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Na(3)Co(2)(As(0.52)P(0.48))O(4)(As(0.95)P(0.05))(2)O(7)
The title compound, trisodium dicobalt(II) (arsenate/phosphate) (diarsenate/diphosphate), was prepared by a solid-state reaction. It is isostructural with Na(3)Co(2)AsO(4)As(2)O(7). The framework shows the presence of CoX2(2)O(12) (X2 is statistically disordered with As(0.95)P(0.05)) units formed by...
Autores principales: | , , , |
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Formato: | Online Artículo Texto |
Lenguaje: | English |
Publicado: |
International Union of Crystallography
2013
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Materias: | |
Acceso en línea: | https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3884975/ https://www.ncbi.nlm.nih.gov/pubmed/24454150 http://dx.doi.org/10.1107/S1600536813032029 |
Sumario: | The title compound, trisodium dicobalt(II) (arsenate/phosphate) (diarsenate/diphosphate), was prepared by a solid-state reaction. It is isostructural with Na(3)Co(2)AsO(4)As(2)O(7). The framework shows the presence of CoX2(2)O(12) (X2 is statistically disordered with As(0.95)P(0.05)) units formed by sharing corners between Co1O(6) octahedra and X2(2)O(7) groups. These units form layers perpendicular to [010]. Co2O(6) octahedra and X1O(4) (X1 = As(0.54)P(0.46)) tetrahedra form Co2X1O(8) chains parallel to [001]. Cohesion between layers and chains is ensured by the X2(2)O(7) groups, giving rise to a three-dimensional framework with broad tunnels, running along the a- and c-axis directions, in which the Na(+) ions reside. The two Co(2+) cations, the X1 site and three of the seven O atoms lie on special positions, with site symmetries 2 and m for the Co, m for the X1, and 2 and m (× 2) for the O sites. One of two Na atoms is disordered over three special positions [occupancy ratios 0.877 (10):0.110 (13):0.066 (9)] and the other is in a general position with full occupancy. A comparison between structures such as K(2)CdP(2)O(7), α-NaTiP(2)O(7) and K(2)MoO(2)P(2)O(7) is made. The proposed structural model is supported by charge-distribution (CHARDI) analysis and bond-valence-sum (BVS) calculations. The distortion of the coordination polyhedra is analyzed by means of the effective coordination number. |
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