Classification of quantum phases for the star-lattice antiferromagnet via a projective symmetry group analysis
Ting-Pong Choy, Yong Baek Kim

TL;DR
This paper investigates quantum ground states of the star-lattice antiferromagnet, identifying two gapped Z2 spin liquid phases using a projective symmetry group analysis, which could inform understanding of related magnetic materials.
Contribution
It introduces a classification of possible quantum spin liquid phases on the star lattice using PSG analysis and large-N mean field theory, highlighting two distinct gapped Z2 phases with potential experimental relevance.
Findings
Two distinct gapped Z2 spin liquid phases identified
The lower-energy spin liquid phase is stabilized at higher spin magnitudes
Magnetic ordering patterns from spinon condensation are determined
Abstract
We study possible quantum ground states of the Heisenberg antiferromagnet on the star lattice, which may be realized in the recently discovered polymeric Iron Acetate, Fe(-O)(-OAc)(HO)[Fe(-O)(-OAc)] 7HO. Even though the Fe moment in this material carries spin-5/2 and the system eventually orders magnetically at low temperatures, the magnetic ordering temperature is much lower than the estimated Curie-Weiss temperature, revealing the frustrated nature of the spin interactions. Anticipating that a lower spin analog of this material may be synthesized in future, we investigate the effect of quantum fluctuations on the star-lattice antiferromagnet using a large- Sp() mean field theory and a projective symmetry group analysis for possible bosonic quantum spin liquid phases. It is found that there exist only…
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Taxonomy
TopicsPhysics of Superconductivity and Magnetism · Advanced Condensed Matter Physics · Phonetics and Phonology Research
