[gmx-users] BUG in GROMACS 4.0.5, related to very log total integration time
Mark Abraham
Mark.Abraham at anu.edu.au
Fri Sep 25 00:23:37 CEST 2009
Daniel Adriano Silva M wrote:
> Dear GROMACS users and developers.
>
> I don known if this issued had been previously addressed, but I found
> that when I try to run a MD with time-step of 2fs and 2500000000 steps
> (yes 500us!!!) the dynamics aborts with the next message (64bit-LINUX
> and icc 10 compiler):
>
> ####################
> WARNING: This run will generate roughly 20576946697451257856 Mb of data
>
> starting mdrun 'F1-ATPASE'
> -1794967296 steps, -3589934.8 ps.
>
> nodetime = 0! Infinite Giga flopses!
> Parallel run - timing based on wallclock.
>
> #####################
>
> If i reduce the steps number by one order of magnitude then all goes
> ok. My MDP when I obtined this error was:
>
>
> ; VARIOUS PREPROCESSING OPTIONS
> title = NPT simulacion
> cpp = /lib/cpp
>
> ; RUN CONTROL PARAMETERS
> integrator = md
> dt = 0.002
> nsteps = 2500000000
> nstxout = 5000
> nstvout = 5000
> nstlog = 2500
> nstenergy = 2500
> nstxtcout = 2500
> energygrps = Protein Non-Protein
> nstlist = 10
> rlist = 1.0
> ns_type = grid
> pbc = xyz
> coulombtype = pme
> rcoulomb = 1.0
> vdw-type = Cut-off
> rvdw = 1.0
> fourierspacing = 0.12
> pme_order = 4
> optimize_fft = yes
> ewald_rtol = 1e-5
> tcoupl = Berendsen
> tc-grps = Protein Non-Protein
> tau_t = 0.1 0.1
> ref_t = 300 300
> Pcoupl = Parrinello-Rahman
> Pcoupltype = Isotropic
> tau_p = 1.0
> ref_p = 1.0
> compressibility = 4.5e-5
> gen_vel = no
> constraints = all-bonds
> constraint-algorithm = Lincs
> unconstrained-start = yes
> lincs-order = 4
> lincs-iter = 1
> lincs-warnangle = 30
>
> I known this kind of error is not a priority since the total
> integration time is ridiculous big, but anyway I want to comment it to
> you.
Yes, it's known. IIRC there was some discussion on the developers list
about changing the relevant data type so that it can store bigger
numbers. It's also a non-problem inasmuch as if you are ever able to run
a simulation that long, manually resetting the number of steps to zero
at a suitable point will be workable.
Mark
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