3D XY Universality and Nonlinear magnetic susceptibility in a kagome ice compound
Kan Zhao, Hao Deng, Hua Chen, Nvsen Ma, Noah Oefele, Jiesen Guo, Xueling Cui, Chen Tang, Matthias J. Gutmann, Thomas Mueller, Yixi Su, Vladimir Hutanu, Changqing Jin, Philipp Gegenwart

TL;DR
This study reveals a new 3D XY phase transition and hysteretic nonlinear magnetic response in kagome spin ice HoAgGe, highlighting complex symmetry breaking and magnetic charge fluctuations.
Contribution
It uncovers a novel hierarchy of symmetry breaking and a unique TRS-breaking phase with hysteresis in kagome spin ice, supported by neutron scattering and Monte Carlo simulations.
Findings
Identified a 3D XY phase transition into the ground state.
Discovered hysteretic nonlinear magnetic susceptibility linked to kagome ice rule.
Mapped the unconventional ordering sequence with fluctuating magnetic charges.
Abstract
Kagome spin ice is an intriguing class of spin systems constituted by in-plane Ising spins with ferromagnetic interaction residing on the kagome lattice, theoretically predicted to host a plethora of magnetic transitions and excitations. In particular, different variants of kagome spin ice models can exhibit different sequences of symmetry breaking upon cooling from the paramagnetic to the fully ordered ground state. Recently, it has been demonstrated that the frustrated intermetallic HoAgGe stands as a faithful solid-state realization of kagome spin ice. Here we use single crystal neutron diffuse scattering to map the spin ordering of HoAgGe at various temperatures more accurately and surprisingly find that the ordering sequence appears to be different from previously known scenarios: From the paramagnetic state, the system first enters a partially ordered state with fluctuating…
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