Prediction of low-Z collinear and noncollinear antiferromagnetic compounds having momentum-dependent spin splitting even without spin-orbit coupling
Jan 15, 2021·
,,,·
0 min read
Linding Yuan
Zhi Wang
Jun-Wei Luo
Alex Zunger
Abstract
Recent study (Yuan et al., Phys. Rev. B 102, 014422 (2020)) revealed a
SOC-independent spin splitting and spin polarization effect induced by
antiferromagnetic ordering which do not necessarily require breaking of
inversion symmetry or the presence of SOC, hence can exist even in
centrosymmetric, low-Z light element compounds, considerably broadening
the material base for spin polarization. In the present work we develop
the magnetic symmetry conditions enabling such effect, dividing the 1651
magnetic space groups into 7 different spin splitting prototypes (SST-1
to SST-7). We use the “Inverse Design” approach of first formulating the
target property (here, spin splitting in low-Z compounds not restricted
to low symmetry structures), then derive the enabling physical design
principles to search realizable compounds that satisfy these a priori
design principles. This process uncovers 422 magnetic space groups (160
centrosymmetric and 262 non-centrosymmetric) that could hold AFM-induced,
SOC-independent spin splitting and spin polarization. We then search for
stable compounds following such enabling symmetries. We investigate the
electronic and spin structures of some selected prototype compounds by
density functional theory (DFT) and find spin textures that are different
than the traditional Rashba–Dresselhaus patterns. We provide the DFT
results for all antiferromagnetic spin splitting prototypes (SST-1 to
SST-4) and concentrate on revealing of the AFM-induced spin splitting
prototype (SST-4). The symmetry design principles along with their
transformation into an Inverse Design material search approach and DFT
verification could open the way to their experimental examination.
Type
Publication
Physical Review Materials 5, 014409 (2021) — Editors’ Suggestion

Authors
I develop predictive theories of condensed matter materials and propose them for experimentalists to make. My work pairs first-principles calculations with symmetry analysis to discover new classes of materials with interesting electronic and magnetic properties. Specific material class of interests include semicondcutors and ferroic materials. My recent interest extends to integrating these methods into agentic workflows to accelerate materials discovery.
I moved to Evanston in May 2023 to join the Rondinelli Group at Northwestern University as a research associate.