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Introduction to Synchrotron Powder Diffraction

Before considering specific modes of synchrotron powder diffraction we need to discuss a few generalities.

We should first ask what it is that sets synchrotron powder diffraction apart from powder diffraction practised in the laboratory? Here are four possible suggestions:

The last item results from all the various factors considered earlier: whereas in laboratory powder diffraction the intensity is spread over a relatively divergent beam, synchrotron powder diffraction concentrates the intensity into a fine well-defined near-parallel X-ray beam. One way this is manifested is in the nature of the Full Width Half Maximum: the width of the powder diffraction peaks in the pattern at half their maximum height measured as a function of 2θ (see below).

The smaller the peak width, the sharper the peaks and the better resolved the pattern (i.e less overlap of neighbouring peaks). However it is found that the peak widths vary with angle even in a single pattern. If we were to plot the peak width against the angle 2θ, we would get curves like those shown below:
From this we can see that generally speaking the peak width increases with angle 2θ (see black curve). This is due to the spread in wavelength (δλ/λ); i.e. the beam is not perfectly monochromatic. In some cases there can also be a small increase in peak width at low 2θ-angles (see red curve) arising from factors such as sample size, beam size (defined by the beam slits) and misalignment of the diffractometer axis.

Many powder diffractionists have turned to synchrotron powder diffraction for its superior resolution. This superiority is due mainly to two properties of the synchrotron beam:

However this is not the only important parameter implicated in the quality of a powder diffraction pattern; other parameters where the synchrotron is an improvement over conventional laboratory sources are:

During the remainder of this section we will briefly discuss some of the various modes of powder diffraction that can be implemented on a synchrotron.


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© Copyright 1997-2006.  Birkbeck College, University of London.
 
 
Author(s): Paul Barnes
Simon Jacques
Martin Vickers