Angular anisotropy landscape of vortex ensembles in polarized small-angle neutron scattering
Michael P. Adams, Elizabeth M. Jefremovas, and Andreas Michels

TL;DR
This paper classifies the symmetry and anisotropy patterns in polarized small-angle neutron scattering from nanoparticle vortex ensembles, providing a robust analytical framework for interpreting experimental data.
Contribution
It introduces a symmetry-resolved classification scheme for vortex-induced scattering patterns, based on a linear vortex model and analytical expressions, applicable to experimental data interpretation.
Findings
Four distinct symmetry regimes identified in scattering patterns.
Analytical boundaries for symmetry regimes derived.
Robustness of symmetry regions confirmed with nonlinear vortex profiles.
Abstract
We present a symmetry-resolved classification of two-dimensional spin-flip small-angle neutron scattering (SANS) patterns arising from dilute ensembles of spherical nanoparticles hosting magnetic vortex states. Based on a linear vortex ansatz with an axially symmetric distribution of vortex axes and the corresponding analytical expression for the orientationally averaged spin-flip SANS cross section, we show that the angular scattering patterns organize into four distinct symmetry regimes: a four-fold anisotropy corresponding to coherent field-aligned magnetization, vertical and horizontal two-fold anisotropies associated with aligned and isotropically distributed vortex ensembles, and an isotropic ring-like condition separating the two two-fold regimes. The corresponding symmetry boundaries are obtained analytically and define a compact symmetry landscape in the parameter space of…
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