From 190a8f556683e47ee56b83623c26f0967149034b Mon Sep 17 00:00:00 2001 From: Djalim Simaila Date: Fri, 23 Jun 2023 10:22:28 +0200 Subject: [PATCH] 1.2.3 --- README.md | 59 +- exemple d'utilisation de l'api.ipynb | 360 + exemple_file/exemple.obj | 373413 ++++++++++++++++++++ install_deps.bat | 0 install_deps.command | 1 + install_deps.sh | 0 launch.bat | 0 launch.command | 1 + launch.sh | 0 utils/data_processing/data_processing.py | 2 +- utils/files/input.py | 15 +- utils/files/output.py | 1 + utils/graph2D/mpl_render.py | 55 +- utils/graph2D/visplot_render.py | 4 +- utils/graph3D/mpl_render.py | 34 +- utils/graph3D/visplot_render.py | 4 +- utils/gui/pyqt/main_window/MainWindow.py | 40 +- utils/math/data_extraction.py | 4 - utils/math/position_manipulation.py | 1 + utils/settings/SettingManager.py | 6 +- 20 files changed, 373931 insertions(+), 69 deletions(-) create mode 100644 exemple d'utilisation de l'api.ipynb create mode 100644 exemple_file/exemple.obj mode change 100755 => 100644 install_deps.bat mode change 100755 => 100644 install_deps.command mode change 100755 => 100644 install_deps.sh mode change 100755 => 100644 launch.bat mode change 100755 => 100644 launch.command mode change 100755 => 100644 launch.sh diff --git a/README.md b/README.md index deeebc1..0977be0 100644 --- a/README.md +++ b/README.md @@ -25,15 +25,15 @@ L'outil permet également l'affichage de plusieurs graphiques, tels que : - La coupe d'une couche sélectionnée - L'évolution de la différence entre le rayon de chaque point et le rayon moyen de la couche en fonction de l'angle theta (de 0 à 2pi). - ![images/1.png](images/1.png) ![images/2.png](images/2.png) ![images/3.png](images/3.png) --- + ## Installation et utilisation -Veuillez noter que ce programme nécessite une version de Python 3.10 ou supérieure. +Veuillez noter que ce programme nécessite Python 3.10 ou supérieure. ### Installation automatisée @@ -60,17 +60,15 @@ python main.py Si vous utilisez Anaconda, il est possible que vous rencontriez des problèmes avec la bibliothèque pyQt. Vous pourriez rencontrer une erreur telle que : - ``` line 9, in from PyQt5.QtWidgets import QApplication ImportError: DLL load failed while importing QtWidgets: La procédure spécifiée est introuvable. ``` - Cependant, vous pouvez toujours utiliser le programme en créant un environnement virtuel avec les dépendances nécessaires. Pour cela, vous devez créer un environnement virtuel, l'activer, puis installer les dépendances. -```bash +```bash pip install venv python -m venv venv # Pour les utilisateurs de windows @@ -84,39 +82,40 @@ python main.py ### Instructions pour l'utilisation des graphiques 2D et 3D Graphiques 2D : + - Pour zoomer, utilisez la molette de la souris. - Pour vous déplacer, cliquez sur le graphique et déplacez la souris. -- Pour modifier l'échelle, cliquez avec le bouton droit de la souris sur le graphique et déplacez la souris : - - vers le haut pour augmenter l'échelle de l'axe y. - - vers le bas pour diminuer l'échelle de l'axe y. - - vers la gauche pour diminuer l'échelle de l'axe x. - - vers la droite pour augmenter l'échelle de l'axe x. +- Pour modifier l'échelle, cliquez avec le bouton droit de la souris sur le graphique et déplacez la souris : + - vers le haut pour augmenter l'échelle de l'axe y. + - vers le bas pour diminuer l'échelle de l'axe y. + - vers la gauche pour diminuer l'échelle de l'axe x. + - vers la droite pour augmenter l'échelle de l'axe x. Graphiques 3D : + - Pour zoomer, utilisez la molette de la souris ou maintenez le clic droit et déplacez la souris vers le haut ou le bas. - Pour vous déplacer, maintenez le bouton 'Majuscule', puis cliquez sur le graphique et déplacez la souris. -- Pour effectuer une rotation, maintenez le clic gauche et déplacez la souris : - - pour une rotation autour de l'axe x, déplacez la souris vers le