We determine the phase diagram of a bilayer, Yao-Lee spin-orbital model with inter-layer interactions (J), for several stackings and moiré superlattices. For AA stacking, a gapped $$Z_2$$quantum spin liquid phase emerges at a finite Jc. We show that this phase survives in the well-controlled large-J limit, where an isotropic honeycomb toric code emerges. For moiré superlattices, a finite-q inter-layer hybridization is stabilized. This connects inequivalent Dirac points, effectively ‘untwisting’ the system. Our study thus provides insight into the spin-liquid phases of bilayer spin-orbital Kitaev materials.
%0 Journal Article
%1 nica2023kitaev
%A Nica, Emilian Marius
%A Akram, Muhammad
%A Vijayvargia, Aayush
%A Moessner, Roderich
%A Erten, Onur
%D 2023
%J npj Quantum Mater.
%K b
%N 1
%P 9--
%R 10.1038/s41535-023-00541-2
%T Kitaev spin-orbital bilayers and their moiré superlattices
%U https://doi.org/10.1038/s41535-023-00541-2
%V 8
%X We determine the phase diagram of a bilayer, Yao-Lee spin-orbital model with inter-layer interactions (J), for several stackings and moiré superlattices. For AA stacking, a gapped $$Z_2$$quantum spin liquid phase emerges at a finite Jc. We show that this phase survives in the well-controlled large-J limit, where an isotropic honeycomb toric code emerges. For moiré superlattices, a finite-q inter-layer hybridization is stabilized. This connects inequivalent Dirac points, effectively ‘untwisting’ the system. Our study thus provides insight into the spin-liquid phases of bilayer spin-orbital Kitaev materials.
@article{nica2023kitaev,
abstract = {We determine the phase diagram of a bilayer, Yao-Lee spin-orbital model with inter-layer interactions (J), for several stackings and moiré superlattices. For AA stacking, a gapped $${{\mathbb{Z}}}_{2}$$quantum spin liquid phase emerges at a finite Jc. We show that this phase survives in the well-controlled large-J limit, where an isotropic honeycomb toric code emerges. For moiré superlattices, a finite-q inter-layer hybridization is stabilized. This connects inequivalent Dirac points, effectively ‘untwisting’ the system. Our study thus provides insight into the spin-liquid phases of bilayer spin-orbital Kitaev materials.},
added-at = {2023-11-22T17:19:58.000+0100},
author = {Nica, Emilian Marius and Akram, Muhammad and Vijayvargia, Aayush and Moessner, Roderich and Erten, Onur},
biburl = {https://www.bibsonomy.org/bibtex/24234d8a22d3c349d2e40da0b51910c25/ctqmat},
day = 15,
doi = {10.1038/s41535-023-00541-2},
interhash = {bdffe4e21c9cbe278ac1d68dc1be3295},
intrahash = {4234d8a22d3c349d2e40da0b51910c25},
issn = {23974648},
journal = {npj Quantum Mater.},
keywords = {b},
month = {02},
number = 1,
pages = {9--},
refid = {Nica2023},
timestamp = {2023-11-22T17:19:58.000+0100},
title = {Kitaev spin-orbital bilayers and their moiré superlattices},
url = {https://doi.org/10.1038/s41535-023-00541-2},
volume = 8,
year = 2023
}