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X-Ray Fluorescence Analytical Techniques - CNSTN : Centre ...

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Mineralogical effect were discussed by Claisse (1957a, 1957b), who tried to explain<br />

them starting from an hypothesis according to which the fluorescence intensity would depend<br />

on the interatomic distances separating the excited atoms in the crystal lattice. This hypothesis<br />

might be corrected in those cases where any changes in the interatomic distances lead to<br />

marked variations of the crystal density, and consequently, of the linear absorption coefficient<br />

for a given radiation in the crystal. It seems, however, that the main reason for the<br />

mineralogical effects is simply the different absorption of the fluorescent radiation in the<br />

particles of minerals of different chemical composition.<br />

II.5 Surface Effects<br />

Figure VI.6: Schematic illustration of mineralogical effects.<br />

In X-ray fluorescence analysis of solid samples, such as alloys, one observes some<br />

effects due to surface irregularities. These effects are caused by the influence of the surface<br />

coarseness (or surface finish) on the intensity of the detected fluorescent radiation. The<br />

coarseness of the surface may be defined quantitatively by the dimensions of the microirregularities,<br />

i.e., micro-protuberances and micro-cavities which occur at the sample surface.<br />

These surface effects have been studied by, among others, Gunn (1961) and Michaelis and<br />

Kilday (1962). Their occurrence may be attributed to the shielding (absorption) effects taking<br />

place in individual protuberances at the sample surface with the fluorescence radiation<br />

emerging from the sample at different angles. According to the authors cited above, the<br />

surface irregularity effects may be of importance where both the primary and secondary<br />

radiation beams are collimated.<br />

The magnitude of the surface irregularity effects should depend on the energy of<br />

fluorescence radiation and on the chemical composition of the sample (i.e., the sample<br />

absorption coefficient). Such dependence has actually been established.<br />

III. Mathematical Models<br />

III.1 Sherman Equation<br />

Use of X-ray fluorescence to determine chemical composition of unknown specimens<br />

became more common in the following decade. With this came the need to better understand<br />

X-ray absorption and enhancement. Sherman derived a more specific equation for the

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