Source code for sisl.io.vasp.locpot

# This Source Code Form is subject to the terms of the Mozilla Public
# License, v. 2.0. If a copy of the MPL was not distributed with this
# file, You can obtain one at https://mozilla.org/MPL/2.0/.
from __future__ import annotations

from numbers import Integral

import numpy as np

from sisl import Grid
from sisl._internal import set_module
from sisl.typing import UnitsVar
from sisl.unit import serialize_units_arg, unit_convert

from .._help import grid_reduce_indices
from ..sile import add_sile, sile_fh_open
from .car import carSileVASP
from .sile import SileVASP

__all__ = ["locpotSileVASP"]


@set_module("sisl.io.vasp")
class locpotSileVASP(carSileVASP):
    """Electrostatic (or total) potential plus geometry

    This file-object handles the electrostatic(total) potential from VASP
    """

[docs] @sile_fh_open(True) def read_grid( self, index=0, dtype=np.float64, units: UnitsVar = "eV", **kwargs ) -> Grid: """Reads the potential from the file and returns with a grid (plus geometry) Parameters ---------- index : int or array_like, optional the index of the potential to read. For a spin-polarized VASP calculation 0 and 1 are allowed, UP/DOWN. For non-collinear 0, 1, 2 or 3 is allowed which equals, TOTAL, x, y, z total potential with the Cartesian directions equal to the potential for the magnetization directions. For array-like they refer to the fractional contributions for each corresponding index. dtype : numpy.dtype, optional grid stored dtype units : selects units in the returned data spin : optional same as `index` argument. `spin` argument has precedence. Returns ------- Grid potential with associated geometry """ units = serialize_units_arg(units) eV2unit = unit_convert("eV", units["energy"]) index = kwargs.get("spin", index) geom = self.read_geometry() V = geom.lattice.volume # Now we are past the cell and geometry # We can now read the size of LOCPOT self.readline() nx, ny, nz = list(map(int, self.readline().split())) n = nx * ny * nz is_index = True if isinstance(index, Integral): max_index = index + 1 else: is_index = False max_index = len(index) rl = self.readline vals = [] vapp = vals.append i = 0 while i < n * max_index: dat = [l for l in rl().split()] vapp(dat) i += len(dat) if i % n == 0 and i < n * max_index: # Each time a new spin-index is present, we need to read the coordinates j = 0 while j < geom.na: j += len(rl().split()) # one line of nx, ny, nz rl() # Cut size before proceeding (otherwise it *may* fail) vals = np.array(vals).astype(dtype).ravel() if is_index: val = vals[n * index : n * (index + 1)].reshape(nz, ny, nx) else: vals = vals[: n * max_index].reshape(-1, nz, ny, nx) val = grid_reduce_indices(vals, index, axis=0) del vals # Make it C-ordered with nx, ny, nz val = np.swapaxes(val, 0, 2) / V # Create the grid with data # Since we populate the grid data afterwards there # is no need to create a bigger grid than necessary. grid = Grid([1, 1, 1], dtype=dtype, geometry=geom) grid.grid = val * eV2unit return grid
add_sile("LOCPOT", locpotSileVASP, gzip=True)