#!/usr/bin/env python from ase.build import bulk from ase.dft.kpoints import ibz_points, get_bandpath from ase.phonons import Phonons from ase.calculators.kim.kim import KIM import jinja2 import json from functools import partial import matplotlib matplotlib.use('Agg') import pylab as plt import numpy as np import os import hashlib import scipy.optimize as opt symbol = raw_input() lattice = raw_input() model = raw_input() latticeconstant = raw_input() # Convert lattice constant from query to angstroms latticeconstant = float(latticeconstant)*1e10 def energy(a, slab, cell): """ Compute the energy of a lattice given the lattice constant """ slab.set_cell( cell * a ) try: energy = slab.get_potential_energy() except: energy = 1e10 raise return energy def getFileInfo(filename): dct = {} abspath = os.path.abspath(filename) dct['filename'] = filename dct['path'] = os.path.dirname(abspath) dct['extension'] = os.path.splitext(filename)[1] dct['size'] = os.path.getsize(abspath) dct['created'] = os.path.getctime(abspath) dct['hash'] = hashlib.md5(open(abspath, 'rb').read()).hexdigest() dct['desc'] = "Plot of the broken bond fit" return dct # Setup crystal and calculator calc = KIM(model) atoms = bulk(symbol, lattice, a=latticeconstant) # Phonon calculator N = 7 ph = Phonons(atoms, calc, supercell=(N, N, N), delta=0.05) ph.run() # Read forces and assemble the dynamical matrix ph.read(acoustic=True) # High-symmetry points in the Brillouin zone points = ibz_points['fcc'] G = points['Gamma'] X = points['X'] W = points['W'] K = points['K'] L = points['L'] U = points['U'] point_names = ['$\Gamma$', 'X', 'U', 'L', '$\Gamma$', 'K'] path = [G, X, U, L, G, K] # Band structure in meV path_kc, q, Q = get_bandpath(path, atoms.cell, 100) omega_kn = 1000 * ph.band_structure(path_kc) # Calculate phonon DOS omega_e, dos_e = ph.dos(kpts=(50, 50, 50), npts=5000, delta=5e-4) omega_e *= 1000 # Plot the band structure and DOS plt.figure(1, (8, 6)) plt.axes([.1, .07, .67, .85]) for n in range(len(omega_kn[0])): omega_n = omega_kn[:, n] plt.plot(q, omega_n, 'k-', lw=2) plt.xticks(Q, point_names, fontsize=18) plt.yticks(fontsize=18) plt.xlim(q[0], q[-1]) plt.ylabel("Frequency ($\mathrm{meV}$)", fontsize=22) plt.grid(True) plt.axes([.8, .07, .17, .85]) plt.fill_between(dos_e, omega_e, y2=0, color='lightgrey', edgecolor='k', lw=1) plt.ylim(0, 35) plt.xticks([], []) plt.yticks([], []) plt.xlabel("DOS", fontsize=18) filename = 'output/phonons-%s-%s-%s.png' % (model, symbol, lattice) plt.savefig(filename) kpoints = [] DOS = [] branches = ['TA', 'TA', 'LA'] space_groups = {"fcc": "Fm-3m", "bcc": "Im-3m", "sc": "Pm-3m", "diamond": "Fd-3m"} wyckoff_codes = {"fcc": "4a", "bcc": "2a", "sc": "1a", "diamond": "8a"} normed_basis = { lattice: json.dumps(bulk(symbol, lattice, a=1, cubic=True).positions.tolist(), separators=(' ', ' ')) for lattice in space_groups.keys() } curr = 0 for j in xrange(len(omega_kn[0])): kpoints.append({ "wavenumber": list(q), "frequency": list(omega_kn[:,j]), "branch_label": branches[j], "iter": j+1, }) curr = j+1 DOS.append({"energy": list(omega_e), "density": list(dos_e), "iter": curr+1}) results = { "wavevector": np.array(path_kc).tolist(), "lattice_constant": latticeconstant, "crystal_structure": lattice, "element": symbol, "kpoints": kpoints, "DOS": DOS, "basis_atoms": normed_basis[lattice], } template_environment = jinja2.Environment( loader=jinja2.FileSystemLoader('/'), block_start_string='@[', block_end_string=']@', variable_start_string='@<', variable_end_string='>@', comment_start_string='@#', comment_end_string='#@', undefined=jinja2.StrictUndefined, ) jsondump = partial(json.dumps, separators=(' ', ' '), indent=4) jsonlinedump = partial(json.dumps, separators=(' ', ' ')) template_environment.filters.update({"json": jsondump, "jsonl": jsonlinedump}) #template the EDN output with open(os.path.abspath("output/results.edn"), "w") as f: template = template_environment.get_template(os.path.abspath("results.edn.tpl")) f.write(template.render(**results))