On 31/01/2012 2:59 PM, Li SUN wrote:
So please look at the attached figure which is exactly the leftmost
subfigure of Figure 4.8 from manual. Given one plane defined by
(j,k,l), the cases where <case1> i is above the plane and <case2>
below the plane can give the same dihedral angles.
Only if they are measured in a unsigned fashion.
But chirality can distinguish the two cases: define chirality = ( (lk)
x (kj) ) . (ji), then chirality is positive for <case1> and negative
for <case2>. Am I right?
During the flipping process, the energy/force from the dihedral
restraint potential will increase because the angle deviates from the
programmed one. This will act to prevent flipping occurring without
needing to trouble with computing a signed dihedral angle. If you pull
too hard, then the restraint has insufficient effect. Choose wisely.
Mark
On Mon, Jan 30, 2012 at 6:01 PM, Mark Abraham <mark.abra...@anu.edu.au
<mailto:mark.abra...@anu.edu.au>> wrote:
On 31/01/2012 11:53 AM, Li SUN wrote:
Hello,
I am doing pulling simulations with GROMACS and would like to
keep the chirality of the protein along the trajectory otherwise
the protein will take the wrong chirality especially at long
extensions. I have checked that using the improper dihedral or
dihedral restraint can restrain the dihedral, but dihedral
restraint is not equivalent to chirality restraint.
Why not? See 4.2.11 of manual and figure 4.8.
Mark
So I am wondering if there is a "chirality restraint" somewhere
in GROMACS. Otherwise I might have to modify the code...
Thanks in advance!
--
Li Sun
Department of Physics
University of California, San Diego
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--
Li Sun
Department of Physics
University of California, San Diego
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