Quantum paramagnetism and magnetization plateaus in a kagome-honeycomb Heisenberg antiferromagnet
arXiv:2102.12291 · doi:10.1103/PhysRevB.104.094416
Abstract
A spin-1/2 Heisenberg model on honeycomb lattice is investigated by doing triplon analysis and quantum Monte Carlo calculations. This model, inspired by Cu(pymca)(ClO), has three different antiferromagnetic exchange interactions (, , ) on three different sets of nearest-neighbour bonds which form a kagome superlattice. While the model is bipartite and unfrustrated, its quantum phase diagram is found to be dominated by a quantum paramagnetic phase that is best described as a spin-gapped hexagonal-singlet state. The Néel antiferromagnetic order survives only in a small region around . The magnetization produced by external magnetic field is found to exhibit plateaus at 1/3 and 2/3 of the saturation value, or at 1/3 alone, or no plateaus. Notably, the plateaus exist only inside a bounded region within the hexagonal-singlet phase. This study provides a clear understanding of the spin-gapped behaviour and magnetization plateaus observed in Cu(pymca)(ClO), and also predicts the possible disappearance of 2/3 plateau under pressure.
16 pages, 14 figures
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- Magnetic structure, excitations and field induced transitions in the honeycomb lattice
- Magnetic excitations from the hexagonal spin clusters in the S = 1/2 distorted honeycomb lattice antiferromagnet Cu2(pymca)3(ClO4)