Cube-shape diffuse scattering and the ground state of $\mathrm{BaMg}_{1/3}\mathrm{Ta}_{2/3} \mathrm{O}_3$
A. Cervellino, S.N. Gvasaliya, B. Roessli, G.M. Rotaru, R.A. Cowley,, S.G. Lushnikov, T.A. Shaplygina, A. Bossak, D. Chernyshov

TL;DR
This study reveals unusual cube-shaped diffuse scattering in BaMg$_{1/3}$Ta$_{2/3}$O$_3$, linked to partial B-site occupancy correlations, showing power-law decay and suggesting a metastable, kinetically locked ground state.
Contribution
It uncovers a novel diffuse scattering pattern in a cubic perovskite and links it to partial occupancy correlations, expanding understanding of complex ordering phenomena.
Findings
Diffuse scattering forms cube-like objects in reciprocal space.
Power-law decay of correlations indicates non-short-range order.
Monte Carlo simulations reproduce observed diffuse scattering.
Abstract
A quite unusual diffuse scattering phenomenology was observed in the single-crystal X-ray diffraction pattern of cubic perovskite BMT (). The intensity of the scattering is parametrized as a set of cube-like objects located at the centers of reciprocal space unit cells, resembling very broad and cubic-shaped (1/2,1/2,1/2)-satellites. BMT belongs to perovskites of formula ABBO (A=Mg, BTa, BMg). The cubes of the intensity can be attributed to the partial correlations of the occupancies of the B site. The pair correlation function is the Fourier transform of the diffuse scattering intensity and the latter's idealized form yields the unusual property of a power-law correlation decay with distance. Up to now this is observed only in a few exotic instances of magnetic order or nematic crystals. Therefore it…
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