Stabilization of singlet hole-doped state in infinite-layer nickelate superconductors
arXiv:2208.04562 · doi:10.1103/PhysRevB.106.115150
Abstract
Motivated by the recent X-ray absorption spectroscopy (XAS) and resonant inelastic X-ray scattering (RIXS) experiments, we use a detailed impurity model to explore the nature of the parent compound and hole doped states of (La, Nd, Pr)NiO by including the crystal field splitting, the Ni- multiplet structure, and the hybridization between Ni-, O-, and Nd- orbitals. For simplicity and stimulated by the recent electronic structure calculations, the latter are formally replaced with symmetric orbitals centered at the missing O sites in the Nd layer, forming a two-dimensional (2D) band strongly hybridizing with the Ni- state. This hybridization pushes the main part of the spectral function up in energy by several eV and stabilizes the singlet with considerable and other configurational components. For the parent compound, we find that states of Ni- character spread over a large energy range in the spectra, and cannot and should not be represented by a single orbital energy, as suggested in other approximations. This is qualitatively consistent with the RIXS measurements showing a broad distribution of the Ni- hole state, although the shape of the Ni- related structure is much more complicated requiring reinterpretations of the RIXS data. For the hole-doped systems, we show that adding these additional ingredients can still result in the lowest-energy hole doped state having a singlet character.
arXiv comment13 pages, 8 figures
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Cited by in corpus (6)
- Superconductivity in the parent infinite-layer nickelate NdNiO
- Distinct electridelike nature of infinite-layer nickelates and the resulting theoretical challenges to calculate their electronic structure
- Intertwined charge and spin instability of LaNiO
- Two Distinct Charge Orders in Infinite-layer PrNiO2+δ revealed by Resonant X-ray Diffraction
- Inversion symmetry breaking in bilayer multi-orbital Hubbard model with impurity approximation
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