Hi All
There has been much discussion of this at the recent Q2XAFS meeting.
Proceedings are I believe being reviewed at the moment.
From I think some consensus of those attending, the most critical and most
portable data was [mu/rho] versus E, with uncertainties; or mu versus E.
Secondary data
Dear Jason
Good topic
We have published a few papers discussing analysis with thickness distributions
and roughness. Normally the XERT method will address this especially for small
samples.
Particularly see J. L. Glover, C. T. Chantler, M. D. de Jonge, ‘Nano-roughness
in gold revealed from
Hi All
Most of them can be downloaded from either here
https://www.researchgate.net/profile/Christopher_Chantler/
or here
www.ph.unimelb.edu.au/~chantler/opticshome/papers.html
Christopher Chantler, Professor, FAIP
Editor-in-Chief,
Topic 1: We have a routine /edit within ifeffit (our modified version) which
propagates and fits uncertainty.
Working on a couple of minor details before passing it on to Matt and Bruce for
general use.
Topic 3: Monochromator glitches should be eliminated in absorption spectra
under normal
You really need to know the number of actual data points, which must come from
the actual data. You should also know the experimental uncertainties of each
point.
Most standard procedures map the actual data to a uniform grid, sometimes with
smoothing of the original data. Then the
Note that in general any and every smoothing operation reduces the information
content of the data and its ability to reveal structure. Also, many of the
smoothing algorithms change the data point values at vertices, so change the
data prior to analysis.
Hence in general avoid unless you know
Thanks Fred and well suggested. I also encourage all interested.
--
Christopher Chantler, Professor, FAIP, Fellow American Physical Society
Editor-in-Chief, Radiation Physics and Chemistry
Chair, International
eblptekt...@mail.gmail.com>
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Hi Chris,
On Thu, Apr 20, 2017 at 5:02 PM, Christopher Thomas Chantler <
chant...@unimelb.edu.au> wrote:
> Note that in general any and every smoothing operation reduces the
> information content of th