haut ou le bas dans la zone indiquée en bleu. - - pour une rotation autour de l'axe y, déplacez la souris dans une trajectoire de cercle suivant la zone indiquée en vert. - - pour une rotation autour de l'axe z, déplacez la souris vers la gauche ou la droite dans la zone indiquée en rouge. +- Pour effectuer une rotation, maintenez le clic gauche et déplacez la souris : + - pour une rotation autour de l'axe x, déplacez la souris vers le haut ou le bas dans la zone indiquée en bleu. + - pour une rotation autour de l'axe y, déplacez la souris dans une trajectoire de cercle suivant la zone indiquée en vert. + - pour une rotation autour de l'axe z, déplacez la souris vers la gauche ou la droite dans la zone indiquée en rouge. ![images/4.png](images/4.png) -___ +--- ## Informations et Documentation pour les Developpeurs ### Informations - Convention des variables : - - snake_case pour les fonctions et les variables. - - PascalCase pour les classes. + - snake_case pour les fonctions et les variables. + - PascalCase pour les classes. - Les imports sont relatif au fichier exécuté. (ici main.py) -- L'interface graphique est modifiable avec [Qt Designer](https://build-system.fman.io/qt-designer-download). - - Le fichier .ui est ensuite converti en fichier .py avec la commande suivante : `pyuic5 -x -o ` +- L'interface graphique est modifiable avec [Qt Designer](https://build-system.fman.io/qt-designer-download). + - Le fichier .ui est ensuite converti en fichier .py avec la commande suivante : `pyuic5 -x -o ` - Le code est commenté et documenté en anglais. -- Le backend du rendu de graphe "matplotlib" n'est (actuellement) pas compatible avec le programme. Il peut cepandant etre utilisé independamment du programme pour des scripts ou des notesbooks. - +- Le backend du rendu de graphe "matplotlib" n'est (actuellement) pas compatible avec le programme. Il peut cepandant etre utilisé independamment du programme pour des scripts ou des notesbooks. Stack trace de l'analyse d'un fichier .obj : @@ -138,24 +137,28 @@ flowchart TD La documentation du code est dans le dossier builded doc, il suffit d'ouvrir le fichier index.html avec un navigateur web. Pour generer la documentation apres modification du code il faut passer par [sphinx](https://www.sphinx-doc.org/en/master/usage/installation.html), -ensuite il faut installer le theme [readthedocs](https://sphinx-rtd-theme.readthedocs.io/en/stable/) +ensuite il faut installer le theme [readthedocs](https://sphinx-rtd-theme.readthedocs.io/en/stable/) + ```bash pip install sphinx_rtd_theme ``` + et executer la commande suivante dans le dossier doc : + ```bash make html ``` + Cela generera la documentation dans le dossier docs/build. --- + ## Contributeurs - Djalim SIMAILA : [mail](mailto:DjalimS.Pro@outlook.fr), [github](https://github.com/DjalimSimaila) - - Implementation de la specification du projet. - + - Implementation de la specification du projet. - Alexis DOGHMANE : [mail](mailto:alexis.doghmane@inrae.fr) - - Redacteur des specifications du projet. + - Redacteur des specifications du projet. - Pierre PHILIPPE : [mail](mailto:pierre.philippe@inrae.fr) - Recherche et documentation sur les calculs d'analyse morphologique. @@ -163,7 +166,7 @@ Cela generera la documentation dans le dossier docs/build. Avec du code de : - Jerome Duriez : [mail](mailto:jerome.duriez@inrae.fr) - - Redressement de l'objet 3D en passant par un alignement des axes de l'espace avec les axes d'inertie de l'objet 3D. + - Redressement de l'objet 3D en passant par un alignement des axes de l'espace avec les axes d'inertie de l'objet 3D. -- Rick van Hattem : [mail](mailto:Wolph@Wol.ph) - - Code permettant de calculer le centre de gravité d'un objet, la matrice d'inertie et le volume d'un objet 3D. [source](https://pypi.org/project/numpy-stl/) \ No newline at end of file +- Rick van