{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "6f916c45",
   "metadata": {},
   "source": [
    "# Exemple d'utilisation des classes `Qdf_IRM` et `MontanaIRM`\n",
    "\n",
    "Ce notebook illustre comment :\n",
    "1. Récupérer les données QDF (Quantité-Durée-Fréquence) depuis le site web de l'IRM pour une commune belge\n",
    "2. Exploiter les coefficients de Montana pour générer des pluies de projet\n",
    "3. Mettre en évidence les différents comportements de décentrement (hyétogrammes de Chicago)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5c8c0bfc",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO:root:Version de wolfhece : 2.2.73 ou supérieure est installée.\n"
     ]
    }
   ],
   "source": [
    "from wolfhece import check_version\n",
    "\n",
    "check_version(\"2.2.74\")\n",
    "\n",
    "from wolfhece.irm_qdf import Qdf_IRM\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a8ef054b",
   "metadata": {},
   "source": [
    "## Récupération des données IRM pour une commune\n",
    "\n",
    "On utilise la méthode `make()` qui télécharge automatiquement les données depuis le site de l'IRM\n",
    "et crée une instance `Qdf_IRM` prête à l'emploi.\n",
    "\n",
    "On peut spécifier la commune soit par son nom, soit par son code INS."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "749b1199",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Commune : Jalhay\n",
      "Code INS : 63038\n"
     ]
    }
   ],
   "source": [
    "# Récupération des données pour la commune de Jalhay (code INS 63038)\n",
    "qdf = Qdf_IRM.make(ins_code='Jalhay')\n",
    "\n",
    "print(f\"Commune : {qdf.name}\")\n",
    "print(f\"Code INS : {qdf.code}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a8108439",
   "metadata": {},
   "source": [
    "## Exploration des données QDF\n",
    "\n",
    "Les données sont stockées sous forme de DataFrames pandas :\n",
    "- `qdf.qdf` : relations Quantité-Durée-Fréquence\n",
    "- `qdf.standarddev` : écart-type de l'erreur\n",
    "- `qdf.confintlow` / `qdf.confintup` : bornes de l'intervalle de confiance\n",
    "- `qdf.montanacoeff` : coefficients de Montana"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "a36a0a11",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>2</th>\n",
       "      <th>5</th>\n",
       "      <th>10</th>\n",
       "      <th>15</th>\n",
       "      <th>20</th>\n",
       "      <th>25</th>\n",
       "      <th>30</th>\n",
       "      <th>40</th>\n",
       "      <th>50</th>\n",
       "      <th>75</th>\n",
       "      <th>100</th>\n",
       "      <th>200</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Duur / Durée</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>10 min</th>\n",
       "      <td>8.3</td>\n",
       "      <td>11.9</td>\n",
       "      <td>14.6</td>\n",
       "      <td>16.2</td>\n",
       "      <td>17.5</td>\n",
       "      <td>18.4</td>\n",
       "      <td>19.2</td>\n",
       "      <td>20.5</td>\n",
       "      <td>21.6</td>\n",
       "      <td>23.6</td>\n",
       "      <td>25.0</td>\n",
       "      <td>28.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20 min</th>\n",
       "      <td>12.6</td>\n",
       "      <td>18.3</td>\n",
       "      <td>22.5</td>\n",
       "      <td>25.1</td>\n",
       "      <td>27.1</td>\n",
       "      <td>28.6</td>\n",
       "      <td>29.8</td>\n",
       "      <td>31.9</td>\n",
       "      <td>33.6</td>\n",
       "      <td>36.7</td>\n",
       "      <td>39.0</td>\n",
       "      <td>44.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30 min</th>\n",
       "      <td>14.7</td>\n",
       "      <td>21.3</td>\n",
       "      <td>26.3</td>\n",
       "      <td>29.3</td>\n",
       "      <td>31.5</td>\n",
       "      <td>33.3</td>\n",
       "      <td>34.8</td>\n",
       "      <td>37.2</td>\n",
       "      <td>39.1</td>\n",
       "      <td>42.7</td>\n",
       "      <td>45.3</td>\n",
       "      <td>52.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1 h</th>\n",
       "      <td>18.3</td>\n",
       "      <td>26.3</td>\n",
       "      <td>32.2</td>\n",
       "      <td>35.8</td>\n",
       "      <td>38.4</td>\n",
       "      <td>40.5</td>\n",
