Proximate Dirac spin liquid in honeycomb lattice - XXZ model: Numerical study and application to cobaltates
arXiv:2212.13271 · doi:10.1103/PhysRevB.108.174422
Abstract
Recent theoretical and experimental work suggest that the honeycomb cobaltates, initially proposed as candidate Kitaev quantum magnets, are in fact described by a pseudospin- easy-plane spin Hamiltonian with nearest neighbor ferromagnetic (FM) exchange being frustrated by antiferromagnetic third-neighbor exchange and weaker compass anisotropies. Using exact diagonalization and density-matrix renormalization group (DMRG) calculations, we show that this model exhibits FM order at small and zig-zag (ZZ) order at large , separated by an intermediate phase, which we label as . This phase is shown to exhibit spin-liquid-like correlations in DMRG, although we cannot preclude weak broken symmetries, e.g. weak Ising type Néel order, given the limits on our explored system sizes. Using a modified parton mean field theory and variational Monte Carlo on Gutzwiller projected wavefunctions, we show that the optimal FM and ZZ orders as well as the intermediate state are proximate to a `parent' Dirac spin liquid (SL). This Dirac SL is shown to capture the broad continuum in the temperature and magnetic field dependent terahertz spectroscopy of BaCo(AsO), and the reported low temperature metallic thermal conductivity in NaCoTeO and BaCo(AsO) upon incorporating disorder induced broadening.
Final PRB version - 13 pages, 11 figures. Special thanks to Federico Becca, Sasha Chernyshev, Martin Klanjsek
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- The Saga of -RuCl: Parameters, Models, and Phase Diagrams
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- Scaling behavior and giant field-enhancement of the thermal conductivity in the honeycomb antiferromagnet BaCo2(AsO4)2
- Demystifying quantum escapism on the honeycomb lattice
- Stabilization of zigzag order in NiPS via positive biquadratic interaction