Hattem : [mail](mailto:Wolph@Wol.ph) + - Code permettant de calculer le centre de gravité d'un objet, la matrice d'inertie et le volume d'un objet 3D. [source](https://pypi.org/project/numpy-stl/) \ No newline at end of file diff --git a/exemple d'utilisation de l'api.ipynb b/exemple d'utilisation de l'api.ipynb new file mode 100644 index 0000000..e2e6d60 --- /dev/null +++ b/exemple d'utilisation de l'api.ipynb @@ -0,0 +1,360 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Exemple d'utilisation de l'api de l'application" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Importer/Lire les données d'un fichier\n", + "\n", + "Pour utiliser un fichier, il faut d'abord le lire et extraire les données qui nous intéressent (ici, les coordinnées des points, ainsi que les informations sur les faces de l'objet si disponible).\n", + "Pour ce faire on passe par une classe qui abstrait le fichier, et qui permet de récupérer les données sous forme d'une classe nommée `ScannedObject`.\n", + "\n", + "Cette classe possède la methode `from_file` qui permet de lire un fichier stl,obj ou xyz et de le convertir en objet `ScannedObject`.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from utils.files.input import ScannedObject\n", + "obj = ScannedObject.from_file('exemple_file/exemple.obj')" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Une instance de `ScannedObject` uniquement les données qui nous intéressent, à savoir les points et les faces de l'objet, toute autres données sont ignorées.\n", + "Nous pouvons donc visualiser les données en utilisant les methodes `get_vertices` et `get_faces` qui renvoient respectivement les points et les faces de l'objet." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[[ -15.27013 -102.8562 -21.04008]\n", + " [ -15.05591 -102.8562 -21.19151]\n", + " [ -15.05591 -102.9366 -21.04008]\n", + " [ -12.83076 -98.88948 -14.36465]\n", + " [ -12.83076 -98.81498 -14.64281]]\n", + "[[ 0 1 2]\n", + " [ 3 4 5]\n", + " [ 5 6 3]\n", + " [ 7 8 9]\n", + " [ 2 1 10]]\n" + ] + } + ], + "source": [ + "vertices = obj.get_vertices()\n", + "print(vertices[:5])\n", + "faces = obj.get_faces()\n", + "print(faces[:5])" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Comme beaucoup des autres methode de la classe `ScannedObject`, ces deux methodes possèdent des paramètres optionnels qui permettent d'alterer les données renvoyées.\n", + "Par exemple, la methode `get_vertices` possède un paramètre `sort` qui permet de trier les points par ordre croissant de leur coordonnée z, et la methode `get_faces` possède un paramètre `resolved` qui permet de renvoyer les faces sous forme de liste de points au lieu de liste d'indices de points." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[array([ -4.208344, -101.4655 , -25.25799 ]), array([ -4.208344, -101.1874 , -25.24189 ])]\n", + "[[[ -15.27013 -102.8562 -21.04008]\n", + " [ -15.05591 -102.8562 -21.19151]\n", + " [ -15.05591 -102.9366 -21.04008]]\n", + "\n", + " [[ -12.83076 -98.88948 -14.36465]\n", + " [ -12.83076 -98.81498 -14.64281]\n", + " [ -12.94191 -98.96223 -14.64281]]]\n" + ] + } + ], + "source": [ + "vertices = obj.get_vertices(sort=True)\n", + "print(vertices[:2])\n", + "faces = obj.get_faces(resolved=True)\n", + "print(faces[:2])" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Nous pouvons avoir une visualisation de l'objet 3D via les methodes de rendu3D integrées au programme:\n", + "\n", + "- Via la bibliotheque mathplotlib : La methode la plus simple a manier au niveau du code, cepandant **tres lente** lorsqu'il y a un nombre important de données, pour les visualisation de ce notebook nous utiliserons cette methode\n", + " \n", + "- Via la bibliotheque vispy : Methode moin intuitive mais plus performante du fait de l'utilisation d'openGL pour le rendu graphique, c'est la methode utilisé pour les graphes de l'interface graphique du programme" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from utils.graph3D.mpl_render import render3D\n", + "render3D(obj)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Alterer les données d'un objet\n", + "\n", + "Une fois que nous avons un objet `ScannedObject`, nous pouvons normaliser les données en utilisant la methode `normalize` qui prend en paramètre le ou les axes sur lesquels normaliser les données." