Exemple #1
0
        raise NotImplementedError('unknown ff = ' + str(ff))
    if not quiet:
        print ' Forcefield:', forcefield.__class__.__name__

    if model == 'calpha':
        selection = '(%s) and polymer and name CA' % (selection)

    from cStringIO import StringIO
    f = StringIO(cmd.get_pdbstr(selection))
    conf = PDBConfiguration(f)
    items = conf.createPeptideChains(model)

    universe = InfiniteUniverse(forcefield)
    universe.protein = Protein(*items)

    nbasis = max(10, universe.numberOfAtoms()/5)
    cutoff, nbasis = estimateCutoff(universe, nbasis)
    if not quiet:
        print " Calculating %d low-frequency modes." % nbasis

    if cutoff is None:
        modes = NormalModes(universe)
    else:
        subspace = FourierBasis(universe, cutoff)
        modes = SubspaceNormalModes(universe, subspace)

    natoms = modes.array.shape[1]
    frequencies = modes.frequencies

    if factor < 0:
        factor = log(natoms)
Exemple #2
0
def normalmodes_mmtk(selection,
                     cutoff=12.0,
                     ff='Deformation',
                     first=7,
                     last=10,
                     prefix='mmtk',
                     states=7,
                     factor=-1,
                     quiet=1):
    '''
DESCRIPTION

    Fast normal modes for large proteins using an elastic network model (CA only)

    Based on:
    http://dirac.cnrs-orleans.fr/MMTK/using-mmtk/mmtk-example-scripts/normal-modes/
    '''
    try:
        import MMTK
    except ImportError:
        print('Failed to import MMTK, please add to PYTHONPATH')
        raise CmdException

    selection = selector.process(selection)
    cutoff = float(cutoff)
    first, last = int(first), int(last)
    states, factor, quiet = int(states), float(factor), int(quiet)

    from math import log
    from chempy import cpv

    from MMTK import InfiniteUniverse
    from MMTK.PDB import PDBConfiguration
    from MMTK.Proteins import Protein
    from MMTK.NormalModes import NormalModes

    from MMTK.ForceFields import DeformationForceField, CalphaForceField
    from MMTK.FourierBasis import FourierBasis, estimateCutoff
    from MMTK.NormalModes import NormalModes, SubspaceNormalModes

    model = 'calpha'
    ff = ff.lower()
    if 'deformationforcefield'.startswith(ff):
        forcefield = DeformationForceField(cutoff=cutoff / 10.)
    elif 'calphaforcefield'.startswith(ff):
        forcefield = CalphaForceField(cutoff=cutoff / 10.)
    elif 'amber94forcefield'.startswith(ff):
        from MMTK.ForceFields import Amber94ForceField
        forcefield = Amber94ForceField()
        model = 'all'
    else:
        raise NotImplementedError('unknown ff = ' + str(ff))
    if not quiet:
        print(' Forcefield:', forcefield.__class__.__name__)

    if model == 'calpha':
        selection = '(%s) and polymer and name CA' % (selection)

    f = StringIO(cmd.get_pdbstr(selection))
    conf = PDBConfiguration(f)
    items = conf.createPeptideChains(model)

    universe = InfiniteUniverse(forcefield)
    universe.protein = Protein(*items)

    nbasis = max(10, universe.numberOfAtoms() / 5)
    cutoff, nbasis = estimateCutoff(universe, nbasis)
    if not quiet:
        print(" Calculating %d low-frequency modes." % nbasis)

    if cutoff is None:
        modes = NormalModes(universe)
    else:
        subspace = FourierBasis(universe, cutoff)
        modes = SubspaceNormalModes(universe, subspace)

    natoms = modes.array.shape[1]
    frequencies = modes.frequencies

    if factor < 0:
        factor = log(natoms)
        if not quiet:
            print(' set factor to %.2f' % (factor))

    if True:  # cmd.count_atoms(selection) != natoms:
        import tempfile, os
        from MMTK import DCD
        filename = tempfile.mktemp(suffix='.pdb')
        sequence = DCD.writePDB(universe, None, filename)
        z = [a.index for a in sequence]
        selection = cmd.get_unused_name('_')
        cmd.load(filename, selection, zoom=0)
        os.remove(filename)

        if cmd.count_atoms(selection) != natoms:
            print('hmm... still wrong number of atoms')

    def eigenfacs_iter(mode):
        x = modes[mode - 1].array
        return iter(x.take(z, 0))

    for mode in range(first, min(last, len(modes)) + 1):
        name = prefix + '%d' % mode
        cmd.delete(name)

        if not quiet:
            print(' normalmodes: object "%s" for mode %d with freq. %.6f' % \
                    (name, mode, frequencies[mode-1]))

        for state in range(1, states + 1):
            cmd.create(name, selection, 1, state, zoom=0)
            cmd.alter_state(
                state,
                name,
                '(x,y,z) = cpv.add([x,y,z], cpv.scale(next(myit), myfac))',
                space={
                    'cpv': cpv,
                    'myit': eigenfacs_iter(mode),
                    'next': next,
                    'myfac':
                    1e2 * factor * ((state - 1.0) / (states - 1.0) - 0.5)
                })

    cmd.delete(selection)
    if model == 'calpha':
        cmd.set('ribbon_trace_atoms', 1, prefix + '*')
        cmd.show_as('ribbon', prefix + '*')
    else:
        cmd.show_as('lines', prefix + '*')
Exemple #3
0
    else:
        raise NotImplementedError('unknown ff = ' + str(ff))
    if not quiet:
        print(' Forcefield:', forcefield.__class__.__name__)

    if model == 'calpha':
        selection = '(%s) and polymer and name CA' % (selection)

    f = StringIO(cmd.get_pdbstr(selection))
    conf = PDBConfiguration(f)
    items = conf.createPeptideChains(model)

    universe = InfiniteUniverse(forcefield)
    universe.protein = Protein(*items)

    nbasis = max(10, universe.numberOfAtoms() / 5)
    cutoff, nbasis = estimateCutoff(universe, nbasis)
    if not quiet:
        print(" Calculating %d low-frequency modes." % nbasis)

    if cutoff is None:
        modes = NormalModes(universe)
    else:
        subspace = FourierBasis(universe, cutoff)
        modes = SubspaceNormalModes(universe, subspace)

    natoms = modes.array.shape[1]
    frequencies = modes.frequencies

    if factor < 0:
        factor = log(natoms)