4.8 Article

Shell Filling and Trigonal Warping in Graphene Quantum Dots

Journal

PHYSICAL REVIEW LETTERS
Volume 126, Issue 14, Pages -

Publisher

AMER PHYSICAL SOC
DOI: 10.1103/PhysRevLett.126.147703

Keywords

-

Funding

  1. Core3 European Graphene Flagship Project
  2. Swiss National Science Foundation via NCCR Quantum Science and Technology
  3. EU Spin-Nano RTN network
  4. European Quantum Technology Project 2D-SIPC
  5. ERC Synergy Grant [Hetero2D]
  6. EPSRC [EP/S030719/1, EP/N010345/1]
  7. European Unions Horizon 2020 research and innovation programme under the Marie Sklodowska-Curie Grant [766025]
  8. elemental Strategy Initiative by the MEXT, Japan
  9. JSPS KAKENHI [JP15K21722]
  10. EPSRC [EP/N010345/1, EP/S030719/1] Funding Source: UKRI

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Transport measurements through a few-electron circular quantum dot in bilayer graphene show bunching of conductance resonances in groups of four, eight, and twelve, which are related to the spin and valley degeneracies. As the electron numbers increase, the single-particle ground state evolves into a threefold degenerate minivalley ground state, confirmed by measurements in a magnetic field. The importance of Hund's second rule for spin filling of quantum dot levels is emphasized, highlighting the effects of exchange interactions.
Transport measurements through a few-electron circular quantum dot in bilayer graphene display bunching of the conductance resonances in groups of four, eight, and twelve. This is in accordance with the spin and valley degeneracies in bilayer graphene and an additional threefold minivalley degeneracy caused by trigonal warping. For small electron numbers, implying a small dot size and a small displacement field, a two-dimensional s shell and then a p shell are successively filled with four and eight electrons, respectively. For electron numbers larger than 12, as the dot size and the displacement field increase, the single-particle ground state evolves into a threefold degenerate minivalley ground state. A transition between these regimes is observed in our measurements and can be described by band-structure calculations. Measurements in the magnetic field confirm Hund's second rule for spin filling of the quantum dot levels, emphasizing the importance of exchange interaction effects.

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