Magnetoelastic honeycomb fragmentation in VI$_{3}$
Enlin Shen, Tiberiu I. Popescu, Nishwal Gora, Guratinder Kaur, Edmond Chan, Harry Lane, Jose A. Rodriguez-Rivera, Guangyong Xu, Peter M. Gehring, Russell A. Ewings, Andy N. Fitch, Chris Stock

TL;DR
This study reveals a structural transition in VI$_3$ that fragments its honeycomb lattice into two parts, driven by magnetoelastic coupling, affecting its magnetic properties and challenging previous assumptions about low-temperature phases.
Contribution
It identifies a structural transition from rhombohedral to triclinic symmetry in VI$_3$, leading to lattice fragmentation and new insights into magnetoelastic effects in 2D magnets.
Findings
Structural transition at T$_S$ ~ 80 K from R$ar{3}$ to triclinic symmetry.
Fragmentation of the honeycomb lattice into two interpenetrating planes.
Dominant magnetic exchange occurs only between symmetry-equivalent sites.
Abstract
The discovery of ordered magnetism in two-dimensional van der Waals materials at the monolayer limit challenges the Mermin-Wagner theorem, which forbids spontaneous breaking of continuous symmetries in two dimensions at finite temperatures. The persistence of static magnetism in low-dimensions is fundamentally influenced by magnetic anisotropy and the local single-ion crystalline electric field. Crucially, spin-orbit coupling connects the structural properties with spin degrees of freedom. We investigate the magnetic single-ion properties in the van der Waals magnet VI. Utilizing neutron and x-ray diffraction, we map out the symmetry breaking phase transitions and argue for a single structural transition at T 80 K, driven by an orbital degeneracy, followed by a ferromagnetic transition at a lower temperature, T 50 K. Through a comparative analysis of samples…
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Taxonomy
Topics2D Materials and Applications · Advanced Condensed Matter Physics · Topological Materials and Phenomena
