GENESIS Input Example: MD simulation of a biological membrane in the NPT, NPAT, and NPγT ensembles
In order to use NPT, NPAT, or NPγT, [ENSEMBLE]
section is modified. Note
that isotropy = ISO
, ANISO
, and SEMI-ISO
are available for the NPT
and NPγT ensembles, and XY-FIXED
is for the NPAT ensemble. In the simulations
of biological membranes and membrane proteins, semi-isotopic pressure coupling
in the NPT ensemble is usually used. In the samples below, we use the Langevin
thermostat and barostat. Other algorithms such as Berendsen and Bussi
thermostat/barostat are also available with these ensembles.
NPT ensemble
[INPUT]
topfile = top_all36_prot.rtf, top_all36_lipid.rtf # topology file
parfile = par_all36_prot.prm, par_all36_lipid.prm # parameter file
strfile = toppar_water_ions.str # stream file
psffile = ionized.psf # protein structure file
pdbfile = ionized.pdb # input PDB file
rstfile = minimized.rst # restart file
[OUTPUT]
dcdfile = md.dcd # DCD trajectory file
rstfile = md.rst # restart file
[ENERGY]
forcefield = CHARMM # CHARMM force field
electrostatic = PME # Particle Mesh Ewald method
switchdist = 10.0 # switch distance
cutoffdist = 12.0 # cutoff distance
pairlistdist = 13.5 # pair-list distance
vdw_force_switch = YES # force switch option for van der Waals
pme_nspline = 4 # order of B-spline in [PME]
pme_max_spacing = 1.0 # max grid spacing
[DYNAMICS]
integrator = LEAP # Leapfrog Verlet integrator
nsteps = 10000 # number of MD steps
timestep = 0.002 # timestep (ps)
eneout_period = 100 # energy output period
crdout_period = 100 # coordinates output period
rstout_period = 10000 # restart output period
nbupdate_period = 10 # nonbond update period
[CONSTRAINTS]
rigid_bond = YES # constraints all bonds involving hydrogen
[ENSEMBLE]
ensemble = NPT # NPT ensemble
tpcontrol = LANGEVIN # thermostat and barostat
temperature = 323.15 # initial and target temperature (K)
pressure = 1.0 # initial and target pressure (atm)
isotropy = SEMI-ISO # semi-isotropic pressure coupling
gamma_t = 1.0 # thermostat friction coefficient (ps-1)
gamma_p = 0.1 # barostat friction coefficient (ps-1)
[BOUNDARY]
type = PBC # periodic boundary condition
NPAT ensemble
[ENSEMBLE]
ensemble = NPAT # NPAT ensemble
tpcontrol = LANGEVIN # thermostat and barostat
temperature = 323.15 # temperature (K)
pressure = 1.0 # normal pressure (atm)
isotropy = XY-FIXED # XY dimensions are fixed
gamma_t = 1.0 # thermostat friction coefficient (ps-1)
gamma_p = 0.1 # barostat friction coefficient (ps-1)
NPγT ensemble
[ENSEMBLE]
ensemble = NPgT # NPgammaT ensemble
tpcontrol = LANGEVIN # thermostat and barostat
temperature = 323.15 # temperature (K)
pressure = 1.0 # normal pressure (atm)
gamma = 20.0 # surface tension (dyn/cm)
isotropy = SEMI-ISO # semi-isotropic pressure coupling
gamma_t = 1.0 # thermostat friction coefficient (ps-1)
gamma_p = 0.1 # barostat friction coefficient (ps-1)