       "      <td>42.3</td>\n",
       "      <td>45.1</td>\n",
       "      <td>47.4</td>\n",
       "      <td>51.7</td>\n",
       "      <td>54.8</td>\n",
       "      <td>63.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2 h</th>\n",
       "      <td>22.3</td>\n",
       "      <td>31.3</td>\n",
       "      <td>38.0</td>\n",
       "      <td>42.1</td>\n",
       "      <td>45.1</td>\n",
       "      <td>47.4</td>\n",
       "      <td>49.4</td>\n",
       "      <td>52.6</td>\n",
       "      <td>55.2</td>\n",
       "      <td>60.0</td>\n",
       "      <td>63.5</td>\n",
       "      <td>72.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3 h</th>\n",
       "      <td>24.8</td>\n",
       "      <td>34.1</td>\n",
       "      <td>41.1</td>\n",
       "      <td>45.3</td>\n",
       "      <td>48.3</td>\n",
       "      <td>50.8</td>\n",
       "      <td>52.8</td>\n",
       "      <td>56.1</td>\n",
       "      <td>58.7</td>\n",
       "      <td>63.7</td>\n",
       "      <td>67.3</td>\n",
       "      <td>76.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6 h</th>\n",
       "      <td>30.1</td>\n",
       "      <td>38.8</td>\n",
       "      <td>45.3</td>\n",
       "      <td>49.2</td>\n",
       "      <td>52.0</td>\n",
       "      <td>54.3</td>\n",
       "      <td>56.2</td>\n",
       "      <td>59.2</td>\n",
       "      <td>61.6</td>\n",
       "      <td>66.2</td>\n",
       "      <td>69.6</td>\n",
       "      <td>78.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12 h</th>\n",
       "      <td>37.6</td>\n",
       "      <td>47.8</td>\n",
       "      <td>55.3</td>\n",
       "      <td>59.8</td>\n",
       "      <td>63.2</td>\n",
       "      <td>65.8</td>\n",
       "      <td>68.0</td>\n",
       "      <td>71.5</td>\n",
       "      <td>74.3</td>\n",
       "      <td>79.6</td>\n",
       "      <td>83.5</td>\n",
       "      <td>93.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1 d</th>\n",
       "      <td>47.0</td>\n",
       "      <td>58.9</td>\n",
       "      <td>67.5</td>\n",
       "      <td>72.6</td>\n",
       "      <td>76.3</td>\n",
       "      <td>79.2</td>\n",
       "      <td>81.6</td>\n",
       "      <td>85.4</td>\n",
       "      <td>88.5</td>\n",
       "      <td>94.2</td>\n",
       "      <td>98.3</td>\n",
       "      <td>108.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2 d</th>\n",
       "      <td>62.4</td>\n",
       "      <td>77.9</td>\n",
       "      <td>88.8</td>\n",
       "      <td>95.2</td>\n",
       "      <td>99.7</td>\n",
       "      <td>103.3</td>\n",
       "      <td>106.2</td>\n",
       "      <td>110.9</td>\n",
       "      <td>114.6</td>\n",
       "      <td>121.5</td>\n",
       "      <td>126.4</td>\n",
       "      <td>138.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3 d</th>\n",
       "      <td>68.5</td>\n",
       "      <td>85.7</td>\n",
       "      <td>97.6</td>\n",
       "      <td>104.5</td>\n",
       "      <td>109.4</td>\n",
       "      <td>113.3</td>\n",
       "      <td>116.4</td>\n",
       "      <td>121.5</td>\n",
       "      <td>125.4</td>\n",
       "      <td>132.6</td>\n",
       "      <td>137.8</td>\n",
       "      <td>150.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4 d</th>\n",
       "      <td>75.5</td>\n",
       "      <td>94.2</td>\n",
       "      <td>106.9</td>\n",
       "      <td>114.3</td>\n",
       "      <td>119.6</td>\n",
       "      <td>123.6</td>\n",
       "      <td>127.0</td>\n",
       "      <td>132.3</td>\n",
       "      <td>136.4</td>\n",
       "      <td>144.0</td>\n",
       "      <td>149.4</td>\n",
       "      <td>162.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5 d</th>\n",
       "      <td>85.9</td>\n",
       "      <td>106.8</td>\n",
       "      <td>121.1</td>\n",
       "      <td>129.2</td>\n",
       "      <td>135.0</td>\n",
       "      <td>139.5</td>\n",
       "      <td>143.2</td>\n",
       "      <td>149.0</td>\n",
       "      <td>153.5</td>\n",
       "      <td>161.8</td>\n",
       "      <td>167.7</td>\n",
       "      <td>182.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7 d</th>\n",
