Abstract

If a material with an odd number of electrons per unit-cell is insulating, Mott localisation may be invoked as an explanation. This is widely accepted for the layered compound 1T-TaS2, which has a low-temperature insulating phase comprising charge order clusters with 13 unpaired orbitals each. But if the stacking of layers doubles the unit-cell to include an even number of orbitals, the nature of the insulating state is ambiguous. Here, scanning tunnelling microscopy reveals two distinct terminations of the charge order in 1T-TaS2, the sign of such a double-layer stacking pattern. However, spectroscopy at both terminations allows us to disentangle unit-cell doubling effects and determine that Mott localisation alone can drive gap formation. We also observe the collapse of Mottness at an extrinsically re-stacked termination, demonstrating that the microscopic mechanism of insulator-metal transitions lies in degrees of freedom of inter-layer stacking.

Highlights

  • If a material with an odd number of electrons per unit-cell is insulating, Mott localisation may be invoked as an explanation

  • Samples were cleaved, transferred to the scanning tunnelling microscopy (STM) and measured at temperatures far below the transition temperature at which the C-charge density wave (CDW) sets in, and the bulk structure of the CDW should be preserved such that measurements on a large number of cleaved surfaces may show evidence of the ACAC pattern

  • We tentatively attribute the appearance of these two forms of density of states (DOS) to the surfaces created by the two cleavage planes of the bulk stacking pattern

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Summary

Introduction

If a material with an odd number of electrons per unit-cell is insulating, Mott localisation may be invoked as an explanation This is widely accepted for the layered compound 1T-TaS2, which has a low-temperature insulating phase comprising charge order clusters with 13 unpaired orbitals each. 1234567890():,; The origin of the spectral gap in many insulating materials is difficult to determine because as well as the simple band theoretic criterion of a completely filled valence band, electron–phonon interactions, strong electronic correlations[1,2] and other mechanisms generally can coexist and may all play some role This is true in the decades-old charge density wave (CDW) compound 1T-TaS2, for which the debate over the nature of the low-temperature insulating state has only intensified in recent years[3,4,5,6,7]. From this foundation it has been suggested that, since a Mott state in

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