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Dear Herman,

you could apply random shifts to the occupancies, coordinates, and
B-values and refine a large number of times, e.g. with 50 variations.
Then you can calculate the mean occupancies with standard deviations.
That's give you an idea about the precision of the occupancies.

I am not sure how to get to the accuracy - you would have to figure
out how much all the parameters are interrelated, which I dare say is
quite impossible - it is easier for the referee to learn what a
crystallographic model represents.

Best,
Tim

On 11/22/2013 10:07 AM, herman.schreu...@sanofi.com wrote:
> Dear bulletin board members,
> 
> A referee came back with a question about the accuracy of refined
> group-occupancies. In the manuscript we describe 3 crystal
> structures with resolutions between 2.1 and 2.4 ᅤ. In all three
> cases, the inhibitor has been fitted in two alternative
> conformations and the group occupancy of each conformation has been
> refined and the relative occupancies vary depending on the
> inhibitor.
> 
> The accuracy will depend on the amount of overlap between the
> inhibitor densities and the amount of unique density belonging only
> to one conformation and the amount of additional disorder of the
> inhibitors, since most of the interactions are non-specific
> hydrophobic interactions. Also partially occupied solvent molecules
> could lead to errors in the refined occupancies. My gut feeling is
> that the error will be somewhere between 20 and 30% or even higher,
> but I would be very happy if someone could come with a more
> scientific way, however crude, to get an estimate of this error.
> 
> Best regards, Herman
> 
> 

- -- 
- --
Dr Tim Gruene
Institut fuer anorganische Chemie
Tammannstr. 4
D-37077 Goettingen

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