       "      <td>100.6</td>\n",
       "      <td>123.3</td>\n",
       "      <td>138.6</td>\n",
       "      <td>147.3</td>\n",
       "      <td>153.4</td>\n",
       "      <td>158.2</td>\n",
       "      <td>162.0</td>\n",
       "      <td>168.1</td>\n",
       "      <td>172.9</td>\n",
       "      <td>181.5</td>\n",
       "      <td>187.6</td>\n",
       "      <td>202.5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10 d</th>\n",
       "      <td>121.5</td>\n",
       "      <td>149.4</td>\n",
       "      <td>167.9</td>\n",
       "      <td>178.4</td>\n",
       "      <td>185.7</td>\n",
       "      <td>191.3</td>\n",
       "      <td>195.9</td>\n",
       "      <td>203.2</td>\n",
       "      <td>208.8</td>\n",
       "      <td>218.9</td>\n",
       "      <td>226.1</td>\n",
       "      <td>243.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15 d</th>\n",
       "      <td>147.9</td>\n",
       "      <td>180.0</td>\n",
       "      <td>201.1</td>\n",
       "      <td>212.9</td>\n",
       "      <td>221.1</td>\n",
       "      <td>227.4</td>\n",
       "      <td>232.5</td>\n",
       "      <td>240.5</td>\n",
       "      <td>246.7</td>\n",
       "      <td>257.9</td>\n",
       "      <td>265.8</td>\n",
       "      <td>284.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20 d</th>\n",
       "      <td>172.4</td>\n",
       "      <td>210.4</td>\n",
       "      <td>235.1</td>\n",
       "      <td>248.8</td>\n",
       "      <td>258.4</td>\n",
       "      <td>265.6</td>\n",
       "      <td>271.6</td>\n",
       "      <td>280.8</td>\n",
       "      <td>287.9</td>\n",
       "      <td>300.7</td>\n",
       "      <td>309.6</td>\n",
       "      <td>330.9</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25 d</th>\n",
       "      <td>186.6</td>\n",
       "      <td>226.9</td>\n",
       "      <td>252.7</td>\n",
       "      <td>267.1</td>\n",
       "      <td>277.0</td>\n",
       "      <td>284.6</td>\n",
       "      <td>290.7</td>\n",
       "      <td>300.3</td>\n",
       "      <td>307.6</td>\n",
       "      <td>320.8</td>\n",
       "      <td>330.0</td>\n",
       "      <td>351.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30 d</th>\n",
       "      <td>214.7</td>\n",
       "      <td>256.7</td>\n",
       "      <td>283.5</td>\n",
       "      <td>298.3</td>\n",
       "      <td>308.5</td>\n",
       "      <td>316.3</td>\n",
       "      <td>322.5</td>\n",
       "      <td>332.3</td>\n",
       "      <td>339.8</td>\n",
       "      <td>353.3</td>\n",
       "      <td>362.6</td>\n",
       "      <td>384.8</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                  2      5     10     15     20     25     30     40     50  \\\n",
       "Duur / Durée                                                                  \n",
       "10 min          8.3   11.9   14.6   16.2   17.5   18.4   19.2   20.5   21.6   \n",
       "20 min         12.6   18.3   22.5   25.1   27.1   28.6   29.8   31.9   33.6   \n",
       "30 min         14.7   21.3   26.3   29.3   31.5   33.3   34.8   37.2   39.1   \n",
       "1 h            18.3   26.3   32.2   35.8   38.4   40.5   42.3   45.1   47.4   \n",
       "2 h            22.3   31.3   38.0   42.1   45.1   47.4   49.4   52.6   55.2   \n",
       "3 h            24.8   34.1   41.1   45.3   48.3   50.8   52.8   56.1   58.7   \n",
       "6 h            30.1   38.8   45.3   49.2   52.0   54.3   56.2   59.2   61.6   \n",
       "12 h           37.6   47.8   55.3   59.8   63.2   65.8   68.0   71.5   74.3   \n",
       "1 d            47.0   58.9   67.5   72.6   76.3   79.2   81.6   85.4   88.5   \n",
       "2 d            62.4   77.9   88.8   95.2   99.7  103.3  106.2  110.9  114.6   \n",
       "3 d            68.5   85.7   97.6  104.5  109.4  113.3  116.4  121.5  125.4   \n",
       "4 d            75.5   94.2  106.9  114.3  119.6  123.6  127.0  132.3  136.4   \n",
       "5 d            85.9  106.8  121.1  129.2  135.0  139.5  143.2  149.0  153.5   \n",
       "7 d           100.6  123.3  138.6  147.3  153.4  158.2  162.0  168.1  172.9   \n",
       "10 d          121.5  149.4  167.9  178.4  185.7  191.3  195.9  203.2  208.8   \n",
