I've been using Olex2 to refine a twinned dataset of a chiral compound. I'm curious what exactly is going into the Bijvoet Pair analysis calculation that runs at the end of each refinement.
If I use "detwinned" data in an HKLF4 format file I get this output:
Checking absolute structure...
Bijvoet pair analysis using Gaussian distribution
Bijvoet pairs (all): 7356
Bijvoet pairs (used): 7339
Bijvoet pairs coverage: 0.89
G: 1.020(13)
P2(true): 1.000
P3(true): 1.000
P3(false): 0.000
P3(racemic twin): 0.000
Hooft y: -0.010(6)
Flack x: -0.001(11)
OK
If I use an HKLF5 format file for refinement, I get this:
Checking absolute structure...
Bijvoet pair analysis using Gaussian distribution
Bijvoet pairs (all): 7980
Bijvoet pairs (used): 7919
Bijvoet pairs coverage: 0.96
G: 0.55(2)
P2(true): 1.000
P3(true): 1.000
P3(false): 0.000
P3(racemic twin): 0.000
Hooft y: 0.225(10)
Flack x: -0.003(9)
OK
If I run the analysis through Platon on the HKLF5 refined data I get:
Bayesian Statistics
Type ....... Gaussian
Select Pairs 13648
P2(true).... 1.000
P3(true).... 1.000
P3(rac-twin) 0.0E+00
P3(false) .. 0.0E+00
G .......... 0.9328
G (su) ..... 0.0128
Hooft y .... 0.034
Hooft (su) . 0.006
In the second example, I'm not sure why the Hooft parameter is so much worse than the Flack parameter (I'm not sure I've ever seen it be so much worse), and also I'm not sure why in the third example the Platon results are so different (though I do note there is a different number of Pairs used).
I think I can at least say that I have correctly assigned the stereochemistry of my compound, but I'm at a loss for which set of statistics to report and why.
Thanks as always!
PS> Should I re-post this in some other thread? Part of my question though is what exactly Olex2 is doing that generates a difference from Platon.
