{ "cells": [ { "cell_type": "markdown", "id": "f99a0a58", "metadata": {}, "source": [ "# Calculer des relations Hauteur/Surface/Volume depuis la surface libre, combinaison (h + Z)\n", "\n", "**Il est recommandé de lire d'abord les notebooks relatifs aux calcul des ces grandeurs sur base de données d'altimétrie (seule) et de hauteur d'eau (seule).**" ] }, { "cell_type": "code", "execution_count": null, "id": "b0db0b52", "metadata": {}, "outputs": [], "source": [ "# import _add_path # for debugging purposes only - must be removed in production\n", "\n", "import numpy as np\n", "from pathlib import Path\n", "import matplotlib.pyplot as plt\n", "\n", "from wolfhece import is_enough\n", "if not is_enough('2.2.35'):\n", " raise ImportError(\"This code requires wolfhece version 2.2.34 or higher. -- try pip install wolfhece --upgrade\")\n", "\n", "from wolfhece.wolf_array import WolfArray\n", "from wolfhece.pydownloader import toys_dataset\n", "from wolfhece.PyVertexvectors import Zones, zone, vector, wolfvertex as wv" ] }, { "cell_type": "markdown", "id": "a64663b0", "metadata": {}, "source": [ "## Importer des données de hauteurs d'eau\n", "\n", "On importe la matrice et on masque une portion sur base d'un polygone et d'une contrainte de seuil ( h <= 0.5 m)." ] }, { "cell_type": "code", "execution_count": 13, "id": "9baf91b0", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Maximum elevation: 184.993 m\n", "Maximum water depth: 0.75411797 m\n", "Maximum water level: 173.22318 m\n", "Minimum water level: 170.69792 m\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\pierre\\AppData\\Local\\Temp\\ipykernel_416\\2341108294.py:18: UserWarning: No artists with labels found to put in legend. Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n", " ax.legend()\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "el = WolfArray(toys_dataset('SurfaceVolume', 'elevation.tif'))\n", "wd = WolfArray(toys_dataset('SurfaceVolume', 'waterdepth.tif'))\n", "\n", "mask = Zones(toys_dataset('SurfaceVolume', 'selection.vec'))\n", "mask_poly = mask[('selection', 'contour')]\n", "el.mask_outsidepoly(mask_poly) # Mask the area outside the polygon\n", "wd.mask_outsidepoly(mask_poly) # Mask the area outside the polygon\n", "\n", "wel = el + wd # Combine elevation and water depth to get the total water level (WEL)\n", "\n", "print('Maximum elevation:', el.array.max(), 'm')\n", "print('Maximum water depth:', wd.array.max(), 'm')\n", "print('Maximum water level:', wel.array.max(), 'm')\n", "print('Minimum water level:', wel.array.min(), 'm')\n", "\n", "fig, ax = wel.plot_matplotlib()\n", "\n", "ax.legend()" ] }, { "cell_type": "markdown", "id": "177b46df", "metadata": {}, "source": [ "## Calculer les relations Hauteur/Surface/Volume\n", "\n", "Dans ce cas, on souhaite calculer les relations surface/volume en fonction de l'altitude de surface libre.\n", "\n", "On doit ainsi fournir :\n", " - la valeur minimale à considérer\n", " - la valeur maximale à considérer\n", " - le nombre d'intervalles à calculer\n", " - la méthode de calcul\n", "\n", "Sur cette base, le code va itérer sur les hauteurs d'eau successives. Il va évaluer les grandeurs utiles (surface et volume) et tracer les courbes résultantes.\n", "\n", "Les valeurs sont sauvegardées dans un fichier texte qui est par défaut dans le sous-répertoire \"surface_volume\" de la matrice chargée.\n", "\n", "Est également sauvegardée la matrice contenant les mailles utilisées pour les différents intervalles calculés --> 'surface_volume_extension.tif'. Attention, la numérotation est basée 1.\n", "\n", "*ATTENTION : cette approche ne revient pas nécessairement au même résultat que l'intégration des hauteurs d'eau seule. On va travailler ici sur base de l'altitude de surface libre croissante MAIS intégrer les hauteurs d'eau.*" ] }, { "cell_type": "code", "execution_count": 15, "id": "122c8514", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "100%|██████████| 51/51 [00:00<00:00, 312.99it/s]\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = wel.surface_volume_estimation_from_elevation(desired_zmin= 171, # minimum elevation\n", " desired_zmax= 173, # maximum elevation\n", " nb = 50, # number of steps\n", " method= 'all below',\n", " array_to_integrate = wd,\n", " dirout = Path(wd.filename).parent / 'surface_volume') # array to integrate (water depth)\n", "fig.set_size_inches(10, 4)\n", "fig.tight_layout()" ] }, { "cell_type": "markdown", "id": "65757682", "metadata": {}, "source": [ "## Récupérer les extensions" ] }, { "cell_type": "code", "execution_count": 16, "id": "d9a815e3", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(
, )" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ext = WolfArray(Path(wd.filename).parent / 'surface_volume' / 'surface_volume_extension.tif')\n", "ext.plot_matplotlib(with_legend=True,)" ] }, { "cell_type": "markdown", "id": "1b0f8945", "metadata": {}, "source": [ "## Et les autres méthodes ?\n", "\n", "Il est tout à fait possible de combiner cette approche de calcul avec les autres méthodes de sélection :\n", "- 'all below' : exploite toutes les mailles sous l'altitude courante\n", "- 'largest area' : commence par labelliser la matrice et ne conserve que la plus grande étendue\n", "- 'selected' : commence par labelliser la matrice et ne conserve que la/les zone(s) qui contiennent les coordonnées fournies\n", "\n", "**Cf le 1er notebook sur cette thématique**" ] } ], "metadata": { "kernelspec": { "display_name": "python311", "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": "3.11.9" } }, "nbformat": 4, "nbformat_minor": 5 }