       "15 d          147.9  180.0  201.1  212.9  221.1  227.4  232.5  240.5  246.7   \n",
       "20 d          172.4  210.4  235.1  248.8  258.4  265.6  271.6  280.8  287.9   \n",
       "25 d          186.6  226.9  252.7  267.1  277.0  284.6  290.7  300.3  307.6   \n",
       "30 d          214.7  256.7  283.5  298.3  308.5  316.3  322.5  332.3  339.8   \n",
       "\n",
       "                 75    100    200  \n",
       "Duur / Durée                       \n",
       "10 min         23.6   25.0   28.8  \n",
       "20 min         36.7   39.0   44.9  \n",
       "30 min         42.7   45.3   52.2  \n",
       "1 h            51.7   54.8   63.0  \n",
       "2 h            60.0   63.5   72.6  \n",
       "3 h            63.7   67.3   76.6  \n",
       "6 h            66.2   69.6   78.1  \n",
       "12 h           79.6   83.5   93.4  \n",
       "1 d            94.2   98.3  108.8  \n",
       "2 d           121.5  126.4  138.6  \n",
       "3 d           132.6  137.8  150.6  \n",
       "4 d           144.0  149.4  162.7  \n",
       "5 d           161.8  167.7  182.1  \n",
       "7 d           181.5  187.6  202.5  \n",
       "10 d          218.9  226.1  243.4  \n",
       "15 d          257.9  265.8  284.6  \n",
       "20 d          300.7  309.6  330.9  \n",
       "25 d          320.8  330.0  351.8  \n",
       "30 d          353.3  362.6  384.8  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Affichage des relations QDF (intensité en mm/h)\n",
    "display(qdf.qdf)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "0c26fbdf",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>a1</th>\n",
       "      <th>b1</th>\n",
       "      <th>a2</th>\n",
       "      <th>b2</th>\n",
       "      <th>a3</th>\n",
       "      <th>b3</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Return period (years)</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>148.3</td>\n",
       "      <td>0.4690</td>\n",
       "      <td>299.0</td>\n",
       "      <td>0.6869</td>\n",
       "      <td>49.6</td>\n",
       "      <td>0.4803</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>204.9</td>\n",
       "      <td>0.4533</td>\n",
       "      <td>480.0</td>\n",
       "      <td>0.7178</td>\n",
       "      <td>64.2</td>\n",
       "      <td>0.4866</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>245.8</td>\n",
       "      <td>0.4440</td>\n",
       "      <td>626.4</td>\n",
       "      <td>0.7345</td>\n",
       "      <td>77.8</td>\n",
       "      <td>0.4948</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>270.3</td>\n",
       "      <td>0.4389</td>\n",
       "      <td>719.7</td>\n",
       "      <td>0.7431</td>\n",
       "      <td>87.1</td>\n",
       "      <td>0.5004</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>288.0</td>\n",
       "      <td>0.4353</td>\n",
       "      <td>790.0</td>\n",
       "      <td>0.7488</td>\n",
       "      <td>94.3</td>\n",
       "      <td>0.5046</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>302.0</td>\n",
       "      <td>0.4327</td>\n",
       "      <td>847.2</td>\n",
       "      <td>0.7531</td>\n",
       "      <td>100.4</td>\n",
       "      <td>0.5079</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>313.6</td>\n",
       "      <td>0.4305</td>\n",
       "      <td>895.7</td>\n",
       "      <td>0.7565</td>\n",
       "      <td>105.6</td>\n",
       "      <td>0.5108</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>40</th>\n",
       "      <td>332.3</td>\n",
       "      <td>0.4271</td>\n",
       "      <td>975.8</td>\n",
       "      <td>0.7618</td>\n",
       "      <td>114.5</td>\n",
       "      <td>0.5154</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50</th>\n",
       "      <td>347.1</td>\n",
       "      <td>0.4245</td>\n",
       "      <td>1041.0</td>\n",
       "      <td>0.7657</td>\n",
       "      <td>121.8</td>\n",
       "      <td>0.5191</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75</th>\n",
       "      <td>374.7</td>\n",
       "      <td>0.4198</td>\n",
       "      <td>1167.0</td>\n",
       "      <td>0.7727</td>\n",
       "      <td>136.5</td>\n",
       "      <td>0.5261</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>100</th>\n",
