Imaging Kekulé Spiral Order in Graphene

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Authors: Can Zhang, Hua Chen, Ying Su, Fudi Zhou, Lili Zhou, Zhaoteng Dong, Mengya Ren, Lijun Zhang, Yu Zhang, Yeliang Wang
Cited by: 0
References: 48

Abstract

Breaking the intrinsic chiral symmetry of massless Dirac fermions in graphene at the two inequivalent valleys gives rise to rich intriguing phenomena. A prototypical example of this is the Kekulé order. Here, we use STM to directly visualize the bond texture associated with Kekulé spiral order in graphene. The Kekulé order originates from the intervalley scattering at 1D grain boundaries, and its strength can be significantly suppressed when a periodic potential is applied. By mapping atomic-scale electronic wave functions, we uncover that the bond texture localized near the 1D boundaries exhibits a complex spatial dependence indicative of phase winding, and it evolves dramatically with electronic energy. Our local-probe measurements thus establish the emergence of Kekulé spiral order in graphene, highlighting topological defects as versatile building blocks for engineering valley-ordered phases.

Fields of Study & Subjects

Graphene research and applications Topological Materials and Phenomena Quantum and electron transport phenomena

Publication details

Journal / source
Physical Review Letters
Volume
136
Issue
15
Pages
156401–156401
Publication date
12 March 2026
Language
EN