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Performing a molecular dynamics simulation in a truncated octahedral cell

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< <b>NOTE about pressure :</b> When /vmd/'s solvate script prepares the hydrated system, it throws away all waters containing atoms whose coordinates are outside the specified box. The result is that the density of water molecules near the surface of the unit cell is low, leading to significant negative pressures at the beginning of the simulation. These are fixed (through volume reduction) where the barostat is turned on. You can probably avoid this by specifying in the /vmd/ script a somewhat larger cubic cell dimensions that those intended (for example, you can ask /vmd/ to prepare a cell that is 33x33x33 A, and then tell /NAMD/ that the cell edge is 32A).

to

> <b>NOTE about pressure :</b> When /vmd/'s solvate script prepares the hydrated system, it throws away all waters containing atoms whose coordinates are outside the specified box. The result is that the density of water molecules near the surface of the unit cell is low, leading to significant negative pressures at the beginning of the simulation. These are fixed (through volume reduction) when the barostat is turned on. You can probably avoid this by specifying in the /vmd/ script a somewhat larger cubic cell dimensions that those intended (for example, you can ask /vmd/ to prepare a cell that is 33x33x33 A, and then tell /NAMD/ that the cell edge is 32A).


A truncated octahedron is one of the most effective choices for approximately spherical molecules. The trouble is that a truncated octahedron is a somewhat difficult shape to visualise. So, before getting on with the calculus, get a copy of this pdb file containing a truncated octahedral system. Then do

mv pdb_file_containing_a_truncated_octahedral_system truncated.pdb
rasmol truncated.pdb
set axes on
set unitcell on
select protein
cpk

Study the system using the following figure (stolen from Schlick's book) as a guide :

 Truncated octahedral PBC

If you are still not sure you can imagine its shape, have a look at http://mathworld.wolfram.com/TruncatedOctahedron.html or ask NMG for a copy of his paper-made models.

With so much of an introduction, preparing a system using a truncated octahedral PBC is relatively straightforward. The differences from the standard procedure outlined in previous pages are :

#
# Make water box
#
package require vexpr
package require toctsolvate
toctsolvate psfgen.psf psfgen.pdb -o hydrated -minmax {{-16 -16 -16} {16 16 16}}  -b 1.80 
In this example, the program will build a truncated octahedron starting from a cube of dimensions 32x32x32 Angstrom^3. It is your responsibility to determine the size of cube that is sufficiently large to allow for the required separation between neighboring images of the solute.

d00
0d0
d/2d/2d/2

where d is the length of the edge of the cube you've specified in the vmd script. For the example shown above you would have to specify

cellBasisVector1        32.00    0.00    0.00   
cellBasisVector2         0.00   32.00    0.00   
cellBasisVector3        16.00   16.00   16.00   
cellOrigin               0.00    0.00    0.00   

Can you work-out why ?


NOTE about pressure : When vmd's solvate script prepares the hydrated system, it throws away all waters containing atoms whose coordinates are outside the specified box. The result is that the density of water molecules near the surface of the unit cell is low, leading to significant negative pressures at the beginning of the simulation. These are fixed (through volume reduction) when the barostat is turned on. You can probably avoid this by specifying in the vmd script a somewhat larger cubic cell dimensions that those intended (for example, you can ask vmd to prepare a cell that is 33x33x33 A, and then tell NAMD that the cell edge is 32A).