Have you looked at a self-rotation function? Those can sometimes be very useful 
in deciphering multiplicity.


On 2019-11-13 09:33, Robert S Phillips wrote:
I have been working on a protein structure which has been hard to solve by 
molecular replacement.

Unit cell: (60.6, 172.34, 196.42, 90, 90, 90)
Space group: P 21 21 21

The problem is that the homologues have only ~20% identity, and there are 
multiple chains in the asymmetric unit.  The question is how many.  It could be 
4, 5, or 6 chains.

N      solvent                           P
 4      0.602           3.09            0.225
 5      0.502           2.47            0.388
 6      0.403           2.06            0.229

I have run PHASER with 4, 5 and 6 chains.  I allowed it to search all possible 
space groups, and P212121 was the best solution.  These are the results.

N          LLG           TFZ
4          104.9        7.5
5          137.5        7.7
6          166.2        8.3

 Am I correct to conclude that there are 6 chains in the asymmetric unit?

Rob

Robert S. Phillips
Professor of Chemistry and of Biochemistry and Molecular Biology
University of Georgia
Athens, GA 30602
Phone: (706) 542-1996
Fax: (706) 542-9454
E-mail: rsphill...@chem.uga.edu<mailto:rsphill...@chem.uga.edu>
Web:  
http://tryptophan.net<https://pod51004.outlook.com/owa/redir.aspx?C=ccbf42ffea5f48b1bf8e9bb950454bab&URL=http%3a%2f%2ftryptophan.net>

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