Skip to content
Licensed Unlicensed Requires Authentication Published by De Gruyter (O) July 28, 2010

High-resolution electron microscopy of a modulated structure in InMO3(ZnO)m (M = In, Fe, Ga, and Al; m = integer): effect of solid solution formation

Abstract

The structure of InMO3(ZnO)m (M = In, Fe, Ga, and Al; m = integer) is built from InO21− (In–O) and MZnm,Om+11m (M/Zn–O) layers stacked alternately. A modulated structure of these compounds results from the ordering of M ions in the M/Zn–O layers. The modulated structures of InMO3(ZnO)13 (M = In0.5A0.5; A = Fe, Ga, and Al), a solid solution of InInO3(ZnO)13 and InMO3(ZnO)13 (M =Fe, Ga, and Al), have been studied by high-resolution electron microscopy. The main and satellite spots of the electron diffraction patterns are indexed as ha* + kb* + lc* + mq by using the four dimensional superspace group approach. Based on the crystal system of the basic structure and the modulation wave vector q, the electron diffraction patterns are classified according to three categories with typical parameters: (1) monoclinic unit cell of a = 0.57 nm, b = 0.33 nm, c = 4.0 nm, β = 93° and q = b*/18.1; (2) monoclinic unit cell of a = 0.57 nm, b = 0.33 nm, c = 4.0 nm, β = 93°, and q = b*/22.5 + c*/2; (3) triclinic unit cell of a = 0.57 nm, b = 0.33 nm, c = 4.0 nm, α = 95°, β = 95°, γ = 30°, and q = a*/12.1 + b*/18.1 + c*/32.3. Among these, the first is the same as that of their constituent compounds In2O3(ZnO)13 and InMO3(ZnO)13 (M = Fe, and Ga), while the second and the third are different. In high-resolution image, the modulated structure appears as zig-zag contrast within the M/Zn–O layers. The periodicity of this zig-zag contrast along the M/Zn–O layer in InMO3(ZnO)13 (M = In0.5A0.5; A = Fe, Ga, and Al) is between those of InInO3(ZnO)13 and InMO3(ZnO)13 (M = Fe, Ga, and Al).

Published Online: 2010-7-28
Published in Print: 1999-9-1

© 2015 Oldenbourg Wissenschaftsverlag GmbH, Rosenheimer Str. 145, 81671 München

Downloaded on 28.4.2024 from https://www.degruyter.com/document/doi/10.1524/zkri.1999.214.9.528/html
Scroll to top button