Phase equilibria in the YFeO3 – YСoO3 system in air

YFe1-xСоxO3 solid solutions were prepared by glycerol-nitrate technique. The homogeneity range of solid solutions was studied within the temperature range 1173 – 1573 K. A continues series of solid solution below the decomposition temperature of YСоO3, which was shown to be equal to 1266 ± 6 K, begi...

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Autores principales: A. V. Bryuzgina, A. S. Urusova, I. L. Ivanov, V. A. Cherepanov
Formato: article
Lenguaje:EN
RU
Publicado: Uralʹskij federalʹnyj universitet imeni pervogo Prezidenta Rossii B.N. Elʹcina 2021
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Acceso en línea:https://doaj.org/article/26a0cbd44240415d97791359ade2e6d0
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spelling oai:doaj.org-article:26a0cbd44240415d97791359ade2e6d02021-12-01T05:53:11ZPhase equilibria in the YFeO3 – YСoO3 system in air2411-141410.15826/chimtech.2021.8.1.08https://doaj.org/article/26a0cbd44240415d97791359ade2e6d02021-04-01T00:00:00Zhttps://journals.urfu.ru/index.php/chimtech/article/view/5031https://doaj.org/toc/2411-1414YFe1-xСоxO3 solid solutions were prepared by glycerol-nitrate technique. The homogeneity range of solid solutions was studied within the temperature range 1173 – 1573 K. A continues series of solid solution below the decomposition temperature of YСоO3, which was shown to be equal to 1266 ± 6 K, begins to narrow at higher temperatures and becomes equal to 0 ≤ x ≤ 0.1 at 1573 K. The phase diagram of the YFeO3 – YСoO3 system in the “T – composition” coordinates was divided into three fields. Similar to the parent ternary oxides, all single-phase YFe1-xСоxO3 solid solutions possess orthorhombically distorted perovskite structure (Pnma space group). Unusual behavior of orthorhombic distortions in YFe1-xСоxO3 with temperature was explained by probable changes in spin state of Co3+ ions.A. V. BryuzginaA. S. UrusovaI. L. IvanovV. A. CherepanovUralʹskij federalʹnyj universitet imeni pervogo Prezidenta Rossii B.N. Elʹcina articlesolid solutionsperovskite crystal structurephase diagramChemistryQD1-999ENRUChimica Techno Acta, Vol 8, Iss 1 (2021)
institution DOAJ
collection DOAJ
language EN
RU
topic solid solutions
perovskite crystal structure
phase diagram
Chemistry
QD1-999
spellingShingle solid solutions
perovskite crystal structure
phase diagram
Chemistry
QD1-999
A. V. Bryuzgina
A. S. Urusova
I. L. Ivanov
V. A. Cherepanov
Phase equilibria in the YFeO3 – YСoO3 system in air
description YFe1-xСоxO3 solid solutions were prepared by glycerol-nitrate technique. The homogeneity range of solid solutions was studied within the temperature range 1173 – 1573 K. A continues series of solid solution below the decomposition temperature of YСоO3, which was shown to be equal to 1266 ± 6 K, begins to narrow at higher temperatures and becomes equal to 0 ≤ x ≤ 0.1 at 1573 K. The phase diagram of the YFeO3 – YСoO3 system in the “T – composition” coordinates was divided into three fields. Similar to the parent ternary oxides, all single-phase YFe1-xСоxO3 solid solutions possess orthorhombically distorted perovskite structure (Pnma space group). Unusual behavior of orthorhombic distortions in YFe1-xСоxO3 with temperature was explained by probable changes in spin state of Co3+ ions.
format article
author A. V. Bryuzgina
A. S. Urusova
I. L. Ivanov
V. A. Cherepanov
author_facet A. V. Bryuzgina
A. S. Urusova
I. L. Ivanov
V. A. Cherepanov
author_sort A. V. Bryuzgina
title Phase equilibria in the YFeO3 – YСoO3 system in air
title_short Phase equilibria in the YFeO3 – YСoO3 system in air
title_full Phase equilibria in the YFeO3 – YСoO3 system in air
title_fullStr Phase equilibria in the YFeO3 – YСoO3 system in air
title_full_unstemmed Phase equilibria in the YFeO3 – YСoO3 system in air
title_sort phase equilibria in the yfeo3 – yсoo3 system in air
publisher Uralʹskij federalʹnyj universitet imeni pervogo Prezidenta Rossii B.N. Elʹcina
publishDate 2021
url https://doaj.org/article/26a0cbd44240415d97791359ade2e6d0
work_keys_str_mv AT avbryuzgina phaseequilibriaintheyfeo3ysoo3systeminair
AT asurusova phaseequilibriaintheyfeo3ysoo3systeminair
AT ilivanov phaseequilibriaintheyfeo3ysoo3systeminair
AT vacherepanov phaseequilibriaintheyfeo3ysoo3systeminair
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