首页> 外文OA文献 >On the ‘centre of gravity’ method for measuring the composition of magnetite/maghemite mixtures, or the stoichiometry of magnetite-maghemite solid solutions, via 57Fe Mössbauer spectroscopy
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On the ‘centre of gravity’ method for measuring the composition of magnetite/maghemite mixtures, or the stoichiometry of magnetite-maghemite solid solutions, via 57Fe Mössbauer spectroscopy

机译:关于通过57Femössbauer光谱法测量磁铁矿/磁赤铁矿混合物的组成或磁铁矿 - 磁赤铁矿固溶体的化学计量的'重心'方法

摘要

We evaluate the application of Fe Mössbauer spectroscopy to the determination of the composition of magnetite (FeO)/maghemite (γ-FeO) mixtures and the stoichiometry of magnetite-maghemite solid solutions. In particular, we consider a recently proposed model-independent method which does not rely on a priori assumptions regarding the nature of the sample, other than that it is free of other Fe-containing phases. In it a single parameter, δ̅the ‘centre of gravity’, or area weighted mean isomer shift at room temperature, T = 295 ± 5 K-is extracted by curve-fitting a sample’s Mössbauer spectrum, and is correlated to the sample’s composition or stoichiometry. We present data on high-purity magnetite and maghemite powders, and mixtures thereof, as well as comparison literature data from nanoparticulate mixtures and solid solutions, to show that a linear correlation exists between δ̅RT and the numerical proportion of Fe atoms in the magnetite environment: α = Fe/Fe = (δ̅δ)/m, where δ = 0.3206 ± 0.0022 mm s and m = 0.2135 ± 0.0076 mm s. We also present equations to relate α to the weight percentage w of magnetite in mixed phases, and the magnetite stoichiometry x = Fe/Fe+ in solid solutions. The analytical method is generally applicable, but is most accurate when the absorption profiles are sharp; in some samples this may require spectra to be recorded at reduced temperatures. We consider such cases and provide equations to relate() to the corresponding α value.
机译:我们评估了FeMössbauer光谱在确定磁铁矿(FeO)/磁铁矿(γ-FeO)混合物的组成以及磁铁矿-磁铁矿固溶体化学计量方面的应用。特别地,我们考虑了最近提出的与模型无关的方法,该方法不依赖于关于样品性质的先验假设,除了它不含其他含铁相之外。通过曲线拟合样品的Mosssbauer谱图提取单个参数δ̅“重心”或室温下面积加权平均异构体位移T = 295±5 K-,并将其与样品的组成或化学计量相关。我们提供有关高纯度磁铁矿和磁赤铁矿粉末及其混合物的数据,以及来自纳米颗粒混合物和固溶体的比较文献数据,以表明在磁铁矿环境中δ̅RT与Fe原子的数值比例之间存在线性关系: α= Fe / Fe =(δδδ)/ m,其中δ= 0.3206±0.0022mms,m = 0.2135±0.0076mms。我们还提出了将α与混合相中磁铁矿的重量百分比w和固溶体中磁铁矿化学计量x = Fe / Fe +相关的方程。该分析方法通常适用,但是在吸收曲线很锐利时最准确;在某些样品中,这可能需要在降低的温度下记录光谱。我们考虑了这种情况,并提供了方程将related()与相应的α值相关。

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