Finite-Temperature ab initio Structural Optimization of the Bilayer Nickelate Superconductor La<sub>3</sub>Ni<sub>2</sub>O<sub>7</sub>

ORAL

Abstract

La3Ni2O7 is a recently discovered high-temperature superconductor with a critical temperature of 80~K under high pressure [1]. The superconducting phase is accompanied by a structural phase transition involving symmetry breaking, making the understanding of temperature and pressure dependence of the crystal structure essential for elucidating the mechanisms of superconductivity in nickelate systems.



However, determining the precise symmetry of La3Ni2O7 under extreme conditions—such as high pressure and low temperature—remains experimentally challenging. Consequently, a comprehensive and reliable temperature-pressure phase diagram has yet to be established.



In this study, we present the temperature-pressure phase diagram of La3Ni2O7 constructed using first-principles calculations. For the phase diagram calculations, structural optimization within a finite temperature range was performed based on self-consistent phonon (SCP) theory [2]. This method has been reported to reproduce the structural phase transition in BaTiO3 [3], and if it enables prediction of the crystal structure of this material, it is expected to provide guidance for material design in similar systems in the future.



Furthermore, due to the high computational cost associated with the large number of atoms in this material's structure optimization, we also worked on improving the optimization method. We implemented the GDIIS (Geometry optimization using Direct Inversion in the Iterative Subspace) method [4], which is expected to accelerate convergence. We also discuss the changes in computational time between the conventional Newton method search and the newly implemented method.

[1] H. Sun, et al. Nature 621, 493 (2023).

[2] T. Tadano, et al. Condens. Matter, 26, 225402 (2014).

[3] R. Masuki, et al. Phys. Rev. B, 106, 224104 (2022).

[4] Ö. Farkas and H. B. Schlegel, Phys. Chem. Chem. Phys, 4, 11-15 (2002).

*This work is supported by Grant-in-Aid for Scientific Research from JSPS, KAKENHI Grant No. 25H01246, No. 25H01252, No. 24H00190, JST K-Program JPMJKP25Z7, JST-PRESTO JPMJPR23J6, RIKEN TRIP initiative (RIKEN Quantum, Advanced General Intelligence for Science Program, Many-body Electron Systems).

Publication: In preparation.

Presenters

  • Ryoma Asai

    • Univ of Tokyo

Authors

  • Ryoma Asai

    • Univ of Tokyo
  • Ryotaro Arita

    • Univ of Tokyo
    • The University of Tokyo, RIKEN CEMS
    • University of Tokyo
  • Takumi Chida

    • Univ of Tokyo
  • Ryota Masuki

    • Univ of Tokyo
  • Kazuhiko Kuroki

    • Osaka University
    • The University of Osaka
  • Terumasa Tadano

    • National Institute for Materials Science