Electronic correlations in nodal-line semimetals

被引:0
|
作者
Yinming Shao
A. N. Rudenko
Jin Hu
Zhiyuan Sun
Yanglin Zhu
Seongphill Moon
A. J. Millis
Shengjun Yuan
A. I. Lichtenstein
Dmitry Smirnov
Z. Q. Mao
M. I. Katsnelson
D. N. Basov
机构
[1] Columbia University,Department of Physics
[2] Wuhan University,Key Laboratory of Artificial Micro
[3] Institute for Molecules and Materials, and Nano
[4] Radboud University,structures of Ministry of Education and School of Physics and Technology
[5] Institute for Nanoscience and Engineering,Department of Physics
[6] University of Arkansas,Department of Physics
[7] Pennsylvania State University,Department of Physics
[8] Florida State University,Center for Computational Quantum Physics
[9] National High Magnetic Field Laboratory,undefined
[10] Flatiron Institute,undefined
[11] Institute for Theoretical Physics,undefined
[12] University of Hamburg,undefined
来源
Nature Physics | 2020年 / 16卷
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摘要
Dirac fermions with highly dispersive linear bands1–3 are usually considered weakly correlated due to the relatively large bandwidths (W) compared to Coulomb interactions (U). With the discovery of nodal-line semimetals, the notion of the Dirac point has been extended to lines and loops in momentum space. The anisotropy associated with nodal-line structure gives rise to greatly reduced kinetic energy along the line. However, experimental evidence for the anticipated enhanced correlations in nodal-line semimetals is sparse. Here, we report on prominent correlation effects in a nodal-line semimetal compound, ZrSiSe, through a combination of optical spectroscopy and density functional theory calculations. We observed two fundamental spectroscopic hallmarks of electronic correlations: strong reduction (1/3) of the free-carrier Drude weight and also the Fermi velocity compared to predictions of density functional band theory. The renormalization of Fermi velocity can be further controlled with an external magnetic field. ZrSiSe therefore offers the rare opportunity to investigate correlation-driven physics in a Dirac system.
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页码:636 / 641
页数:5
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