[gmx-users] mixed solvent energy minimization
Owen, Michael
MichaelOwen at creighton.edu
Fri Oct 13 17:47:45 CEST 2006
Hello Gromacs Users;
I am trying to equilibrate a box that contains TFE and TIP4P water molecules using the OPLSAA/L force field.
The system converged several times using the steepest descent method during energy minimizations, but each
time I attempted a full simulation I received the following error mesage:
Constraint error in algorithm Shake at step 0
Long Range LJ corr.: <C6> 2.2606e-04
Long Range LJ corr.: Epot -57.2339, Pres: -325.923, Vir: 57.2339
I further equilibrated the system using a conjugate gradient, with the parameters described in the input
pasted below:
define = -DFLEXIBLE
cpp = /lib/cpp
constraints = none
constraint_algorithm = Shake
integrator = cg
unconstrained_start = no
nsteps = 5000
;
; Energy minimizing stuff
;
emtol = 0.05
emstep = 0.01
nstcgsteep = 1000
nstcomm = 1
ns_type = grid
;deltagrid = 2
rlist = 0.85
rcoulomb = 0.85
rvdw = 0.85
Tcoupl = no
Pcoupl = no
gen_vel = no
lincs_iter = 4
The grompp program did not recognize "nsctgsteep" so I used the default value (1000) and
used 5000 steps for the equilibration. However, the minimization ended in error with the
following message:
Back Off! I just backed up traj.trr to ./#traj.trr.1#
-------------------------------------------------------
Program mdrun, VERSION 3.3.1
Source code file: nsgrid.c, line: 226
Range checking error:
Explanation: During neighborsearching, we assign each particle to a grid
based on its coordinates. If your system contains collisions or parameter
errors that give particles very high velocities you might end up with some
coordinates being +-Infinity or NaN (not-a-number). Obviously, we cannot
put these on a grid, so this is usually where we detect those errors.
Make sure your system is properly energy-minimized and that the potential
energy seems reasonable before trying again.
Variable ci has value -2147483648. It should have been within [ 0 .. 64 ]
Please report this to the mailing list (gmx-users at gromacs.org)
-------------------------------------------------------
Do you have any suggestions that can solve this problem?
Thank you in advance,
Michael Owen
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