Exemplo n.º 1
0
def orientations(coord, graph, cell):
    """
    Does not work when two OHs are colinear
    """
    logger = logging.getLogger()
    rotmatrices = []
    for node in range(graph.number_of_nodes()):
        if node in graph.ignores:
            # for dopants; do not rotate
            rotmat = np.identity(3)
        else:
            vsucc = [cell.rel2abs(rel_wrap(coord[x] - coord[node])) for x in graph.successors(node)]
            if len(vsucc) < 2: #TSL
                vpred = [cell.rel2abs(rel_wrap(coord[x] - coord[node])) for x in graph.predecessors(node)]
                vsucc = [x / np.linalg.norm(x) for x in vsucc]
                vpred = [x / np.linalg.norm(x) for x in vpred]
                vcomp = complement(vpred+vsucc)
                logger.debug("Node {0} vcomp {1}".format(node,vcomp))    
                vsucc = (vsucc+vcomp)[:2]
            logger.debug("Node {0} vsucc {1}".format(node,vsucc))
            assert 2<=len(vsucc), "Probably a wrong ice network."
            y = vsucc[1] - vsucc[0]
            y /= np.linalg.norm(y)
            z = (vsucc[0] + vsucc[1]) / 2
            z /= np.linalg.norm(z)
            x = np.cross(y, z)
            rotmat = np.vstack([x, y, z])
            
        rotmatrices.append(rotmat)
    return rotmatrices
Exemplo n.º 2
0
def orientations(coord, graph, cell):
    """
    Does not work when two OHs are colinear
    """
    logger = logging.getLogger()
    rotmatrices = []
    for node in range(graph.number_of_nodes()):
        if node in graph.ignores:
            # for dopants; do not rotate
            rotmat = np.identity(3)
        else:
            vsucc = [cell.rel2abs(rel_wrap(coord[x] - coord[node])) for x in graph.successors(node)]
            if len(vsucc) < 2: #TSL
                vpred = [cell.rel2abs(rel_wrap(coord[x] - coord[node])) for x in graph.predecessors(node)]
                vsucc = [x / np.linalg.norm(x) for x in vsucc]
                vpred = [x / np.linalg.norm(x) for x in vpred]
                vcomp = complement(vpred+vsucc)
                logger.debug("Node {0} vcomp {1}".format(node,vcomp))    
                vsucc = (vsucc+vcomp)[:2]
            logger.debug("Node {0} vsucc {1}".format(node,vsucc))
            assert 2<=len(vsucc), "Probably a wrong ice network."
            y = vsucc[1] - vsucc[0]
            y /= np.linalg.norm(y)
            z = (vsucc[0] + vsucc[1]) / 2
            z /= np.linalg.norm(z)
            x = np.cross(y, z)
            rotmat = np.vstack([x, y, z])
            
