From: Benjamin.Haberl_at_physik.uni-muenchen.de
Date: Tue May 17 2016 - 14:48:19 CDT
Dear VMD/NAMD users,
i want to use the MDFF-module of VMD to fit a symmetric protein into a  
cryoEM density map. Up to now i used only one symmetry group in my  
simulations (like in mdff tutorial). Now i want to add a second  
symmetry group but could not get it to work.
The 28mer protein has a 7-folded rotational symmetry with two dimers  
per symmetric element und a mirror plane symmetry with 7 dimers per  
element(two mirrored rings of 7 dimers). I defined one symmetry  
pdb-file per symmetry group with the group in the occupancy column and  
the element in the beta column as it is described in the  
documentation(http://www.ks.uiuc.edu/Research/namd/2.11/ug/node46.html):
1. symmetryfile(rotation)
ATOM      5  CA  PHE     ...     1.00  1.00      P1   C
   :
ATOM  24080  CA  GLU     ...     1.00  7.00      P14  C
   :
ATOM  25611  CA  PHE     ...     1.00  1.00      P15  C
   :
ATOM  49686  CA  GLU     ...     1.00  7.00      P28  C
2. symmetryfile(plane)
ATOM      5  CA  PHE     ...     2.00  1.00      P1   C
   :
ATOM  24080  CA  GLU     ...     2.00  1.00      P14  C
   :
ATOM  25611  CA  PHE     ...     2.00  2.00      P15  C
   :
ATOM  49686  CA  GLU     ...     2.00  2.00      P28  C
In the namd-config file i add:
symmetryRestraints on
symmetryfile siphom_fit-symmetry1.pdb
symmetrykFile siphom_fit-symmetryK1.pdb
symmetryfile siphom_fit-symmetry2.pdb
symmetrykFile siphom_fit-symmetryK2.pdb
symmetryFirstStep 1
symmetryFirstFullstep 200000
Both symmetry files work on their own but together like this the  
simulation aborts at the start with the following error:
FATAL ERROR: Every monomer must contain the same number of atoms!
Charm++ fatal error:
FATAL ERROR: Every monomer must contain the same number of atoms!
I also tried to define both groups in one file with one group acting  
on the CA-atoms and the second on the other C-atom in the backbone.  
The error was the same. It seems NAMD cant distinguish between the two  
symmetry groups. What did i do wrong?
Thanks and regards,
Benjamin
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