""" Polyhedron module SPDX - License - Identifier: LGPL - 3.0 - or -later Copyright © 2020 Project Author Guille Gutierrez guillermo.gutierrezmorote@concordia.ca """ import numpy as np from trimesh import Trimesh from helpers.geometry_helper import GeometryHelper class Polyhedron: """ Polyhedron class """ def __init__(self, surfaces): self._surfaces = list(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._centroid = None self._max_z = None self._geometry = GeometryHelper() 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) -> np.ndarray: """ Polyhedron vertices :return: np.ndarray(int) """ if self._vertices is None: vertices, self._vertices = [], [] _ = [vertices.extend(s.points) for s in self._surfaces] for vertex_1 in vertices: found = False for vertex_2 in self._vertices: found = False if self._geometry.almost_equal(vertex_1, vertex_2): found = True break if not found: self._vertices.append(vertex_1) self._vertices = np.asarray(self._vertices) return self._vertices @property def faces(self) -> np.ndarray: """ Polyhedron faces :return: np.ndarray([int]) """ if self._faces is None: self._faces = [] for surface in self._surfaces: face = [] points = surface.points for point in points: face.append(self._position_of(point)) 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 = Trimesh(vertices=self.vertices, faces=self.faces) return self._mesh @property def volume(self): """ Polyhedron volume in cubic meters :return: float """ if self._volume is None: if not self._polyhedron_mesh.is_volume: print('The geometry is not a closed volume') self._volume = np.inf else: self._volume = self._polyhedron_mesh.volume return self._volume @property def max_z(self): """ Polyhedron maximal z value :return: float """ bounds = self._polyhedron_mesh.bounds z_max = max(bounds[:, 2]) return z_max @property def centroid(self): """ Polyhedron centroid :return: [x,y,z] """ return self._polyhedron_mesh.centroid def export(self, full_path): """ Export the polyhedron to stl given file :param full_path: str :return: None """ self._polyhedron_mesh.export(full_path)