Asymmetric Ferromagnetic Criticality in Pyrochlore Ferromagnet LuVO
arXiv:1902.07924 · doi:10.1016/j.scib.2019.06.025
Abstract
Critical phenomenon at the phase transition reveals the universal and long-distance properties of the criticality. We study the ferromagnetic criticality of the pyrochlore magnet LuVO at the ferromagnetic transition from the isotherms of magnetization via an iteration process and the Kouvel-Fisher method. The critical exponents associated with the transition are determined as , , and . The validity of these critical exponents is further verified by scaling all the data in the vicinity of onto two universal curves in the plot of versus , where . The obtained and values show asymmetric behaviors on the and the sides, and are consistent with the predicted values of 3D Ising and cubic universality classes, respectively. This makes LuVO a rare example in which the critical behaviors associated with a ferromagnetic transition belong to different universality classes. We describe the observed criticality from the Ginzburg-Landau theory with the quartic cubic anisotropy that microscopically originates from the anti-symmetric Dzyaloshinskii-Moriya interaction as revealed by recent magnon thermal Hall effect and theoretical investigations.
arXiv comment6 pages, 4 figures, submit on the behalf of Dr. J-G Cheng. First two authors contributed equally
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- Negative thermal expansion and itinerant ferromagnetism in MnFeSi
- Angle-dependent planar thermal Hall effect by quasi-ballistic phonons in black phosphorus
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