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "z minimal pre-normalisation :-25.25799\n", + "z minimal post-normalisation :0.0\n" + ] + } + ], + "source": [ + "# On recupere le z le plus petit\n", + "min_z = obj.get_vertices(sort=True)[0][2]\n", + "print(f\"z minimal pre-normalisation :{min_z}\")\n", + "obj.normalise('z')\n", + "min_z = obj.get_vertices(sort=True)[0][2]\n", + "print(f\"z minimal post-normalisation :{min_z}\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Nous pouvons aussi verticaliser un fichier scanné, pour cela il faut importer la fonction verticalise du module `utils.math.position_manipulation`" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from utils.math.position_manipulation import verticalise\n", + "verticalise(obj)\n", + "render3D(obj)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Calculer les indicateurs" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Le calcul des indicateurs ce fait par le module `utils.data_processing.data_processing`" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "from utils.data_processing.data_processing import get_discrete_data, get_advanced_data,get_raw_data\n", + "\n", + "raw_data = get_raw_data(obj, ndigits=3, delta_z=1)\n", + "discrete_data = get_discrete_data(obj, ndigits=3, delta_z=1)\n", + "morphological_data = get_advanced_data(discrete_data,raw_data)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "X (en mm) : [3.517,3.301,3.33,...]\n", + "Y (en mm) : [0.468,0.284,0.677,...]\n", + "Z (en mm) : [-73.741,-73.731,-73.728,...]\n", + "theta (en rad) : [0.877,0.878,0.807,...]\n", + "rayon (en mm) : [4.009,3.725,4.009,...]\n", + "Xi-Xmoy : [3.082,2.866,2.896,...]\n", + "Yi-Ymoy : [2.564,2.379,2.772,...]\n" + ] + } + ], + "source": [ + "for key, value in raw_data.items():\n", + " print(f\"{key} : [{value[0]},{value[1]},{value[2]},...]\")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "X moy (en mm) : [0.435,0.14,1.368,...]\n", + "Y moy (en mm) : [-2.095,-1.837,-3.44,...]\n", + "Z moy (en mm) : [-72.991,-71.519,-70.5,...]\n", + "Discretisation(en mm) : [1.741,0.998,0.998,...]\n", + "Rayon moyen (en mm) : [6.756,8.106,7.596,...]\n", + "Rayon ecart type (en mm) : [2.6,2.407,2.762,...]\n" + ] + } + ], + "source": [ + "for key, value in discrete_data.items():\n", + " print(f\"{key} : [{value[0]},{value[1]},{value[2]},...]\")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Tortuosité : 1.0797297570494615\n", + "Volume en mm3 : 13505.551076405092\n", + "Surface en mm2 : 5201.0729735920295\n", + " : 5.064711656441718\n", + " : 26.302927226993862\n", + "σ_ : 0.8097193518068154\n", + "σ_^tot : 1.4360271048515636\n", + "H : 163.44\n", + "L : 163.5244273857001\n", + "l : 176.5621902528143\n", + "MI_l : 0.1598747187862013\n", + "MI_p : 0.2341636776566463\n", + "R_max : 8.106\n", + "MI_mR : 1.6004859802216225\n", + "MI_mH : 0.04959618208516887\n", + "MI_mR_in : 0.20265\n", + "V_scan : 0\n", + "R_V_scan : 0.0\n", + "S_V_scan : 0.0\n", + "Rayon hydraulique R_h : 5.193371115913308\n", + "HI : 0.0\n" + ] + } + ], + "source": [ + "for key, value in morphological_data.items():\n", + " print(f\"{key} : {value}\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Nous pouvons apres enregistrer ces resultats dans un fichier csv par exemple" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "from utils.files.output import format_data, save_output_file\n", + "\n", + "string = format_data(raw_data,\";\")\n", + "save_output_file(\"result.csv\",string)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.3" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/exemple_file/exemple.obj b/exemple_file/exemple.obj new file 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"$0")" python3 -m pip install -r requirements.txt \ No newline at end of file diff --git a/install_deps.sh b/install_deps.sh old mode 100755 new mode 100644 diff --git a/launch.bat b/launch.bat old mode 100755 new mode 100644 diff --git a/launch.command b/launch.command old mode 100755 new mode 100644 index bdd9a94..724df1b --- a/launch.command +++ b/launch.command @@ -1,2 +1,3 @@ #/bin/bash +cd "$(dirname "$0")" python3 main.py \ No newline at end of file diff --git a/launch.sh b/launch.sh old mode 100755 new mode 100644 diff --git a/utils/data_processing/data_processing.py b/utils/data_processing/data_processing.py index 2b15dc9..b0e1bba 100644 --- a/utils/data_processing/data_processing.py +++ b/utils/data_processing/data_processing.py @@ -180,7 +180,7 @@ def get_advanced_data(discrete_data:dict, raw_data:dict, V_scan = 0, update_prog MI_l = R_mean_std/R_mean MI_p = np.sqrt(mean_sigma_r_squared)/R_mean - R_max = max(raw_data["rayon (en mm)"]) + R_max = max(discrete_data["Rayon moyen (en mm)"]) R_in = 40 MI_mR = R_max/R_mean MI_mH = R_max/H diff --git a/utils/files/input.py b/utils/files/input.py index 7301b76..af0d973 100644 --- a/utils/files/input.py +++ b/utils/files/input.py @@ -40,17 +40,24 @@ class ScannedObject: :ivar y: List of y values of the vertices :ivar z: List of z values of the vertices - :static method from_xyz_file(): Creates a ScannedObject from a .xyz file + :static method from_file(): Creates a ScannedObject from a file + :static method from_triangles(): Creates a ScannedObject from a list of triangles :static method from_obj_file(): Creates a ScannedObject from a .obj file + :static method from_xyz_file(): Creates a ScannedObject from a .xyz file + :static method from_ascii_stl_file(): Creates a ScannedObject from a .stl file + :static method from_binary_stl_file(): Creates a ScannedObject from a .stl file :method get_x(): Returns the x values of the vertices :method get_y(): Returns the y values of the vertices :method get_z(): Returns the z values of the vertices :method get_vertices(): Returns the vertices - :method get_faces(): Returns the faces :method get_discrete_vertices(): Returns the discrete vertices + :method get_faces(): Returns the faces :method get_data(): Returns the data - :method export: Exports the data to a file - + :method update_from_faces(): Updates the data from the faces + :method normalise(): Normalises the data + :method export_xyz: Exports the data to a file + :method export_obj: Exports the data to a file + :raises FacesNotGiven: If no faces was given :raises ResultFileNotGiven: If no result file was given """ diff --git a/utils/files/output.py b/utils/files/output.py index e6c7dfc..578ff5c 100644 --- a/utils/files/output.py +++ b/utils/files/output.py @@ -47,6 +47,7 @@ def format_data(data:dict, separator:str, selected_columns:list = None) -> str: 3 ;6 ;9 ' """ + # Get the setting for the output file is_prettier = SettingManager.get_instance().get_setting('pretiffy_output_file') output = '' diff --git a/utils/graph2D/mpl_render.py b/utils/graph2D/mpl_render.py index ba45771..7c1c98f 100644 --- a/utils/graph2D/mpl_render.py +++ b/utils/graph2D/mpl_render.py @@ -7,26 +7,61 @@ Created on Fri Apr 21 2023 """ import matplotlib.pyplot as plt +from matplotlib.backends.backend_qt5agg import FigureCanvasQTAgg,NavigationToolbar2QT as NavigationToolbar +from matplotlib.figure import Figure +from PyQt5.QtWidgets import QWidget, QVBoxLayout -def render2D(values:list): + + +class MplCanvas(FigureCanvasQTAgg): + def __init__(self, parent=None, width=5, height=4, dpi=100): + fig = Figure(figsize=(width, height), dpi=dpi) + self.axes = fig.add_subplot(111) + super(MplCanvas, self).