       "      <td>394.9</td>\n",
       "      <td>0.4164</td>\n",
       "      <td>1262.7</td>\n",
       "      <td>0.7775</td>\n",
       "      <td>148.1</td>\n",
       "      <td>0.5312</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>200</th>\n",
       "      <td>445.8</td>\n",
       "      <td>0.4084</td>\n",
       "      <td>1516.7</td>\n",
       "      <td>0.7888</td>\n",
       "      <td>180.0</td>\n",
       "      <td>0.5439</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                          a1      b1      a2      b2     a3      b3\n",
       "Return period (years)                                              \n",
       "2                      148.3  0.4690   299.0  0.6869   49.6  0.4803\n",
       "5                      204.9  0.4533   480.0  0.7178   64.2  0.4866\n",
       "10                     245.8  0.4440   626.4  0.7345   77.8  0.4948\n",
       "15                     270.3  0.4389   719.7  0.7431   87.1  0.5004\n",
       "20                     288.0  0.4353   790.0  0.7488   94.3  0.5046\n",
       "25                     302.0  0.4327   847.2  0.7531  100.4  0.5079\n",
       "30                     313.6  0.4305   895.7  0.7565  105.6  0.5108\n",
       "40                     332.3  0.4271   975.8  0.7618  114.5  0.5154\n",
       "50                     347.1  0.4245  1041.0  0.7657  121.8  0.5191\n",
       "75                     374.7  0.4198  1167.0  0.7727  136.5  0.5261\n",
       "100                    394.9  0.4164  1262.7  0.7775  148.1  0.5312\n",
       "200                    445.8  0.4084  1516.7  0.7888  180.0  0.5439"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Coefficients de Montana\n",
    "# a1, b1 : pour durées < 25 min\n",
    "# a2, b2 : pour 25 min <= durées <= 6000 min\n",
    "# a3, b3 : pour durées > 6000 min\n",
    "display(qdf.montanacoeff)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "456682f6",
   "metadata": {},
   "source": [
    "## Courbes IDF et QDF\n",
    "\n",
    "Tracé des courbes Intensité-Durée-Fréquence (IDF) et Quantité-Durée-Fréquence (QDF)\n",
    "pour toutes les périodes de retour."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "dacfaa84",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Figure size 1500x1000 with 1 Axes>,\n",
       " <Axes: title={'center': 'Jalhay - code : 63038'}, xlabel='Duration [min]', ylabel='Intensity [mm/h]'>)"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Courbes IDF (Montana + table QDF)\n",
    "qdf.plot_idf()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "836b2fd2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Figure size 1200x800 with 1 Axes>,\n",
       " <Axes: title={'center': 'Jalhay - code : 63038'}, xlabel='Duration [min]', ylabel='Quantity [mm]'>)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1200x800 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Courbes QDF\n",
    "qdf.plot_qdf()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a3126380",
   "metadata": {},
   "source": [
    "## Accès direct aux coefficients de Montana\n",
    "\n",
    "L'objet `MontanaIRM` est accessible via `qdf.montana`.\n",
    "La formule de Montana donne l'intensité moyenne : $i = a \\cdot d^{-b}$ où $i$ est en mm/h et $d$ en minutes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "fdb64d8a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Coefficients Montana (60 min, T=25 ans) : a=847.2000, b=0.7531\n",
      "Intensité moyenne (60 min, T=25 ans) : 38.80 mm/h\n",
      "Quantité de pluie (60 min, T=25 ans) : 38.80 mm\n"
     ]
    }
   ],
   "source": [
    "montana = qdf.montana\n",
    "\n",
    "# Coefficients a, b pour une durée de 60 min et un temps de retour de 25 ans\n",
    "a, b = montana.get_ab(dur=60, T=25)\n",
    "print(f\"Coefficients Montana (60 min, T=25 ans) : a={a:.4f}, b={b:.4f}\")\n",
    "\n",
    "# Intensité moyenne pour 60 min, T=25 ans\n",
    "i_moy = montana.get_meanrain(dur=60, T=25)\n",
    "print(f\"Intensité moyenne (60 min, T=25 ans) : {i_moy:.2f} mm/h\")\n",
    "\n",
    "# Quantité de pluie pour 60 min, T=25 ans\n",
    "q = montana.get_quantityrain(dur=60, T=25)\n",
    "print(f\"Quantité de pluie (60 min, T=25 ans) : {q:.2f} mm\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3dd44848",
