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Experimental: Structural Model Determination Details |
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Experimental: Structural Model Determination Details
Given below are points which should be covered when describing how the
starting structural model for the Rietveld refinement was determined. This
includes sections on determination of the unit cell, pattern decomposition,
determination of the space group and actual structure solution. All these
procedures need to be described when a complete ab initio structure determination
from powder data is presented. Some of the points discussed here will overlap
with those in following sections; they need not be detailed more than once in
an article. Again, for each point the most common options are listed for
guidance.
- Unit Cell Determination Details
If the unit cell is related to a known phase:
- reference the article the unit cell constants were taken from.
If the unit cell is previously unknown, provide the following information:
- scan details and whether and what internal standard (typically Si powder)
was used.
- reflections used for indexing - the number of reflections used; how the 2q
position of the each reflection was obtained.
- indexing - the program used; the figure of merit of the fit for the
solution used subsequently; the values of the unit cell parameters themselves.
- unit cell refinement prior to Rietveld refinement - the program used; the
number of reflections used; the parameters refined (unit cell parameters with
or without the zero point); the final values of the refined unit cell
parameters.
- Pattern Decomposition
If the pattern decomposition is for structure solution then give the following
facts:
- the pattern decomposition method (Le Bail or Pawley) and program used.
- the reflection peak shape representation - the function used (Gaussian, Lorentz
, pseudo-Voigt, etc) and give the formula for the 2q
dependence of the function.
- the final value of the Rp factor and its definition.
If pattern decomposition is performed for other reasons, such as, studies of
crystallite size and inhomogeneous strain, then give, in addition to the above
points, information on:
- full width at half maximum - the smallest and largest values of FWHM; explain
any large variation in FWHM from reflection to reflection or class of
reflection to another class.
- a plot of observed and final calculated intensity versus 2q (or d spacing for
time-of-flight or energy dispersive studies). A plot of the difference in the
former profiles (observed intensity - calculated intensity) versus 2q (or d spacing
for time-of-flight or energy dispersive studies) should be plotted on the same
plot. It is also usual to superimpose the position of the Bragg reflection
markers on the plot.
- deposit or publish a table of:
d or 2q | Integrated Intensity | FWHM |
7.83 | 1000 | 0.1 |
etc |
- Space Group Determination
- state the systematic absences found (class and condition, for example, 0k0
k=2n+1) and the possible space groups derived from these absences.
- explain why the space group used for structure solution was chosen above any of
the other possibilities.
- Structure Solution
- state how the structure was solved (direct methods, Patterson function, Monte
Carlo simulation, simulated annealing); the program used and if the program was
written for single crystal or powder diffraction data.
- state how many of the atoms (or which atom types) were found from the initial
solution and how the remaining atoms were located (for instance, from
a difference Fourier synthesis, by model building etc).
Interpretation
Again, look for relevant discussion of the points mentioned above in the text
of the article you are reading. Generally, the structural model obtained is
then refined and it is the discussion of the Rietveld refinement process and
the final results that should be given particular attention. Certain other
points may need careful consideration, such as, the choice of space group in
cases where the space group is not uniquely determined by systematic absences;
you should consider whether the reasons stated for the selection made are valid
or not.
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