Abstract
Frustration-induced strong quantum fluctuations, spin correlations, and interplay between competing degrees of freedom are some of the key ingredients that underlie exotic states with fractional excitations in quantum materials. Rare-earth-based two-dimensional magnetic lattices possessing a crystal electric field, spin-orbit coupling, anisotropy, and electron correlation between rare-earth moments offer a new paradigm in this context. Herein, we present crystal structure, magnetic susceptibility, and specific heat results accompanied by crystal electric field calculations on polycrystalline samples of , in which ions form a perfect triangular lattice. The localized spins show neither long-range magnetic order nor spin-glass behavior down to 1.9 K in . Magnetization data reveal pseudospin degrees of freedom in the Kramers doublet state and a weak antiferromagnetic interaction between moments in the Yb variant. On the other hand, the effective moment was obtained from the Curie-Weiss fit of the low-temperature susceptibility data in , which suggests the admixture of higher-crystal-electric-field states with the ground state. The Curie-Weiss fit of low-temperature susceptibility data for the Er system unveils the presence of a bit stronger antiferromagnetic interaction between moments compared with its analog. does not show long-range magnetic order down to 500 mK. Furthermore, our crystal electric field calculations based on the thermodynamic data suggest the presence of a small gap between the ground and first excited Kramers doublets. The broad maximum around 4 K in the specific heat at zero field is attributed to the thermal population of the first crystal electric field excited state in .
- Received 18 October 2021
- Revised 9 June 2022
- Accepted 22 August 2022
DOI:https://doi.org/10.1103/PhysRevB.106.104408
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