__init__(fig) + +def render2D(values:list,title:str,xlabel="",ylabel="",show:bool=True): """ Render a 2D model using matplotlib :param values: A list with the values """ - fig = plt.figure() - ax = fig.add_subplot() - ax.plot(values) - plt.show() + sc = MplCanvas(None, width=5, height=4, dpi=100) + x = [i[0] for i in values] + y = [i[1] for i in values] + sc.axes.plot(x,y) + sc.axes.set_title(title) + sc.axes.set_xlabel(xlabel) + sc.axes.set_ylabel(ylabel) + toolbar = NavigationToolbar(sc, None) + widget = QWidget() + layout = QVBoxLayout() + layout.addWidget(sc) + layout.addWidget(toolbar) + widget.setLayout(layout) + if show: + plt.show() + else: + return widget -def cross_section(x_values:list, y_values:list): +def cross_section(x_values:list, y_values:list,title:str,xlabel="",ylabel="",show=True): """ Render a 2D cross section using matplotlib :param x: A list with the x values :param y: A list with the y values """ - fig = plt.figure() - ax = fig.add_subplot() - ax.scatter(x_values,y_values) - plt.show() \ No newline at end of file + sc = MplCanvas(None, width=5, height=4, dpi=100) + sc.axes.scatter(x_values,y_values) + sc.axes.set_title(title) + sc.axes.set_xlabel(xlabel) + sc.axes.set_ylabel(ylabel) + toolbar = NavigationToolbar(sc, None) + widget = QWidget() + layout = QVBoxLayout() + layout.addWidget(sc) + layout.addWidget(toolbar) + widget.setLayout(layout) + if show: + plt.show() + else: + return widget \ No newline at end of file diff --git a/utils/graph2D/visplot_render.py b/utils/graph2D/visplot_render.py index 3cd05f2..6fc9389 100644 --- a/utils/graph2D/visplot_render.py +++ b/utils/graph2D/visplot_render.py @@ -30,7 +30,7 @@ def render2D(values:list,title:str,xlabel="",ylabel="",show:bool=True)->vp.Fig|N if show: fig.show(run=True) else: - return fig + return fig.native def cross_section(x_values:list, y_values:list,title:str,xlabel="",ylabel="",show:bool=True)->vp.Fig|None: """ @@ -58,4 +58,4 @@ def cross_section(x_values:list, y_values:list,title:str,xlabel="",ylabel="",sho if show: fig.show(run=True) else: - return fig \ No newline at end of file + return fig.native \ No newline at end of file diff --git a/utils/graph3D/mpl_render.py b/utils/graph3D/mpl_render.py index 087f8a4..9ea28af 100644 --- a/utils/graph3D/mpl_render.py +++ b/utils/graph3D/mpl_render.py @@ -7,20 +7,44 @@ Created on Fri Apr 21 2023 """ from mpl_toolkits.mplot3d.art3d import Poly3DCollection +from matplotlib.backends.backend_qt5agg import FigureCanvasQTAgg,NavigationToolbar2QT as NavigationToolbar +from matplotlib.figure import Figure import matplotlib.pyplot as plt import numpy as np from utils.files.input import ScannedObject +from PyQt5.QtWidgets import QWidget, QVBoxLayout -def render3D(obj:ScannedObject): +class MplCanvas(FigureCanvasQTAgg): + def __init__(self, parent=None, width=5, height=4, dpi=100): + self.fig = plt.figure(figsize=(width, height), dpi=dpi) + super(MplCanvas, self).__init__(self.fig) + + +def render3D(obj:ScannedObject,show:bool=True): """ Render a 3D model using matplotlib's Poly3dcollection :param obj: A ScannedObject to be rendered """ - fig = plt.figure() - ax = fig.add_subplot(projection='3d') + sc = MplCanvas(None, width=5, height=4, dpi=100) + sc.axes = sc.fig.add_subplot(projection='3d') faces = np.array(obj.get_faces()) verts = np.array(obj.get_vertices()) mesh = Poly3DCollection(verts[faces], alpha=0.25, edgecolor='none') - ax.add_collection3d(mesh) - plt.show() \ No newline at end of file + sc.axes.add_collection3d(mesh) + sc.axes.set_box_aspect((1, 1, 1), zoom=0.01) + + toolbar = NavigationToolbar(sc, None) + widget = QWidget() + layout = QVBoxLayout() + layout.addWidget(sc) + layout.addWidget(toolbar) + widget.setLayout(layout) + + + if