Kitaev-Heisenberg Hamiltonian for High-Spin $d^7$ Mott Insulators
Ryoya Sano, Yasuyuki Kato, Yukitoshi Motome

TL;DR
This paper explores high-spin $d^7$ Mott insulators as potential candidates for realizing Kitaev-type quantum spin liquids, extending the known models from low-spin $d^5$ systems and analyzing their effective spin interactions.
Contribution
It derives the effective Kitaev-Heisenberg model for high-spin $d^7$ systems using perturbation theory, revealing their potential to host quantum spin liquids with richer phase diagrams.
Findings
Kitaev interactions are ferromagnetic in $d^7$ systems.
Heisenberg interactions vary between ferromagnetic and antiferromagnetic depending on parameters.
Quantum spin liquid phases are present in both $d^7$ and $d^5$ cases, with $d^7$ showing more complex behavior.
Abstract
In the search for quantum spin liquids, candidate materials for the Kitaev model and its extensions have been intensively explored during the past decade, as the models realize the exact quantum spin liquids in the ground state. Thus far, insulating magnets in the low-spin electron configuration under the strong spin-orbit coupling have been studied for realizing the Kitaev-type bond-dependent anisotropic interactions between the spin-orbital entangled Kramers doublets. To extend the candidates, here we investigate the systems in a high-spin electron configuration, whose ground state is described by the spin-orbital entangled Kramers doublet. By the second- order perturbation in terms of the - and - hoppings, we show that the effective spin model possesses the anisotropic Kitaev interactions as well as the isotropic Heisenberg ones. While the…
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