def main():
parser = argparse.ArgumentParser()
parser.add_argument('-n', '--n_trajs', help='number of trajectories. Default=10', type=int, default=10)
parser.add_argument('-t', '--traj_length', help='trajectories length. Default=10000', type=int, default=10000)
args = parser.parse_args()
# these could be configured
kT = 15.0
dt = 0.1
mGamma = 1000.0
forcecalculator = muller.muller_force()
project = Project({'ConfFilename': os.path.join(mullermsm.__path__[0], 'conf.pdb'),
'NumTrajs': args.n_trajs,
'ProjectRootDir': '.',
'TrajFileBaseName': 'trj',
'TrajFilePath': 'Trajectories',
'TrajFileType': '.lh5',
'TrajLengths': [args.traj_length]*args.n_trajs})
if os.path.exists('ProjectInfo.h5'):
print >> sys.stderr, "The file ./ProjectInfo.h5 already exists. I don't want to overwrite anything, so i'm backing off"
sys.exit(1)
try:
os.mkdir('Trajectories')
except OSError:
print >> sys.stderr, "The directory ./Trajectores already exists. I don't want to overwrite anything, so i'm backing off"
sys.exit(1)
for i in range(args.n_trajs):
print 'simulating traj %s' % i
# select initial configs randomly from a 2D box
initial_x = [random.uniform(-1.5, 1.2), random.uniform(-0.2, 2)]
print 'starting conformation from randomly sampled points (%s, %s)' % (initial_x[0], initial_x[1])
print 'propagating for %s steps on the Muller potential with a Langevin integrator...' % args.traj_length
positions = muller.propagate(args.traj_length, initial_x, kT, dt, mGamma, forcecalculator)
# positions is N x 2, but we want to make it N x 1 x 3 where the additional
# column is just zeros. This way, being N x 1 x 3, it looks like a regular MD
# trajectory that would be N_frames x N_atoms x 3
positions3 = np.hstack((positions, np.zeros((len(positions),1)))).reshape((len(positions), 1, 3))
t = Trajectory.LoadTrajectoryFile(project['ConfFilename'])
t['XYZList'] = positions3
t.SaveToLHDF(project.GetTrajFilename(i))
print 'saving trajectory to %s' % project.GetTrajFilename(i)
project.SaveToHDF('ProjectInfo.h5')
print 'saved ProjectInfo.h5 file'
pickle.dump(metric.EuclideanMetric(), open('metric.pickl', 'w'))
print 'saved metric.pickl'