show: + plt.grid(False) + plt.axis('off') + plt.show() + else: + return widget \ No newline at end of file diff --git a/utils/graph3D/visplot_render.py b/utils/graph3D/visplot_render.py index 3575157..858e323 100644 --- a/utils/graph3D/visplot_render.py +++ b/utils/graph3D/visplot_render.py @@ -24,7 +24,7 @@ def render3D(obj:ScannedObject,show:bool=True)->scene.SceneCanvas|None: vertices = np.asarray(obj.get_vertices()) faces = np.asarray(obj.get_faces()) # Create the canvas - canvas = scene.SceneCanvas(keys='interactive', bgcolor='white') + canvas = scene.SceneCanvas(title="Maillage 3D de l'objet", keys='interactive', bgcolor='white') # Create a viewbox to display the mesh in view = canvas.central_widget.add_view() view.camera = 'arcball' @@ -52,4 +52,4 @@ def render3D(obj:ScannedObject,show:bool=True)->scene.SceneCanvas|None: canvas.show() app.run() else: - return canvas \ No newline at end of file + return canvas.native \ No newline at end of file diff --git a/utils/gui/pyqt/main_window/MainWindow.py b/utils/gui/pyqt/main_window/MainWindow.py index c962ac3..ead39cc 100644 --- a/utils/gui/pyqt/main_window/MainWindow.py +++ b/utils/gui/pyqt/main_window/MainWindow.py @@ -16,7 +16,8 @@ from utils.gui.pyqt.settings.Settings import Settings from utils.gui.pyqt.about.AboutThis import AboutThis from utils.math.data_extraction import get_mean, get_radius_from_x_y, get_true_theta_from_x_y from utils.settings.SettingManager import SettingManager -from utils.graph2D.visplot_render import cross_section, render2D +from utils.graph2D.mpl_render import cross_section as mpl_cross_section, render2D as mpl_render2D +from utils.graph2D.visplot_render import cross_section as vispy_cross_section ,render2D as vispy_render2D from utils.graph3D.visplot_render import render3D from utils.gui.pyqt.main_window.UI_MainWindow import Ui_MainWindow from utils.gui.pyqt.main_window.Workers.DiscreteDataWorker import DiscreteDataProcessWorker @@ -30,15 +31,14 @@ class MainWindow(QtWidgets.QMainWindow, Ui_MainWindow): def __init__(self, parent=None): super(MainWindow, self).__init__(parent) + self.setupUi(self) - # Persist variable to avoid re-computation self.obj = None self.raw_data= None self.discrete_data = None self.advanced_data = None - + # Retrieve the UI - self.setupUi(self) # Setup buttons listeners self.start_analyse_button.clicked.connect(self.start_preprocess) self.input_file_choose_btn.clicked.connect(self.select_file) @@ -408,6 +408,8 @@ class MainWindow(QtWidgets.QMainWindow, Ui_MainWindow): "Sauvegarder le modèle", "./", "Fichier OBJ (*.obj)") + if file_path[0] == "": + return self.obj.export_obj(file_path[0]) ############################################################################### @@ -437,40 +439,48 @@ class MainWindow(QtWidgets.QMainWindow, Ui_MainWindow): """ if not self.show_graph_checkbox.isChecked(): return + + if SettingManager.get_instance().get_setting("2D_renderer") == "vispy": + cross_section = vispy_cross_section + render2D = vispy_render2D + else: + cross_section = mpl_cross_section + render2D = mpl_render2D + self.set_status("Rendering graphs... this may take a moment") for slot in self.slots: current_slot = slot[0] graph_type = slot[1] if graph_type == "Mesh3D": if obj.has_faces(): - current_slot.addWidget(render3D(obj,False).native) + current_slot.addWidget(render3D(obj,False)) if graph_type == "Coupe XZ": current_slot.addWidget(cross_section(obj.get_x(), obj.get_z(), "Coupe XZ", "X (en mm)", "Z (en mm)", - False).native) + False)) if graph_type == "Coupe YZ": current_slot.addWidget(cross_section(obj.get_y(), obj.get_z(), "Coupe YZ", "Y (en mm)", "Z (en mm)", - False).native) + False)) if graph_type == "Evolution du rayon moyen": current_slot.addWidget(render2D(list(zip(discrete_data['Rayon moyen (en mm)'],discrete_data['Z moy (en mm)'])), "Evolution du