Summary
Signatures of superconductivity under pressure have recently been reported in the bilayer La3β’Ni2β’O7 and trilayer La4β’Ni3β’O10 Ruddlesden-Popper (RP) nickelates with the general chemical formula Laπ+1β’Niπβ’O3β’π+1 (π = number of perovskite layers along the π-axis). The emergence of superconductivity is always concomitant with a structural transition in which the octahedral tilts are suppressed, bringing the apical Ni-O-Ni angle to 180β and causing an increase in the out-of-plane ππ§2 orbital overlap. Due to this strong interlayer coupling, a flat band of pure ππ§2 character crosses the Fermi level. Here, using first-principles calculations, we explore biaxial strain (both compressive and tensile) as a means to mimic the electronic structure characteristics of RP nickelates (up to π=5) under hydrostatic pressure. Our findings highlight that strain enables the decoupling of the structural and electronic structure effects obtained under hydrostatic pressure: While compressive strain brings the apical Ni-O-Ni angle closer to 180β, it shifts the ππ§2 flat bands away from the Fermi energy, giving rise to a more cupratelike electronic structure. In contrast, tensile strain reduces the apical Ni-O-Ni angle (to values of βΌ160β), but it recovers the flat ππ§2 band at the Fermi level appearing in the bilayer and trilayer RP nickelates under pressure. Overall, strain represents a promising way to tune the electronic structure of RP nickelates and could be an alternative route to achieve superconductivity at ambient pressure in this family of materials.
Materials
Methods
Keywords
- biaxial strain
- compressive strain
- tensile strain
- apical ni o ni angle
- dz2 flat band
- cupratelike electronic structure
Highlights
- Strain represents a promising way to tune the electronic structure of RP nickelates and could be an alternative route to achieve superconductivity at ambient pressure.
Conclusions
- Strain enables the decoupling of the structural and electronic structure effects obtained under hydrostatic pressure.
- Compressive strain brings the apical Ni-O-Ni angle closer to 180Β° but shifts the dz2 flat bands away from the Fermi energy, giving rise to a more cupratelike electronic structure.
- Tensile strain reduces the apical Ni-O-Ni angle but recovers the flat dz2 band at the Fermi level appearing under pressure.
Main claims
- Compressive strain suppresses octahedral tilts but shifts dz2 flat bands away from the Fermi level, giving a more cuprate-like electronic structure.
- Evidence: Abstract: 'While compressive strain brings the apical Ni-O-Ni angle closer to 180Β°, it shifts the dz2 flat bands away from the Fermi energy, giving rise to a more cupratelike electronic structure.',Full text: 'Under compressive strain (β3%) the dx2βy2 bandwidth is comparable to that obtained at 30 GPa… but the bonding dz2 band around M is now shifted down in energy and fully occupied.'
- Tensile strain increases octahedral tilts but recovers the flat dz2 band at the Fermi level, mimicking the electronic structure under hydrostatic pressure.
- Evidence: Abstract: 'tensile strain reduces the apical Ni-O-Ni angle (to values of βΌ160Β°), but it recovers the flat dz2 band at the Fermi level appearing in the bilayer and trilayer RP nickelates under pressure.',Full text: 'under tensile strain (+3%), in spite of the very much reduced dx2βy2 bandwidth, the flat dz2 bonding band now crosses the Fermi level, giving rise to the Ξ³ pocket.'
Workflow
- structural_relaxation β Compressive strain suppresses octahedral tilts and tensile strain enhances them, mimicking pressure effects on structure.
- Materials: La3Ni2O7 bilayer (n=2); La4Ni3O10 trilayer (n=3); La5Ni4O13 (n=4); La6Ni5O16 (n=5)
- Methods: DFT structural optimization (VASP, GGA-PBE, 500 eV cutoff); Constrained in-plane lattice constants to biaxial strain; Relaxation of out-of-plane lattice constant and internal coordinates
- Observations: Ni-O-Ni apical angle changes: compressive β closer to 180Β°, tensile β reduced to β160Β°; In-plane Ni-Ni distance matches 30 GPa at 3% compressive; out-of-plane matches at 3% tensile
- electronic_structure_calculation_and_analysis β Compressive strain yields cuprate-like electronic structure (no Ξ³ pocket); tensile strain recovers the Ξ³ pocket and pressure-like fermiology.
- Materials: Relaxed structures from stage 1
- Methods: Full-potential DFT (WIEN2K, GGA-PBE); Maximally localized Wannier functions (WIEN2WANNIER, WANNIER90); Band structure and Fermi surface analysis
- Observations: Under compressive strain: dx2-y2 bandwidth similar to 30 GPa, but dz2 flat band shifts below Fermi level; Ξ³ pocket absent; Under tensile strain: dz2 flat band crosses Fermi level; Ξ³ pocket present; tzβ₯/txβ₯ ratio increases