Sorry I don't have instant access to Acta A here so can't comment in the
light of the Flack & Shmueli paper.  But it seems to me that Kevin's
point is still valid, regardless of whether or not the anomalously
scattering atoms have different ADPs from the average or not.  I agree
that this would have the complicating effects described, but I don't see
that it's necessary to invoke it as an explanation.  The reason is that
the anomalous phasing power doesn't depend on Rano = <|delta-ano|>/<I>,
it depends on the anomalous signal/noise ratio =
<|delta-ano|/s.u.(delta-ano)>, or something related to it, and the
standard uncertainty of course depends largely on the background).  So
if the fall-off due to overall thermal motion etc as described by Kevin
causes the S/N ratio to dip much below 1 then the anomalous signal won't
help you.

Cheers

-- Ian

> -----Original Message-----
> From: owner-ccp...@jiscmail.ac.uk [mailto:owner-ccp...@jiscmail.ac.uk]
On
> Behalf Of Marc SCHILTZ
> Sent: 13 May 2009 11:26
> To: Kevin Cowtan; CCP4BB@JISCMAIL.AC.UK
> Subject: Re: [ccp4bb] phasing with se-met at low resolution
> 
> Kevin Cowtan wrote:
> > This is absolutely correct - in the analysis you present, the
> > non-anomalous scattering drops with resolution, but the anomalous
part
> > does not. And since counting noise varies with intensity, we should
> > actually be better off at high resolution, since there is less
> > non-anomalous scattering to contribute to the noise! (This is
somewhat
> > masked by the background, however).
> >
> > So why don't we see this in practice?
> >
> > The reason is that you've missed out one important term: the atomic
> > displacement parameters (B-factors), which describe a combination of
> > thermal motion and positional disorder between unit cells. This
motion
> > and disorder applies equally to the core and outer electrons, and so
> > causes a drop-off in both the anomalous and non-anomalous
scattering,
> > over and above that caused by the atomic scattering factors.
> >
> 
> I agree with everything but would like to add the following: if we
> assume an overall atomic displacement parameter, the drop-off in both
> the anomalous and non-anomalous scattering is the same. Therefore, the
> ratio of anomalous differences over mean intensity (which is what
comes
> closest to R_{ano} - in whichever way this is defined) is essentially
> unaffected by atomic displacements and should still go up at high
> resolution, irrespective of the values of the atomic displacement
> parameter !
> 
> Things are more complicated if individual isotropic atomic
displacements
> are considered, because the anomalously scattering atoms (e.g. the Se
> atoms) may have significantly larger or smaller displacement
parameters
> than the average.
> 
> All this is discussed in section 4.4. of Flack & Shmueli (2007) Acta
> Cryst. A63, 257--265.
> 
> Marc
> 
> > But your reasoning was sound as far as it went, and it is a point
which
> > many people haven't recognised!
> >
> > Kevin
> >
> >
> > Raja Dey wrote:
> >
> >> Dear James,
> >>
> >> I don't understand why measuring anomalous differences has nothing
to
> do
> >> with resolution.
> >>
> >> Heavy atoms
> >>
> >> scatter anomalously because the inner shell electrons
> >>
> >> of the heavy atom cannot be considered to be free anymore
> >>
> >> as was assumed for normal Thomson scattering. As a result
> >>
> >> the atomic scattering factor of the heavy atom becomes
> >>
> >> complex and this compex contribution to the structure
> >>
> >> factor leads to non-equality of Friedel pairs in non-centro
> >>
> >> symmetric systems(excluding centric zone).  This feature is taken
> >> advantage in
> >>
> >> phase  determination. Since the inner shell electrons
> >>
> >> being relatively more strongly bound in heavy atoms
> >>
> >>  contribute to anomalous scattering and  its effect
> >>
> >> is more discernable for high angle reflections . Here
> >>
> >> the anomalous component of the scattering do not
> >>
> >> decrease much because of the effectively small atomic
> >>
> >> radii (only inner shell being effective). FOR  HIGH
> >>
> >> ANGLE REFLECTIONS ANOMALOUS DATA
> >>
> >> BECOMES IMPORTANT.
> >>
> >> Raja
> >>
> 
> 
> --
> Marc SCHILTZ      http://lcr.epfl.ch



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