Noncoplanar magnetic orders and gapless chiral spin liquid on the kagome lattice with staggered scalar spin chirality
arXiv:2112.03327 · doi:10.21468/SciPostPhys.13.3.050
Abstract
Chiral three-spin interactions can suppress long-range magnetic order and stabilize quantum spin liquid states in frustrated lattices. We study a spin-1/2 model on the kagome lattice involving a staggered three-spin interaction in addition to Heisenberg exchange couplings on nearest-neighbor bonds and across the diagonals of the hexagons. We explore the phase diagram using a combination of a classical approach, parton mean-field theory, and variational Monte Carlo methods. We obtain a variety of noncoplanar magnetic orders, including a phase that interpolates between cuboc-1 and cuboc-2 states. In the regime of dominant , we find a classically disordered region and argue that it may harbor a gapless chiral spin liquid with a spinon Fermi surface. Our results show that the competition between the staggered three-spin interaction and Heisenberg exchange interactions gives rise to unusual ground states of spin systems.
Final version submitted to SciPost. New appendix about the nature of the classical ground state degeneracy
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- Partial magnetic order in kagome spin ice
- Majorana Fermi surface state in a network of quantum spin chains
- Kitaev Meets Affleck-Kennedy-Lieb-Tasaki: Competing Quantum Disorder in Spin-3/2 Honeycomb Systems
- The magnetization process of classical Heisenberg magnets with non-coplanar cuboc ground states