rayon moyen en fonction de Z", "Rayon moyen (en mm)", "Z (en mm)", - False).native) + False)) if graph_type == "Difference entre le rayon moyen et la moyenne des rayons": r_mean= get_mean(discrete_data['Rayon moyen (en mm)']) current_slot.addWidget(render2D(list(zip(discrete_data['Rayon moyen (en mm)']-r_mean,discrete_data['Z moy (en mm)'])), "Difference entre le rayon moyen et la moyenne en fonction de Z", "Rayon moyen (en mm)", "Z (en mm)", - False).native) + False)) self.set_status("Graphs rendered!") def renderDiscreteGraphs(self,obj:ScannedObject,raw_data:dict,discrete_data:dict): @@ -490,6 +500,14 @@ class MainWindow(QtWidgets.QMainWindow, Ui_MainWindow): if not self.show_graph_checkbox.isChecked(): return + + if SettingManager.get_instance().get_setting("2D_renderer") == "vispy": + cross_section = vispy_cross_section + render2D = vispy_render2D + else: + cross_section = mpl_cross_section + render2D = mpl_render2D + self.set_status("Rendering discretes graphs... this may take a moment") for slot in self.slots: current_slot = slot[0] @@ -502,7 +520,7 @@ class MainWindow(QtWidgets.QMainWindow, Ui_MainWindow): "Coupe de la couche", "X en mm", "Y en mm", - False).native) + False)) if graph_type == "Difference entre le rayon de chaque points et le rayon moyen de la couche": self.clear_slot(current_slot) vertices = obj.get_discrete_vertices(discretisation_value)[layer_nb] @@ -517,7 +535,7 @@ class MainWindow(QtWidgets.QMainWindow, Ui_MainWindow): "Difference entre le rayon de chaque points et le rayon moyen de la couche", "Theta en rad", "r - en mm", - False).native) + False)) self.set_status("Graphs rendered!") def clear_slot(self,slot): diff --git a/utils/math/data_extraction.py b/utils/math/data_extraction.py index 000df0c..ee23326 100644 --- a/utils/math/data_extraction.py +++ b/utils/math/data_extraction.py @@ -39,8 +39,6 @@ def get_standard_deviation(values:list): sum /= len(values) - 1 return np.sqrt(sum) - - def get_x_y_z_mean(discrete_values:list): """ Get the mean of the x and y coordinates in the discrete range. @@ -157,7 +155,6 @@ def get_true_theta_from_x_y(xi:float, yi:float, x_mean:float, y_mean:float): """ return math.atan2((xi-x_mean),(yi-y_mean)) - def get_difference_from_mean_value(values:list, mean_value:float): """ Get the difference from the mean value. @@ -186,7 +183,6 @@ def get_distance_between_two_vertices(vertex_1,vertex_2): """ return np.sqrt(np.power((vertex_1[0] - vertex_2[0]), 2) + np.power((vertex_1[1] - vertex_2[1]), 2) + np.power((vertex_1[2] - vertex_2[2]), 2)) - #todo fix examples if __name__ == "__main__": import doctest diff --git a/utils/math/position_manipulation.py b/utils/math/position_manipulation.py index cb65d9f..18406a1 100644 --- a/utils/math/position_manipulation.py +++ b/utils/math/position_manipulation.py @@ -75,6 +75,7 @@ def get_mass_properties(obj:ScannedObject)->tuple: inertia[1, 2] = inertia[2, 1] = -(intg[8] - volume * cog[1] * cog[2]) inertia[0, 2] = inertia[2, 0] = -(intg[9] - volume * cog[2] * cog[0]) return volume, cog, inertia + def verticalise(obj:ScannedObject): """ Rotate the object so that the principal axis of inertia is vertical diff --git a/utils/settings/SettingManager.py b/utils/settings/SettingManager.py index b68ccce..1eb997a 100644 --- a/utils/settings/SettingManager.py +++ b/utils/settings/SettingManager.py @@ -19,7 +19,7 @@ class SettingManager: :ivar instance: The instance of the class """ instance = None - version = "1.2.2" + version = "1.2.3" default_settings = { 'name':'Analyse Morphologique', 'authors':['Djalim Simaila ','Alexis Doghmane '], @@ -34,7 +34,9 @@ class SettingManager: 'output_file_separator':'\t', 'pretiffy_output_file':True, "should_verticalise":True, - "add_headers": True + "add_headers": True, + "2D_renderer" : "matplotlib", + "2D_renderers" : ["vispy","matplotlib"] } def __init__(self):