   "metadata": {},
   "source": [
    "## La pluie de projet de Chicago\n",
    "\n",
    "### Principe\n",
    "\n",
    "La méthode du hyétogramme de Chicago a été proposée par **Keifer & Chu (1957)** pour construire une pluie de projet synthétique dont l'intensité maximale, pour toute sous-durée, est cohérente avec les courbes IDF (Intensité-Durée-Fréquence).\n",
    "\n",
    "Le principe repose sur les **courbes de Montana** qui décrivent l'intensité moyenne de la pluie en fonction de la durée $d$ :\n",
    "\n",
    "$$i(d) = a \\cdot d^{-b}$$\n",
    "\n",
    "où $a$ et $b$ sont des coefficients calés pour chaque période de retour $T$.\n",
    "\n",
    "L'intensité **instantanée** correspondante est :\n",
    "\n",
    "$$i_{\\text{inst}}(d) = (1 - b) \\cdot a \\cdot d^{-b}$$\n",
    "\n",
    "### Construction du hyétogramme\n",
    "\n",
    "Le hyétogramme de Chicago est construit de manière à ce que :\n",
    "- Pour toute sous-durée centrée sur le pic, l'intensité moyenne corresponde exactement à la valeur donnée par la courbe IDF.\n",
    "- La position du pic dans l'événement est contrôlée par un **coefficient de décentrement** $r \\in [0, 1]$ :\n",
    "  - $r = 1$ → pic en début de pluie (pluie « avant-lourde »)\n",
    "  - $r = 0.5$ → pic au centre (distribution symétrique)\n",
    "  - $r = 0$ → pic en fin de pluie (pluie « arrière-lourde »)\n",
    "\n",
    "Avant le pic ($t < t_{\\text{pic}}$), la branche descendante est construite vers la gauche ;\n",
    "après le pic ($t > t_{\\text{pic}}$), la branche descendante est construite vers la droite.\n",
    "Chaque branche respecte individuellement la relation IDF.\n",
    "\n",
    "### Intérêt pratique\n",
    "\n",
    "Ce type de pluie est très utilisé en hydrologie urbaine et rurale pour le dimensionnement d'ouvrages hydrauliques (bassins de rétention, réseaux d'assainissement, etc.), car il permet d'explorer l'effet du décentrement sur les hydrogrammes de crue.\n",
    "\n",
    "### Références\n",
    "\n",
    "- **Keifer, C. J. & Chu, H. H.** (1957). *Synthetic Storm Pattern for Drainage Design*. Journal of the Hydraulics Division, ASCE, 83(HY4), 1–25.\n",
    "- **Willems, P.** (2000). *Compound intensity/duration/frequency-relationships of extreme precipitation for two seasons and two storm types*. Journal of Hydrology, 233(1–4), 189–205.\n",
    "- **Chow, V. T., Maidment, D. R. & Mays, L. W.** (1988). *Applied Hydrology*. McGraw-Hill. (Section 14.3 – Design storms)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c24d7514",
   "metadata": {},
   "source": [
    "### Animation de la construction\n",
    "\n",
    "L'animation ci-dessous illustre la construction progressive du hyétogramme de Chicago.\n",
    "\n",
    "- **Panneau gauche** : la courbe IDF de Montana. Le point rouge indique la durée cumulée représentée à chaque étape.\n",
    "- **Panneau droit** : le hyétogramme en cours de construction. Les barres apparaissent dans l'ordre de construction (pic d'abord, puis alternance droite/gauche)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "9768c5b2",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO:matplotlib.animation:Animation.save using <class 'matplotlib.animation.HTMLWriter'>\n"
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    },
    {
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       "\"\n",
       "\n",
       "\n",
       "    /* set a timeout to make sure all the above elements are created before\n",
       "       the object is initialized. */\n",
       "    setTimeout(function() {\n",
       "        anim537aa541072548eaae66f470e2e136b1 = new Animation(frames, img_id, slider_id, 500.0,\n",
       "                                 loop_select_id);\n",
       "    }, 0);\n",
       "  })()\n",
       "</script>\n"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
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      "text/plain": [
       "<Figure size 1800x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import rc\n",
    "from IPython.display import HTML\n",
    "\n",
    "# Paramètres de l'animation\n",
    "T_anim = 25           # Période de retour\n",
    "dur_anim = 120        # Durée totale [min]\n",
