Electronic Correlations in Nickelate Analogues of Cuprate Superconductors

ORAL

Abstract

Motivated by recent experiments on tri-layer (Pr4Ni3O8) and infinite layer (NdNiO2) analogues of cuprate superconductors, we use a combination of density functional and dynamical mean field (DFT+DMFT) methods to perform a comparative study of the metal-insulator and magnetic phase diagrams, many body electronic structure, and conduction band many-body mass enhancements of cuprate and nickelate materials. In the Ni materials the transition metal d-bands are more widely separated in energy from the O-p bands than in the cuprates, suggesting that the nickelates are more accurately modelled by a Hubbard model than are the cuprates. The role of Nd-derived d-bands in the physics of the nickelates is discussed and the possibility that in the nickelate case other Ni-d orbitals may be relevant is analyzed. Preliminary results on superconductivity within the DMFT approximation will be presented.

*US Dept. of Energy, Office of Science, Basic Energy Sciences, Materials Science and Engineering Division

Presenters

  • Jonathan Karp

    • Department of Applied Physics and Applied Math, Columbia University

Authors

  • Jonathan Karp

    • Department of Applied Physics and Applied Math, Columbia University
  • Manuel Zingl

    • Center For Computational Quantum Physics, Flatiron Institute
  • Antia S. Botana

    • Arizona State Univ
    • Arizona State University
    • Department of Physics, Arizona State Univ
    • Department of Physics, Arizona State University
  • Michael Norman

    • Argonne Natl Lab
    • Materials Science Division, Argonne National Laboratory
    • Materials Science Division, Argonne National Lab
  • Andrew Millis

    • Columbia Univ
    • Center for Computational Quantum Physics, The Flatiron Institute
    • Columbia University
    • Physics, Columbia University
    • Department of Physics, Columbia University
    • Center for Computational Quantum Physics, Flatiron Institute
    • Department of Physics, Columbia University, Center for Computational Quantum Physics, Flatiron Institute
    • Physics/CCQ, Columbia University and Flatiron Institute