Zeeman Splitting of MoS<sub>2</sub> Monolayers on Ferromagnetic EuS Substrates

ORAL

Abstract

We have compared the Zeeman splitting ΔE of the A exciton in MoS2 monolayers deposited on SiO2/Si with those from MoS deposited on ferromagnetic EuS substrates. The ΔE is defined as the energy difference between the σ- and the σ+ exciton components with the magnetic field perpendicular to the sample plane. The Zeeman splitting for the SiO2 substrate samples is linear in magnetic field with a slope of 0.2 meV/T. The samples on EuS substrates behave in a different way: For |B|< 1 T the slope of the ΔE vs B plotbecomes ~ -2 meV/T. Here 1 T is the field at which the EuS magnetization saturates. For |B|>1 T the slope changes sign and becomes ~ 0.8 meV/T. In the related WSe2 /EuS system, the slope for |B|>1T returns to the 0.2 meV/T1, i.e. the exchange enhanced valley splitting saturates as the magnetization of EuS saturates. The enhanced valley splitting with opposite signs at different field ranges for MoS2 on EuS suggests competing mechanisms for valley splitting.

1 Zhao, C. et al,. Nat Nanotechnol 12, 757-762, (2017)

*This work is partially supported from NSF MRI-1229208 and NSF CBET-1510121

Presenters

  • Tenzin Norden

    • Physics, State Univ of NY - Buffalo
    • State Univ of NY - Buffalo

Authors

  • Tenzin Norden

    • Physics, State Univ of NY - Buffalo
    • State Univ of NY - Buffalo
  • Peiyao Zhang

    • Physics, State Univ of NY - Buffalo
    • State Univ of NY - Buffalo
  • Chuan Zhao

    • Physics, State Univ of NY - Buffalo
    • State Univ of NY - Buffalo
  • Arman Najafi

    • Physics, State Univ of NY - Buffalo
    • State Univ of NY - Buffalo
  • Changliang Zhu

    • State Univ of NY - Buffalo
  • Guoxing Miao

    • Univ of Waterloo
    • University of Waterloo
    • Institute for Quantum Computing
  • George Kioseoglou

    • University of Crete
  • Renat Sabirianov

    • Univ of Nebraska - Omaha
  • Hao Zeng

    • Physics, State Univ of NY - Buffalo
    • State Univ of NY - Buffalo
    • University at Buffalo
  • Athos Petrou

    • Physics, State Univ of NY - Buffalo
    • State Univ of NY - Buffalo