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American Mineralogist; April 2001; v. 86; no. 4; p. 456-465
© 2001 Mineralogical Society of America
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Fe3+/{sum}Fe vs. FeL{alpha} peak energy for minerals and glasses: Recent advances with the electron microprobe

Michel Fialin1,*, Christiane Wagner2, Nicole Métrich3, Eric Humler4, Laurence Galoisy5 and Antoine Bézos4

1 Centre de Microanalyse Camparis-CNRS, Université Paris 6, 4 place Jussieu, 75252 Paris cedex 5, France
2 Laboratoire de Pétrologie, Modélisation des Matériaux et Processus, Université Paris 6, 4 place Jussieu, 75252 Paris cedex 5, France
3 Laboratoire Pierre Süe, UMR 9956-CNRS, CE-Saclay, 91191 Gif sur Yvette, France
4 Laboratoire de Géosciences Marines-CNRS, Université Paris 6 et 7, Institut de Physique du Globe, 4 place Jussieu, 75252 Paris cedex 5, France
5 Laboratoire de Minéralogie-Cristallographie, UMR 7590-CNRS, Universités Paris 6 et 7, Institut de Physique du Globe, 4 place Jussieu, 75252 Paris cedex 5, France

Correspondence: * E-mail: fialin{at}ccr.jussieu.fr

This paper describes a preliminary study that attempts to determine the oxidation state of Fe (Fe3+/{sum}Fe) with the electron microprobe (EMP) by measuring the self-absorption induced shift of the FeL{alpha} peak emitted from minerals and glasses. In transition metals of the first row, the L-spectra exhibit common distortions, namely peak position shifts, peak shape alterations, and changes in the Lß/L{alpha} ratios, caused by the large difference in the self-absorption coefficients (µ/{rho}) on either sides of the L3 absorption edges that are in close proximity to the L{alpha} peak maxima. Measurements performed on {alpha}-Fe2O3 and FexO oxides have shown that self-absorption effects are stronger for the later oxide, leading to enhanced Fe2+L{alpha} peak shift toward longer wavelengths as the beam energy increases. First measurements performed on silicates have confirmed that enhanced self-absorption of FeL{alpha} occurs on Fe2+ sites. The measurements consisted of plotting the FeL{alpha} peak position at a fixed beam energy (15 keV) against the total Fe concentration for two series of Fe2+- and Fe3+-bearing silicates. In a first step, these data have shown that both Fe2+L{alpha} and Fe3+L{alpha} peaks shift continuously toward longer wavelengths as the Fe concentration increases, with enhanced shifts for Fe2+L{alpha}. For silicates containing only Fe2+ or Fe3+, no effects of the site geometry were detected on the variations of the FeL{alpha} peak position. A second set of plots has shown the variations of the peak position relative to the previous Fe2+-Fe3+ curves of step 1, as a function of the nominal Fe3+/{sum}Fe, for a series of reference minerals (hydrated and non-hydrated) and basaltic glasses. Data from chain and sheet silicates (e.g., pyroxenes, amphiboles, micas) exhibited strong deviations compared to other phases (e.g., garnets, Al-rich spinels, glasses), due to reduced self-absorption of FeL{alpha}. Intervalence-charge transfer (IVCT) mechanisms between Fe2+ and Fe3+ sites may be the origin of these deviations. These crystal-structure effects limit the accuracy of the method for mixed Fe2+-Fe3+ valence silicates. Precisions achieved for further Fe3+/{sum}Fe measurements strongly depend on the total Fe concentration. For basaltic glasses containing an average of 8 wt% Fe and 10% Fe3+/{sum}Fe, the precision is about ±2% (absolute). For low Fe concentrations (below 3.5 wt%), the uncertainty in the peak position measured by the EMP spectrometers leads to error bars that are similar to with the separation of the curves fitted to the Fe2+ and Fe3+ plots, which is propagated as prohibitive lack of precision for Fe3+/{sum}Fe (>70% relative). A major limitation of microbeam methods in general deals with beam damage. This aspect has been carefully studied for basaltic glasses, and optimal beam conditions have been established (in general, electron doses higher than those corresponding to 130 nA and 30 µm beam diameter should be avoided to prevent large beam induced oxidation phenomena). Additional work, in progress, concerns: (1) other beam-sensitive phases such as hydrated glasses; and (2) minerals in which FeL{alpha} is affected by large matrix effect corrections (e.g., Cr- and Ti-rich oxides where FeL{alpha} is strongly absorbed), for which the self-absorption-induced shift of FeL{alpha} is different from that of common silicates and glasses.




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