Magnetization Plateaus in the Spin-Orbit Coupled Bilayer Triangular Lattice Antiferromagnet Rb2Co2(SeO3)3
Shengzhi Zhang, Gabriel Silva Freitas, Vivien S. Zapf, Minseong Lee, Wonjune Choi, Shi-Zeng Lin, Tong Chen, Collin Broholm, Xianghan Xu, Robert J. Cava, Eun Sang Choi

TL;DR
This study reveals multiple magnetization plateaus in the spin-orbit coupled bilayer triangular antiferromagnet Rb2Co2(SeO3)3, driven by anisotropic exchange interactions that break U(1) symmetry, highlighting the role of spin-orbit coupling in stabilizing quantum magnetic phases.
Contribution
It demonstrates that spin-orbit-driven anisotropy is crucial for the emergence of the full hierarchy of magnetization plateaus in Rb2Co2(SeO3)3, a mechanism previously overlooked.
Findings
Multiple magnetization plateaus observed at specific fractions of saturation magnetization.
Broken U(1) symmetry indicated by finite slope of plateaus and absence of zero-field gap.
Anisotropic exchange from spin-orbit coupling stabilizes the plateau hierarchy.
Abstract
Geometric frustration among competing spin exchanges can give rise to novel quantum phases by enhancing fluctuations that drive magnetic systems beyond the classical regime. We investigate the frustrated array of strongly correlated spin dimers in the bilayer triangular lattice antiferromagnet \rcs{} under applied magnetic fields. A cascade of magnetization plateaus appears at \(M/M_s = 1/3, 1/2, 2/3,\) and \(5/6\), together with a weak anomalous feature near \(M/M_s = 1/6\), in fields up to 60 T. Concurrent changes in magneto-dielectric response follows the plateau boundaries. The finite slope of each plateau and the absence of a zero-field gap in our ultralow-temperature ac susceptibility down to 20 mK indicate broken \(U(1)\) spin-rotation symmetry. A minimal bilayer-dimer model treated with bond operator representation reproduces the low-field sequence only when \(U(1)\) symmetry is…
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Taxonomy
TopicsPhysics of Superconductivity and Magnetism · Advanced Condensed Matter Physics · Topological Materials and Phenomena
