Summary
Trilayer Ruddlesden-Popper phase La4Ni3O10 has been observed with Tc of ∼30 K at high pressure in a recent experiment, which further expanded the family of nickelate superconductors. In this study, we explored the effects of electronic correlations in La4Ni3O10 using density functional theory plus dynamical mean-field theory at ambient and high pressures. Our derived spectral functions and Fermi surface of the ambient pressure phase are nicely consistent with the experimental results by angle-resolved photoemission spectroscopy, which emphasized the importance of electronic correlations in La4Ni3O10. We also found the electronic correlations in pressurized La4Ni3O10 are both orbital-dependent and layer-dependent due to the presence of Hund’s rule coupling. There is a competition between the Hund’s rule coupling and the crystal-field splitting, and therefore, the Ni–O layers with weaker crystal-field splitting energy would have stronger electronic correlations.
Materials
Methods
Keywords
- electronic correlations
- hund's rule coupling
- orbital dependent
- layer dependent
- crystal field splitting
Highlights
- The derived spectral functions and Fermi surface of the ambient pressure phase are nicely consistent with experimental results by angle-resolved photoemission spectroscopy, emphasizing the importance of electronic correlations.
Conclusions
- Electronic correlations in pressurized La4Ni3O10 are both orbital-dependent and layer-dependent due to the presence of Hund's rule coupling.
- Ni–O layers with weaker crystal-field splitting energy would have stronger electronic correlations.
Main claims
- Electronic correlations in pressurized La4Ni3O10 are both orbital-dependent and layer-dependent, primarily due to Hund's rule coupling.
- Evidence: DFT+DMFT self-energy analysis shows larger mass enhancement for dz2 orbitals and outer layers; effect diminishes when J=0.
- There is a competition between Hund's rule coupling and crystal-field splitting, with Ni-O layers having weaker crystal-field splitting showing stronger electronic correlations.
- Evidence: Inner layers have larger crystal-field splitting and lower mass enhancement; transition value of J for high-spin state is higher for inner layers.
Workflow
- DFT+DMFT Calculations — DFT+DMFT provides improved description over DFT.
- Materials: La4Ni3O10
- Methods: DFT (Wien2k) + DMFT (eDMFT package); CTQMC solver; full charge self-consistent
- Observations: Spectral functions and Fermi surface for P21/a phase match ARPES; orbital-dependent and layer-dependent correlations in I4/mmm phase
- Analysis of Self-Energy and Quasiparticle Weight — Orbital- and layer-dependent electronic correlations originate from Hund's rule coupling.
- Materials: La4Ni3O10
- Methods: extraction of self-energy on Matsubara axis; quasiparticle weight Z from polynomial fit
- Observations: Ni dz2 orbitals more correlated than dx2-y2; outer layers more correlated than inner layers; effect mainly from Hund's coupling J
- Atomic Spin-State Analysis — Competition between Hund's coupling and crystal-field splitting controls spin states.
- Materials: La4Ni3O10
- Methods: probability of atomic configurations from DMFT; instantaneous local magnetic moment
- Observations: Transition from low-spin to high-spin with increasing J; inner layers require larger J for transition