Issue 13, 2016

Towards three-dimensional Weyl-surface semimetals in graphene networks

Abstract

Graphene as a two-dimensional topological semimetal has attracted much attention for its outstanding properties. In contrast, three-dimensional (3D) topological semimetals of carbon are still rare. Searching for such materials with salient physics has become a new direction in carbon research. Here, using first-principles calculations and tight-binding modeling, we propose a new class of Weyl semimetals based on three types of 3D graphene networks. In the band structures of these materials, two flat Weyl surfaces appear in the Brillouin zone, which straddle the Fermi level and are robust against external strain. Their unique atomic and electronic structures enable applications in correlated electronics, as well as in energy storage, molecular sieves, and catalysis. When the networks are cut, the resulting slabs and nanowires remain semimetallic with Weyl lines and points at the Fermi surfaces, respectively. Between the Weyl lines, flat surface bands emerge with possible strong magnetism. The robustness of these structures can be traced back to a bulk topological invariant, ensured by the sublattice symmetry, and to the one-dimensional Weyl semimetal behavior of the zigzag carbon chain.

Graphical abstract: Towards three-dimensional Weyl-surface semimetals in graphene networks

Supplementary files

Article information

Article type
Paper
Submitted
31 ⵉⵏⵏ 2016
Accepted
26 ⴱⵕⴰ 2016
First published
29 ⴱⵕⴰ 2016

Nanoscale, 2016,8, 7232-7239

Towards three-dimensional Weyl-surface semimetals in graphene networks

C. Zhong, Y. Chen, Y. Xie, S. A. Yang, M. L. Cohen and S. B. Zhang, Nanoscale, 2016, 8, 7232 DOI: 10.1039/C6NR00882H

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