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Discovery of a Weyl Fermion Semimetal and Topological Fermi Arcs (1502.03807v2)

Published 12 Feb 2015 in cond-mat.mes-hall

Abstract: We report discovery of a Weyl Fermion semimetal and Topological Fermi arcs in TaAs

Citations (2,707)
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Summary

  • The paper presents the experimental realization of a Weyl semimetal in TaAs by directly observing Weyl nodes and topological Fermi arc surface states using ARPES.
  • It employs advanced ARPES techniques combined with band structure calculations to differentiate between bulk Weyl cones and surface states, confirming theoretical models.
  • The findings have profound implications for quantum computing and spintronics by showcasing unique electronic properties in a non-centrosymmetric material.

Discovery of a Weyl Fermion Semimetal and Topological Fermi Arcs

The paper presents a substantial contribution to the field of condensed matter physics through the experimental realization of a Weyl semimetal in the single crystalline material, tantalum arsenide (TaAs). This research elucidates the electronic structure of TaAs using sophisticated techniques, including angle-resolved photoemission spectroscopy (ARPES), and examines its bulk and surface properties in the context of topological quantum matter.

Discovery and Observation

Crucially, the research identifies Weyl fermions as emergent quasiparticles in TaAs and provides direct observation of both bulk Weyl cones, nodes, and the topologically protected Fermi arc surface states. These Fermi arcs are demonstrated to terminate at the Weyl nodes, corroborating the topological characteristics predicted by theoretical models. Utilizing both vacuum ultraviolet and soft X-ray ARPES, the paper effectively differentiates between surface and bulk electronic structure, thereby fortifying the classification of TaAs as a Weyl semimetal.

Material and Methodology

Tantalum arsenide crystallizes in a body-centered tetragonal lattice system, distinctively lacking space inversion symmetry. The research leverages ARPES data supported by band structure calculations, revealing that upon the inclusion of spin-orbit coupling, potential line node loops are gapped and transform into multiple Weyl nodes situated away from mirror planes. The experimental evidence confirms the presence of Fermi arcs on the (001) surface of TaAs, aligning with the co-propagating property that characterizes Weyl semimetals.

Significant Outcomes

Through precise ARPES measurements, the paper documents and quantifies the dispersive movement of crescent-shaped features in k-space, establishing them as Fermi arcs associated with the projected Weyl nodes. Moreover, the bulk-sensitive Soft-X-ray ARPES data authenticate the existence of Weyl cones and nodes in TaAs, which are linearly dispersive in space, supporting the theoretical predictions of a Weyl semimetal ground state.

Theoretical and Practical Implications

The theoretical implications of this research are vast, given that Weyl semimetals expand the classification of topological phases beyond conventional insulators and metals to include gapless topological structures. Weyl fermions in semimetals are predicted to elicit a range of anomalous phenomena, such as chiral anomalies and unique magnetoresistive properties, which bear relevance for quantum computing and advanced electronic materials. Practically, Weyl semimetals hold promise for applications in spintronics due to their potential to exploit spin-polarized surface states.

Future Developments

This investigation sets the stage for more intricate studies into Weyl fermion behavior in condensed matter systems and inspires further exploration into other predicted Weyl semimetals. Advancing techniques to control and manipulate Weyl nodes could lead to novel device applications in materials science and quantum technology.

In summary, the discovery of a Weyl semimetal phase in TaAs illuminates complex quantum behaviors at the intersection of condensed matter and particle physics, offering a profound opportunity to explore emergent phenomena within topological materials. This work significantly progresses the understanding of topological matter and paves the way for future explorations of quantum phenomena in Weyl semimetals.

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