""" Polyhedron module SPDX - License - Identifier: LGPL - 3.0 - or -later Copyright © 2020 Project Author Guille Gutierrez guillermo.gutierrezmorote@concordia.ca """ import numpy as np import stl from helpers.geometry import Geometry class Polyhedron: def __init__(self, surfaces): self._surfaces = [s for s in surfaces] self._polygons = [s.polygon for s in surfaces] self._polyhedron = None self._volume = None self._faces = None self._vertices = None self._mesh = None self._geometry = Geometry() def _position_of(self, point): vertices = self.vertices for i in range(len(vertices)): if self._geometry.almost_equal(vertices[i], point): return i return -1 @property def vertices(self): if self._vertices is None: vertices, self._vertices = [], [] [vertices.extend(s.points) for s in self._surfaces] for v1 in vertices: found = False for v2 in self._vertices: found = False if self._geometry.almost_equal(v1, v2): found = True break if not found: self._vertices.append(v1) self._vertices = np.asarray(self._vertices) return self._vertices @property def faces(self): if self._faces is None: self._faces = [] for s in self._surfaces: face = [] points = s.points for p in points: face.append(self._position_of(p)) self._faces.append(face) self._faces = np.asarray(self._faces) return self._faces @property def _polyhedron_mesh(self): if self._mesh is None: self._mesh = stl.mesh.Mesh(np.zeros(self.faces.shape[0], dtype=stl.mesh.Mesh.dtype)) for i, f in enumerate(self.faces): for j in range(3): self._mesh.vectors[i][j] = self.vertices[f[j], :] return self._mesh @property def volume(self): if self._volume is None: self._volume, cog, inertia = self._polyhedron_mesh.get_mass_properties() return self._volume @property def max_z(self): return self._polyhedron_mesh.z.max() def save(self, full_path): self._polyhedron_mesh.save(full_path)