Static and dynamic magnetic properties in two-dimensional Lieb-like lattice

The phase diagram and magnetization of a two-dimensional Lieb-like lattice consisting of mag-netic atoms with mixed spins 5/2, 3/2, and 2 were investigated based on the effective-field theory with correlations. They exhibited a compensation point below their phase transition tempera-tures, reentrant behavior, and depressed saturation magnetization within typical parameters of exchange couplings and anisotropies. In addition, the influence of a periodically oscillating magnetic field on the dynamic order parameters of a two-dimensional Lieb-like lattice is dis-cussed. These results can help further understand two-dimensional materials' static and dynamic magnetic properties.

Automated summary

The phase diagram and magnetization of a two-dimensional Lieb-like lattice consisting of magnetic atoms with mixed spins were investigated. The study revealed compensation points, reentrant behavior, and depressed saturation magnetization within typical parameters. Additionally, the influence of periodically oscillating magnetic field on the dynamic order parameters of the lattice was discussed. These findings are important for understanding the static and dynamic magnetic properties of two-dimensional materials.