Kitaev exchange in new Ruthenium-based honeycomb and triangular lattice compounds
ORAL
Abstract
In the hunt for the realization of the celebrated Kitaev spin liquid, the (arguably) closest realization so far has been α-RuCl3, which nevertheless orders with zigzag antiferromagnetic order.
In this ab-initio based study we consider new Ruthenium-based candidate materials: The honeycomb compounds RuBr3, RuI3 [1] and the triangular-lattice compound NaRuO2. Our computed magnetic models contain large Kitaev and bond-dependent Gamma exchange in all cases, but feature different ground states. We compare to recent experimental data, which do not find magnetic order for RuI3 and NaRuO2.
Aside from frustrated bilinear exchange, four-spin ring exchange on the triangular lattice is an established mechanism to suppress magnetic order. In the Kitaev-candidate Ruthenates, spin-orbit coupling is expected to turn also such higher-order exchanges strongly anisotropic. We therefore systematically study the effects of such new SU(2)-breaking ring exchanges and compute them explicitly for NaRuO2.
[1] Kaib et al., npj Quantum Materials 7, 75 (2022).
In this ab-initio based study we consider new Ruthenium-based candidate materials: The honeycomb compounds RuBr3, RuI3 [1] and the triangular-lattice compound NaRuO2. Our computed magnetic models contain large Kitaev and bond-dependent Gamma exchange in all cases, but feature different ground states. We compare to recent experimental data, which do not find magnetic order for RuI3 and NaRuO2.
Aside from frustrated bilinear exchange, four-spin ring exchange on the triangular lattice is an established mechanism to suppress magnetic order. In the Kitaev-candidate Ruthenates, spin-orbit coupling is expected to turn also such higher-order exchanges strongly anisotropic. We therefore systematically study the effects of such new SU(2)-breaking ring exchanges and compute them explicitly for NaRuO2.
[1] Kaib et al., npj Quantum Materials 7, 75 (2022).
*We gratefully acknowledge funding by the DFG (German research foundation): Project No. 411289067 (VA117/15-1) and TRR 288 – 422213477.
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Publication: Kaib et al., npj Quantum Materials 7, 75 (2022)
Razpopov et al., in preparation
Presenters
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David Kaib
- Goethe University Frankfurt