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Imaging gate-tunable Tomonaga-Luttinger liquids in 1H-MoSe2 mirror twin boundaries.

Authors :
Zhu, Tiancong
Zhu, Tiancong
Ruan, Wei
Wang, Yan-Qi
Tsai, Hsin-Zon
Wang, Shuopei
Zhang, Canxun
Wang, Tianye
Liou, Franklin
Watanabe, Kenji
Taniguchi, Takashi
Neaton, Jeffrey B
Weber-Bargioni, Alexander
Zettl, Alex
Qiu, ZQ
Zhang, Guangyu
Wang, Feng
Moore, Joel E
Crommie, Michael F
Zhu, Tiancong
Zhu, Tiancong
Ruan, Wei
Wang, Yan-Qi
Tsai, Hsin-Zon
Wang, Shuopei
Zhang, Canxun
Wang, Tianye
Liou, Franklin
Watanabe, Kenji
Taniguchi, Takashi
Neaton, Jeffrey B
Weber-Bargioni, Alexander
Zettl, Alex
Qiu, ZQ
Zhang, Guangyu
Wang, Feng
Moore, Joel E
Crommie, Michael F
Source :
Nature materials; vol 21, iss 7, 748-753; 1476-1122
Publication Year :
2022

Abstract

One-dimensional electron systems exhibit fundamentally different properties than higher-dimensional systems. For example, electron-electron interactions in one-dimensional electron systems have been predicted to induce Tomonaga-Luttinger liquid behaviour. Naturally occurring grain boundaries in single-layer transition metal dichalcogenides exhibit one-dimensional conducting channels that have been proposed to host Tomonaga-Luttinger liquids, but charge density wave physics has also been suggested to explain their behaviour. Clear identification of the electronic ground state of this system has been hampered by an inability to electrostatically gate such boundaries and tune their charge carrier concentration. Here we present a scanning tunnelling microscopy and spectroscopy study of gate-tunable mirror twin boundaries in single-layer 1H-MoSe2 devices. Gating enables scanning tunnelling microscopy and spectroscopy for different mirror twin boundary electron densities, thus allowing precise characterization of electron-electron interaction effects. Visualization of the resulting mirror twin boundary electronic structure allows unambiguous identification of collective density wave excitations having two velocities, in quantitative agreement with the spin-charge separation predicted by finite-length Tomonaga-Luttinger liquid theory.

Details

Database :
OAIster
Journal :
Nature materials; vol 21, iss 7, 748-753; 1476-1122
Notes :
Nature materials vol 21, iss 7, 748-753 1476-1122
Publication Type :
Electronic Resource
Accession number :
edsoai.on1341875565
Document Type :
Electronic Resource