1. Lattice disorder effect on magnetic ordering of iron arsenides
- Author
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David S. Parker, Li Li, Yaohua Liu, Xiaoping Wang, Athena S. Sefat, Qiang Zou, Yogesh K. Vohra, Mimgming Fu, Zheng Gai, and Kalaiselvan Ganesan
- Subjects
Materials science ,Strong interaction ,FOS: Physical sciences ,lcsh:Medicine ,02 engineering and technology ,Crystal structure ,01 natural sciences ,Article ,Arsenide ,Superconductivity (cond-mat.supr-con) ,Crystal ,Condensed Matter - Strongly Correlated Electrons ,chemistry.chemical_compound ,Lattice (order) ,Mesoscale and Nanoscale Physics (cond-mat.mes-hall) ,0103 physical sciences ,lcsh:Science ,Condensed-matter physics ,010306 general physics ,Superconductivity ,Multidisciplinary ,Strongly Correlated Electrons (cond-mat.str-el) ,Condensed Matter - Mesoscale and Nanoscale Physics ,Condensed matter physics ,Condensed Matter - Superconductivity ,lcsh:R ,021001 nanoscience & nanotechnology ,Inductive coupling ,chemistry ,lcsh:Q ,0210 nano-technology ,Néel temperature - Abstract
This study investigates the changes of magnetic ordering temperature via nano- and mesoscale structural features in an iron arsenide. Although magnetic ground states in quantum materials can be theoretically predicted from known crystal structures and chemical compositions, the ordering temperature is harder to pinpoint due to such local lattice variations. In this work we find surprisingly that a locally disordered material can exhibit a significantly larger Neel temperature (TN) than an ordered material of precisely the same chemical stoichiometry. Here, a EuFe2As2 crystal, which is a 122 parent of iron arsenide superconductors, is found through synthesis to have ordering below TN = 195 K (for the disordered crystal) or TN = 175 K (for the ordered crystal). In the higher TN crystals, there are shorter planar Fe-Fe bonds [2.7692(2) A vs. 2.7745(3) A], a randomized in-plane defect structure, and diffuse scattering along the [00L] crystallographic direction that manifests as a rather broad specific heat peak. For the lower TN crystals, the a-lattice parameter is larger and the in-plane microscopic structure shows defect ordering along the antiphase boundaries, giving a larger TN and a higher superconducting temperature (Tc) upon the application of pressure. First principles calculations find a strong interaction between c-axis strain and interlayer magnetic coupling, but little impact of planar strain on the magnetic order. Neutron single-crystal diffraction shows that the low-temperature magnetic phase transition due to localized Eu moments is not lattice or disorder sensitive, unlike the higher-temperature Fe sublattice ordering. This study demonstrates a higher magnetic ordering point arising from local disorder in 122., 4 main figures
- Published
- 2019