        rotmatrices.append(rotmat)
    return rotmatrices
Exemplo n.º 3
0
def replicate_groups(groups, waters, cagepos, rep):
    """
    This is not that easy.
    """
    logger = logging.getLogger()
    # Storage for replicated groups
    newgroups = defaultdict(dict)
    for root, cages in groups.items():
        # Position of root (water) (fractional)
        root_pos = waters[root]
        for cage, group_name in cages.items():
            # Position of the cage (fractional)
            cage_pos = cagepos[cage]
            # Relative position of the cage
            delta = rel_wrap(cage_pos - root_pos)
            # (Image) cell that the cage resides
            gcell = np.floor(root_pos + delta)
            for x in range(rep[0]):
                for y in range(rep[1]):
                    for z in range(rep[2]):
                        r = np.array((x, y, z))
                        # label of the root (water) in the replica
                        newroot = root + len(waters) * \
                            (x + rep[0] * (y + rep[1] * z))
                        # replicated cell in which the cage resides.
                        # modulo by positive number is always positive.
                        cr = (r + gcell) % rep
                        newcage = cage + \
                            len(cagepos) * (cr[0] + rep[0]
                                            * (cr[1] + rep[1] * cr[2]))
                        newcage = int(newcage)
                        newgroups[newroot][newcage] = group_name
                        # logger.info(("root",newroot,"newcage", newcage))
    return newgroups
Exemplo n.º 4
0
def replicate_groups(groups, waters, cagepos, rep):
    """
    This is not that easy.
    """
    logger = logging.getLogger()
    # Storage for replicated groups
    newgroups = defaultdict(dict)
    for root, cages in groups.items():
        # Position of root (water) (fractional)
        root_pos = waters[root]
        for cage, group_name in cages.items():
            # Position of the cage (fractional)
            cage_pos = cagepos[cage]
            # Relative position of the cage
            delta = rel_wrap(cage_pos - root_pos)
            # (Image) cell that the cage resides
            gcell = np.floor(root_pos + delta)
            for x in range(rep[0]):
                for y in range(rep[1]):
                    for z in range(rep[2]):
                        r = np.array((x, y, z))
                        # label of the root (water) in the replica
                        newroot = root + len(waters) * \
                            (x + rep[0] * (y + rep[1] * z))
                        # replicated cell in which the cage resides.
                        # modulo by positive number is always positive.
                        cr = (r + gcell) % rep
                        newcage = cage + \
                            len(cagepos) * (cr[0] + rep[0]
                                            * (cr[1] + rep[1] * cr[2]))
                        newcage = int(newcage)
                        newgroups[newroot][newcage] = group_name
                        # logger.info(("root",newroot,"newcage", newcage))
    return newgroups
Exemplo n.º 5
0
def shortest_distance(coord, cell, pairs=None):
    dmin = 1e99
    if pairs is None:
        iter = it.combinations(coord, 2)
    else:
        iter = [(coord[i], coord[j]) for i, j in pairs]
    for c1, c2 in iter:
        r = cell.rel2abs(rel_wrap(c1 - c2))
        rr = np.dot(r, r)
        if rr < dmin:
            dmin = rr
    return dmin**0.5
Exemplo n.º 6
0
def shortest_distance(coord, cell, pairs=None):
    dmin = 1e99
    if pairs is None:
        iter = it.combinations(coord, 2)
    else:
        iter = [(coord[i], coord[j]) for i, j in pairs]
    for c1, c2 in iter:
        r = cell.rel2abs(rel_wrap(c1 - c2))
        rr = np.dot(r, r)
        if rr < dmin:
            dmin = rr
    return dmin**0.5
Exemplo n.º 7
0
def neighbor_cages_of_dopants(dopants, waters, cagepos, cell):
    """
    Just shows the environments of the dopants
    """
    #logger = logging.getLogger()
    dnei = defaultdict(set)
    for site, name in dopants.items():
        org = waters[site]
        for i, pos in enumerate(cagepos):
            #Displacement (relative)
            a = cell.rel2abs(rel_wrap(pos - org))
            sqdistance = np.dot(a, a)
            if sqdistance < 0.57**2:
                dnei[site].add(i)
                # logger.info((i,cagepos[i]))
    return dnei
Exemplo n.º 8
0
def neighbor_cages_of_dopants(dopants, waters, cagepos, cell):
    """
    Just shows the environments of the dopants
    """
    #logger = logging.getLogger()
    dnei = defaultdict(set)
    for site, name in dopants.items():
        org = waters[site]
        for i, pos in enumerate(cagepos):
            #Displacement (relative)
            a = cell.rel2abs(rel_wrap(pos - org))
            sqdistance = np.dot(a, a)
            if sqdistance < 0.57**2:
                dnei[site].add(i)
                # logger.info((i,cagepos[i]))
    return dnei
Exemplo n.º 9
0
def Alkyl(cpos, root, cell, molname, backbone):
    """
    put a normal-alkyl group rooted at root toward cpos.
    """
    logger = logging.getLogger()
    # logger.info("  Put butyl at {0}".format(molname))
    v1abs = cell.rel2abs(rel_wrap(cpos - root))
    v1 = v1abs / np.linalg.norm(v1abs)

    origin = cell.rel2abs(root)
    CC = 0.154
    rawatoms = alkyl.alkyl(v1, v1abs*1.5/CC, backbone)

    atoms = []
    for i, atom in enumerate(rawatoms):
        atomname, pos = atom
        atompos = cell.abs_wrapf(pos*CC + origin)
        atoms.append([i, molname, atomname, atompos, 0])
    return atoms
Exemplo n.º 10
0
def Alkyl(cpos, root, cell, molname, backbone):
    """
    put a normal-alkyl group rooted at root toward cpos.
    """
    logger = logging.getLogger()
    # logger.info("  Put butyl at {0}".format(molname))
    v1abs = cell.rel2abs(rel_wrap(cpos - root))
    v1 = v1abs / np.linalg.norm(v1abs)

    origin = cell.rel2abs(root)
    CC = 0.154
    rawatoms = alkyl.alkyl(v1, v1abs*1.5/CC, backbone)

    atoms = []
    for i, atom in enumerate(rawatoms):
        atomname, pos = atom
        atompos = cell.abs_wrapf(pos*CC + origin)
        atoms.append([i, molname, atomname, atompos, 0])
    return atoms