Strong influence of nonmagnetic ligands on the momentum-dependent spin splitting in antiferromagnets
Abstract
Recent studies have shown that the non-relativistic antiferromagnetic
ordering could generate momentum-dependent spin splitting analogous to the
Rashba effect, but free from the requirement of relativistic spin–orbit
coupling. Whereas the classification of such compounds can be illustrated
by different spin-splitting prototypes (SSTs) from symmetry analysis and
density functional theory calculations, the significant variation in
bonding and structure of these diverse compounds representing different
SSTs clouds the issue of how much of the variation in spin splitting can
be traced back to the symmetry-defined characteristics, rather to the
underlining chemical and structural diversity. The alternative model
Hamiltonian approaches do not confront the issues of chemical and
structural complexity, but often consider only the magnetic sublattice,
dealing with the all-important effects of the non-magnetic ligands via
renormalizing the interactions between the magnetic sites. To this end we
constructed a “DFT model Hamiltonian” that allows us to study SSTs at
approximate “constant chemistry”, while retaining the realistic atomic
scale structure including ligands. This is accomplished by using a single,
universal magnetic skeletal lattice (Ni²⁺ ions in Rocksalt NiO) and
designing small displacements of the non-magnetic (oxygen) sublattice
which produce, by design, the different SSTs magnetic symmetries. We show
that (i) even similar crystal structures having very similar band
structures can lead to contrasting behavior of spin splitting vs.
momentum, and (ii) even subtle deformations of the non-magnetic ligand
sublattice could cause a giant spin splitting in AFM-induced SST. This is
a paradigm shift relative to the convention of modeling magnets without
considering the non-magnetic ligand that mediate indirect magnetic
interaction (e.g., super exchange).
Type
Publication
Physical Review B 103, 224410 (2021)

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.