English

Strongly anisotropic electronic and magnetic structures in oxide dichlorides RuOCl$_2$ and OsOCl$_2$

Strongly Correlated Electrons 2022-05-16 v2

Abstract

Here, using density functional theory and density matrix renormalization group methods, we investigate the electronic and magnetic properties of RuOCl2_2 and OsOCl2_2 with d4d^4 electronic configurations. Different from a previous study using VOI2_2 with d1d^1 configuration, these systems with 4d44d^4 or 5d45d^4 do not exhibit a ferroelectric instability along the aa-axis. Due to the fully-occupied dxyd_{xy} orbital in RuOCl2_2 and OsOCl2_2, the Peierls instability distortion disappears along the bb-axis, leading to an undistorted Immm{\rm mmm} phase (No. 71). Furthermore, we observe strongly anisotropic electronic and magnetic structures along the aa-axis. The large crystal-field splitting energy (between dxz/yzd_{xz/yz} and dxyd_{xy} orbitals) and large hopping between nearest-neighbor Ru and Os atoms suppresses the spin-orbital effect in MMOCl2_2 (MM = Ru or Os) with electronic density n=4n = 4, resulting in a spin-1 system instead of a J=0J = 0 singlet ground state. Moreover, we find staggered antiferromagnetic order with π\pi wavevector along the MM-O chain direction (aa-axis) while the magnetic coupling along the bb-axis is weak. Based on Wannier functions from first-principles calculations, we calculated the relevant hopping amplitudes and crystal-field splitting energies of the t2gt_{2g} orbitals for the Os atoms to construct a multi-orbital Hubbard model for the MM-O chains. Staggered AFM with \uparrow-\downarrow-\uparrow-\downarrow spin structure dominates in our DMRG calculations, in agreement with DFT calculations.

Keywords

Cite

@article{arxiv.2203.00060,
  title  = {Strongly anisotropic electronic and magnetic structures in oxide dichlorides RuOCl$_2$ and OsOCl$_2$},
  author = {Yang Zhang and Ling-Fang Lin and Adriana Moreo and Thomas A. Maier and Gonzalo Alvarez and Elbio Dagotto},
  journal= {arXiv preprint arXiv:2203.00060},
  year   = {2022}
}

Comments

14 pages, 15 figures