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Crystal structure of a modulated composite structure with two subsystems: Ba1.1064CoO3

Identifieur interne : 000285 ( France/Analysis ); précédent : 000284; suivant : 000286

Crystal structure of a modulated composite structure with two subsystems: Ba1.1064CoO3

Auteurs : A. El Abed [France] ; S. E. Elqebbaj [Maroc] ; M. Zakhour [France] ; M. Champeaux [France] ; J. M. Perez-Mato [Espagne] ; J. Darriet [France]

Source :

RBID : Pascal:02-0047212

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English descriptors

Abstract

The structure of Ba1.1064CoO3 has been solved in the (3+1)-dimensional formalism. The structure is described as a modulated chain composite with two subsystems, [CoO3] and [Ba], respectively. The superspace group is R-3m(00γ)0s with a = 9.8842(20) Å, c = 2.4785(12) Å, and q = 0.5532(4) c* (Z = 3). A saw-tooth function was used to model both the occupational and displacive modulations. Each atomic saw-tooth function is defined by its center x4 along the fourth dimension, its width (A), and the maximum amplitude of the displacive modulation (δ). The paper describes how, as a first approximation, the columns (CoO3) can be mainly described by a single free parameter, based on the height difference of the trigonal prisms and octahedra that constitute the transition metal chains. As a result, this superspace formalism requires only a small number of variables to be refined, compared to the conventional superstructure description.


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Pascal:02-0047212

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<title xml:lang="en" level="a">Crystal structure of a modulated composite structure with two subsystems: Ba
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CoO
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<keywords scheme="KwdEn" xml:lang="en">
<term>Barium oxides</term>
<term>Cobalt oxides</term>
<term>Crystal structure</term>
<term>Experimental study</term>
<term>Incommensurate phases</term>
<term>Modulated materials</term>
<term>Perovskites</term>
<term>Structure resolution</term>
<term>Superspace</term>
<term>Superstructure</term>
<term>XRD</term>
</keywords>
<keywords scheme="Pascal" xml:lang="fr">
<term>Etude expérimentale</term>
<term>Diffraction RX</term>
<term>Résolution structurale</term>
<term>Superespace</term>
<term>Structure cristalline</term>
<term>Matériau modulé</term>
<term>Surstructure</term>
<term>Phase incommensurable</term>
<term>Baryum oxyde</term>
<term>Cobalt oxyde</term>
<term>Perovskites</term>
<term>6144F</term>
<term>6166F</term>
<term>Ba1,1064CoO3</term>
<term>Ba Co O</term>
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<front>
<div type="abstract" xml:lang="en">The structure of Ba
<sub>1.1064</sub>
CoO
<sub>3</sub>
has been solved in the (3+1)-dimensional formalism. The structure is described as a modulated chain composite with two subsystems, [CoO
<sub>3</sub>
] and [Ba], respectively. The superspace group is R-3m(00γ)0s with a = 9.8842(20) Å, c = 2.4785(12) Å, and q = 0.5532(4) c
<sup>*</sup>
(Z = 3). A saw-tooth function was used to model both the occupational and displacive modulations. Each atomic saw-tooth function is defined by its center x
<sub>4</sub>
along the fourth dimension, its width (A), and the maximum amplitude of the displacive modulation (δ). The paper describes how, as a first approximation, the columns (CoO
<sub>3</sub>
) can be mainly described by a single free parameter, based on the height difference of the trigonal prisms and octahedra that constitute the transition metal chains. As a result, this superspace formalism requires only a small number of variables to be refined, compared to the conventional superstructure description.</div>
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   |texte=   Crystal structure of a modulated composite structure with two subsystems: Ba1.1064CoO3
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