On Feb 1, 2009, at 6:48 PM, Mark Abraham wrote:

Joshua Ballanco wrote:
Hi,
I'm attempting to model a system involving a small DNA 3-mer. Without any explicit constraints, the helix begins to come apart around 0.75 ns to 1 ns into the simulation.

Presumably you have a 3-mer of helices, of which at least one comes apart. Does a single helix in water survive? (Giving a better description of your simulation system would be a good idea!)

Apologies for not being more descriptive... It is a single strand of DNA containing 3 A-T base pairs. The system also contains a single Arginine residue. Simulating it in water leads to the single DNA strand gradually coming apart. With the DNA and water alone, the helix stays together much longer, but still eventually comes apart.

So I'm now attempting to add restraints for the base-pair H-bonds, but I'm having trouble. It seems like no matter what I try, my system reliably explodes within the first 1 ns. My constraints look like this:
[ distance_restraints ]
; ai  aj  type  index type’ low up1 up2 fac
18  136 1     0     2     0.0 2.0 2.1 1.0
14  134 1     0     2     0.0 2.0 2.1 1.0
43  114 1     0     2     0.0 2.0 2.1 1.0
39  112 1     0     2     0.0 2.0 2.1 1.0
68   92 1     0     2     0.0 2.0 2.1 1.0
64   90 1     0     2     0.0 2.0 2.1 1.0
I've tried pre-equilibrating for up to 100 ps, but even that doesn't prevent the system from eventually exploding.

Your .mdp settings for distance restraints may also be relevant here - not least in setting the existence and magnitude of these restraints.

As I understand, the only relevant lines are:

constraints         =  all-bonds
integrator          =  md
disre               =  simple

For PME I was using:

coulombtype         =  PME
rlist               =  0.55
rcoulomb            =  0.55
rvdw                =  0.55
fourierspacing      =  0.1375


If, however, I remove the distance restraints, the simulation has no problem.

Hmmm? This seems to contradict what you say above.

What I meant to say is that if I remove the line "disre = simple", then the simulation has no problem (other than the helix coming apart). With restraints, the system eventually explodes.

Thanks for taking a look!

Cheers,

Josh_______________________________________________
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