Fermi Surface Reconstruction and Anisotropic Linear Magnetoresistance in the Charge Density Wave Topological Semimetal TaTe4

Fuente: arXiv
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Main Authors: Silvera-Vega, D., Rojas-Castillo, J., Herrera-Vasco, E., Ramos-Rodríguez, E., Santander-Syro, A. F., Galvis, J. A., Uribe, B., González-Hernández, R., García-Castro, A. C., Giraldo-Gallo, P.
Format: Preprint
Published: 2025
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author Silvera-Vega, D.
Rojas-Castillo, J.
Herrera-Vasco, E.
Ramos-Rodríguez, E.
Santander-Syro, A. F.
Galvis, J. A.
Uribe, B.
González-Hernández, R.
García-Castro, A. C.
Giraldo-Gallo, P.
author_facet Silvera-Vega, D.
Rojas-Castillo, J.
Herrera-Vasco, E.
Ramos-Rodríguez, E.
Santander-Syro, A. F.
Galvis, J. A.
Uribe, B.
González-Hernández, R.
García-Castro, A. C.
Giraldo-Gallo, P.
contents Understanding the interplay between topology and correlated electron states is central to the study of quantum materials. TaTe$_4$ is a quasi-one-dimensional charge density wave (CDW) compound predicted to host topological phases, which makes it a model platform to explore this interplay. Here, we combine high-field magnetotransport measurements with density functional theory calculations to provide a comprehensive mapping of the Fermi surface (FS) of TaTe$_4$ in its CDW phase. Using multiple current-field geometries, we resolve the four largest of six pockets of the FS predicted by theory and find no evidence of non-CDW bands, highlighting the full reconstruction of the FS in the bulk. We identify a previously unobserved quasi-cylindrical pocket and uncover a large size orbit consistent with magnetic breakdown between reconstructed FS sheets, from which we estimate a CDW gap of $\sim$0.29~eV. Moreover, we observe a robust linear magnetoresistance that persists across all field directions when current flows perpendicular to the 1D chains along which the CDW is formed, with a distinct high-field linear regime emerging when field is along the chains. These findings establish TaTe$_4$ as a prototypical material to study the coexistence of correlation-driven reconstruction and topological electronic states.
format Preprint
id arxiv_https___arxiv_org_abs_2507_08192
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle Fermi Surface Reconstruction and Anisotropic Linear Magnetoresistance in the Charge Density Wave Topological Semimetal TaTe4
Silvera-Vega, D.
Rojas-Castillo, J.
Herrera-Vasco, E.
Ramos-Rodríguez, E.
Santander-Syro, A. F.
Galvis, J. A.
Uribe, B.
González-Hernández, R.
García-Castro, A. C.
Giraldo-Gallo, P.
Materials Science
Other Condensed Matter
Understanding the interplay between topology and correlated electron states is central to the study of quantum materials. TaTe$_4$ is a quasi-one-dimensional charge density wave (CDW) compound predicted to host topological phases, which makes it a model platform to explore this interplay. Here, we combine high-field magnetotransport measurements with density functional theory calculations to provide a comprehensive mapping of the Fermi surface (FS) of TaTe$_4$ in its CDW phase. Using multiple current-field geometries, we resolve the four largest of six pockets of the FS predicted by theory and find no evidence of non-CDW bands, highlighting the full reconstruction of the FS in the bulk. We identify a previously unobserved quasi-cylindrical pocket and uncover a large size orbit consistent with magnetic breakdown between reconstructed FS sheets, from which we estimate a CDW gap of $\sim$0.29~eV. Moreover, we observe a robust linear magnetoresistance that persists across all field directions when current flows perpendicular to the 1D chains along which the CDW is formed, with a distinct high-field linear regime emerging when field is along the chains. These findings establish TaTe$_4$ as a prototypical material to study the coexistence of correlation-driven reconstruction and topological electronic states.
title Fermi Surface Reconstruction and Anisotropic Linear Magnetoresistance in the Charge Density Wave Topological Semimetal TaTe4
topic Materials Science
Other Condensed Matter
url https://arxiv.org/abs/2507.08192