    "r_anim = 0.5          # Coefficient de décentrement (0.5 = centré)\n",
    "timestep_anim = 5     # Pas de temps [min]\n",
    "peak_dur_anim = 10    # Durée du pic [min]\n",
    "\n",
    "anim = montana.animate_hyetogram_Chicago(\n",
    "    total_duration=dur_anim, T=T_anim, r=r_anim,\n",
    "    timestep=timestep_anim, peak_duration=peak_dur_anim,\n",
    "    interval=500\n",
    ")\n",
    "\n",
    "HTML(anim.to_jshtml())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5e6adef2",
   "metadata": {},
   "source": [
    "## Hyétogramme de Chicago – Décentrement gauche / centré / droit\n",
    "\n",
    "Le hyétogramme de Chicago permet de distribuer la pluie de projet dans le temps.\n",
    "Le paramètre `r` contrôle la position du pic :\n",
    "- `'left'` : pic au début → écoulement rapide\n",
    "- `'centered'` : pic au centre → distribution symétrique\n",
    "- `'right'` : pic à la fin → montée progressive"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "f8aaa6a5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1800x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "T = 25  # Période de retour : 25 ans\n",
    "total_duration = 120  # Durée totale : 120 minutes\n",
    "\n",
    "fig, axes = plt.subplots(1, 3, figsize=(18, 5), sharey=True, tight_layout=True)\n",
    "\n",
    "for ax, mode in zip(axes, ['left', 'centered', 'right']):\n",
    "    x, y = montana.get_hyetogram_Chicago(total_duration, T, r=mode)\n",
    "    widths = np.concatenate((x[1:] - x[:-1], [total_duration - x[-1]]))\n",
    "    ax.bar(x, y, width=widths, align='edge', alpha=0.7, color='steelblue')\n",
    "    ax.set_title(f\"Décentrement : {mode}\")\n",
    "    ax.set_xlabel('Temps [min]')\n",
    "    if ax == axes[0]:\n",
    "        ax.set_ylabel('Intensité [mm/h]')\n",
    "\n",
    "fig.suptitle(f'Hyétogramme de Chicago – T={T} ans, durée={total_duration} min', fontsize=14, y=1.02)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "dd4d7b6d",
   "metadata": {},
   "source": [
    "## Hyétogramme de Chicago – Coefficient de décentrement variable `r`\n",
    "\n",
    "La méthode `get_hyetogram_Chicago_rvar` permet un contrôle plus fin du décentrement\n",
    "via un coefficient `r` continu entre 0 et 1 :\n",
    "- $r = 0$ : pic en fin de pluie\n",
    "- $r = 0.5$ : pic au centre\n",
    "- $r = 1$ : pic en début de pluie\n",
    "\n",
    "On peut aussi ajuster le pas de temps et la durée du pic."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "f82eb083",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 2000x500 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "T = 25\n",
    "total_duration = 120  # minutes\n",
    "timestep = 5          # minutes\n",
    "peak_duration = 10    # minutes\n",
    "\n",
    "r_values = [0, 0.25, 0.5, 0.75, 1.0]\n",
    "\n",
    "fig, axes = plt.subplots(1, len(r_values), figsize=(20, 5), sharey=True, tight_layout=True)\n",
    "\n",
    "for ax, r in zip(axes, r_values):\n",
    "    x, y = montana.get_hyetogram_Chicago_rvar(total_duration, T, r=r,\n",
    "                                               timestep=timestep,\n",
    "                                               peak_duration=peak_duration)\n",
    "    widths = np.concatenate((x[1:] - x[:-1], [total_duration - x[-1]]))\n",
    "    ax.bar(x, y, width=widths, align='edge', alpha=0.7, color='teal')\n",
    "    ax.set_title(f\"r = {r}\")\n",
    "    ax.set_xlabel('Temps [min]')\n",
    "    if ax == axes[0]:\n",
    "        ax.set_ylabel('Intensité [mm/h]')\n",
    "\n",
    "fig.suptitle(f'Hyétogramme de Chicago (r variable) – T={T} ans, durée={total_duration} min',\n",
    "             fontsize=14, y=1.02)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7e51a354",
   "metadata": {},
   "source": [
    "## Hyétogramme instantané\n",
    "\n",
    "Le hyétogramme instantané utilise l'intensité instantanée de Montana ($(1-b) \\cdot i_{moy}$) et\n",
    "un pas de temps variable qui dépend du coefficient de décentrement `r` :\n",
    "- Pas de $(1-r)$ min avant le pic\n",
    "- Pas de $r$ min après le pic\n",
    "\n",
