, we resolved the electron band around the Γ point, which shows an enhanced effective mass. We will discuss the influence of electronic correlations, originating mostly from Ho atoms, on the topological states.
[1] J.-X. Yin et al., Nature 583, 533 (2020).
[2] W. Ma et al., Phys. Rev. Lett. 126, 246602 (2021).
Here, we present studies of the electronic structure of HoMn6Sn6 by means of angle resolved photoelectron spectroscopy (ARPES) at low temperature (~7 K). Our results show that the electronic structure of this system is three-dimensional, with significant dispersion along c-axis. We have observed a band structure typical of a topological kagome metal: Dirac cones at K points and flat bands at M points. We find that the Dirac points are located very close to the Fermi level. Additionally, we resolved the electron band around the Γ point, which shows an enhanced effective mass. We will discuss the influence of electronic correlations, originating mostly from Ho atoms, on the topological states.
[1] J.-X. Yin et al., Nature 583, 533 (2020).
[2] W. Ma et al., Phys. Rev. Lett. 126, 246602 (2021).
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Presenters
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Rafal Kurleto
University of Colorado, Boulder
Authors
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Rafal Kurleto
University of Colorado, Boulder
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Kyle Fruhling
Boston College
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Bryan Berggren
University of Colorado at Boulder, University of Colorado, Boulder
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Dushyant Narayan
University of Colorado, Boulder
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PEIPEI HAO
University of Colorado at Boulder, University of Colorado, Boulder, Department of Physics, University of Colorado Boulder
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Jonathan D Denlinger
Lawrence Berkeley National Laboratory, Lawrence Berkeley National Lab
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Fazel Tafti
Boston College
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Daniel Dessau
University of Colorado, Boulder