Intervalley coherence and intrinsic spin–orbit coupling in rhombohedral trilayer graphene

  • Trevor Arp
  • , Owen Sheekey
  • , Haoxin Zhou
  • , C. L. Tschirhart
  • , Caitlin L. Patterson
  • , H. M. Yoo
  • , Ludwig Holleis
  • , Evgeny Redekop
  • , Grigory Babikyan
  • , Tian Xie
  • , Jiewen Xiao
  • , Yaar Vituri
  • , Tobias Holder
  • , Takashi Taniguchi
  • , Kenji Watanabe
  • , Martin E. Huber
  • , Erez Berg
  • , Andrea F. Young*
  • *Corresponding author for this work

Research output: Contribution to journalArticlepeer-review

33 Scopus citations

Abstract

Rhombohedral graphene multilayers provide a clean and highly reproducible platform to explore the emergence of superconductivity and magnetism in a strongly interacting electron system. Here we reveal a subtle competition between valley-imbalanced orbital ferromagnets and intervalley-coherent states in which electron wavefunctions in the two momentum-space valleys develop a macroscopically coherent relative phase. We focus on a rhombohedral trilayer in the quarter-metal regime—where there is a single Fermi surface that spontaneously breaks spin and valley-isospin symmetry—and employ local magnetometry and global charge sensing techniques. Comparing the in-plane spin susceptibility of the intervalley-coherent and valley-imbalanced phases reveals the influence of graphene’s intrinsic spin–orbit coupling, which drives the emergence of a distinct correlated phase that is their hybrid. Spin–orbit coupling also suppresses the in-plane magnetic susceptibility of the valley-imbalanced phase, allowing us to extract the spin–orbit-coupling strength of approximately 50 μeV for our hexagonal-boron-nitride-encapsulated graphene system. We discuss the implications of a finite spin–orbit coupling on the spin-triplet superconductors observed in both rhombohedral and twisted graphene multilayers.

Original languageEnglish
Pages (from-to)1413-1420
Number of pages8
JournalNature Physics
Volume20
Issue number9
DOIs
StatePublished - Sep 2024

Funding

FundersFunder number
National Science Foundation
National Defense Science and Engineering Graduate
United States-Israel Binational Science Foundation
U.S. Department of Defense
MEXTJPMXP0112101001
Gordon and Betty Moore FoundationGBMF9471
Deutsche ForschungsgemeinschaftC02
European Research Council817799
JSPS21H05233, 20H00354, 19H05790
David and Lucile Packard Foundation2016-65145
Materials Science, Engineering and InformationDMR-1906325
BSFCRC 183
Hertz Foundation1650114
NSFPHY-2309135, PHY-1748958
U.S. Department of EnergyDE-SC0020043

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