First-principles study of bulk stacking, J eff picture, magnetic Hamiltonian, g factors, and structural distortions of α-RuCl3

Abstract

α-RuCl3 is a candidate Kitaev material that exhibits zigzag antiferromagnetic ordering below 7 K. One contentious issue regarding this material is its bulk structure in the low-temperature phase. Recently, it has become generally accepted from experiments that the low- and high-temperature structures belong to the R3 and C2/m space groups, respectively. However, there was no theoretical study supporting the R3-type structure as the low-temperature structure. In this study, we use constrained density functional theory to show that the R3 structure is lower in energy than the C2/m structure, in agreement with experimental observations. Then, we show that the conduction band minimum states are almost of the Jeff=1/2 and meff=-1/2 character, if we set the angular momentum quantization axis to be parallel to the N\'eel vector; this is the first analysis of the Jeff picture for α-RuCl3 from this perspective. In addition, we compute the anisotropic magnetic exchange parameters and g factors of monolayer α-RuCl3, thereby providing a comprehensive understanding of its magnetism. Our results demonstrate that both second-nearest-neighbor exchange interactions and magnetic moments not captured by the conventional atomic orbital projection method are necessary for accurate description of the magnetism in α-RuCl3. Moreover, the calculated g factors are in fairly good agreement with experimental measurements, especially the small anisotropy between their in-plane and out-of-plane components. Finally, we examine the effects of structural distortions from a perfect RuCl6 octahedron, already present in bulk α-RuCl3 without any external perturbation, on the magnetic properties. (The abstract is cut here due to the word limit; see the pdf file for the full abstract.)

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