    "Cela assure une bonne résolution autour du pic de pluie."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "b3c7aeb6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1800x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "T = 25\n",
    "durmax = 120  # minutes\n",
    "\n",
    "r_values = [0.3, 0.5, 0.7]\n",
    "\n",
    "fig, axes = plt.subplots(1, len(r_values), figsize=(18, 5), sharey=True, tight_layout=True)\n",
    "\n",
    "for ax, r in zip(axes, r_values):\n",
    "    x, y = montana.get_hyetogram_instant(durmax, T, r=r)\n",
    "    widths = np.concatenate((x[1:] - x[:-1], [durmax - x[-1]]))\n",
    "    ax.bar(x, y, width=widths, align='edge', alpha=0.7, color='coral')\n",
    "    ax.set_title(f\"r = {r}\")\n",
    "    ax.set_xlabel('Temps [min]')\n",
    "    if ax == axes[0]:\n",
    "        ax.set_ylabel('Intensité [mm/h]')\n",
    "\n",
    "fig.suptitle(f'Hyétogramme instantané – T={T} ans, durée max={durmax} min',\n",
    "             fontsize=14, y=1.02)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5e10ef7d",
   "metadata": {},
   "source": [
    "## Comparaison des hyétogrammes pour différentes périodes de retour\n",
    "\n",
    "Superposition des hyétogrammes de Chicago centrés pour plusieurs périodes de retour."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "14d1e11b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "total_duration = 120\n",
    "return_periods = ['5', '10', '25', '50', '100']\n",
    "\n",
    "fig, ax = plt.subplots(1, 1, figsize=(12, 6), tight_layout=True)\n",
    "\n",
    "for T in return_periods:\n",
    "    x, y = montana.get_hyetogram_Chicago(total_duration, T, r='centered')\n",
    "    widths = np.concatenate((x[1:] - x[:-1], [total_duration - x[-1]]))\n",
    "    ax.bar(x, y, width=widths, align='edge', alpha=0.4, label=f'T = {T} ans')\n",
    "\n",
    "ax.set_xlabel('Temps [min]')\n",
    "ax.set_ylabel('Intensité [mm/h]')\n",
    "ax.set_title(f'Hyétogrammes de Chicago centrés – {qdf.name} – durée={total_duration} min')\n",
    "ax.legend()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c51663ea",
   "metadata": {},
   "source": [
    "## Vérification de la quantité totale de pluie\n",
    "\n",
    "On vérifie que le volume total de la pluie de projet (en mm) est cohérent\n",
    "avec la valeur donnée par la formule de Montana pour la durée totale."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "aecf244a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mode 'left' : volume = 46.05 mm\n",
      "Mode 'centered' : volume = 46.05 mm\n",
      "Mode 'right' : volume = 46.05 mm\n",
      "\n",
      "Quantité Montana (référence) : 46.05 mm\n"
     ]
    }
   ],
   "source": [
    "T = 25\n",
    "total_duration = 120\n",
    "\n",
    "for mode in ['left', 'centered', 'right']:\n",
    "    x, y = montana.get_hyetogram_Chicago(total_duration, T, r=mode)\n",
    "    # Calcul du volume : somme(intensité * pas_de_temps_en_heures)\n",
    "    widths = np.concatenate((x[1:] - x[:-1], [total_duration - x[-1]]))\n",
    "    volume = np.sum(y * widths / 60)  # mm\n",
    "    print(f\"Mode '{mode}' : volume = {volume:.2f} mm\")\n",
    "\n",
    "# Valeur Montana de référence\n",
    "q_ref = montana.get_quantityrain(total_duration, T)\n",
    "print(f\"\\nQuantité Montana (référence) : {q_ref:.2f} mm\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4d205f5f",
   "metadata": {},
   "source": [
    "## Utilisation des méthodes de tracé intégrées\n",
    "\n",
    "Les classes fournissent aussi des méthodes `plot_*` prêtes à l'emploi."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "daf3f6d2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Figure size 1500x1000 with 1 Axes>,\n",
       " <Axes: xlabel='Time [min]', ylabel='Intensity [mm/h]'>)"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Tracé via la méthode intégrée\n",
    "montana.plot_hyetogram_Chicago(total_duration=120, T=25, r='centered')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "e7707a56",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Figure size 1500x1000 with 1 Axes>,\n",
       " <Axes: xlabel='Time [min]', ylabel='Intensity [mm/h]'>)"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Hyétogrammes instantanés pour toutes les périodes de retour\n",
    "montana.plot_hyetograms_instant(durmax=120, r=0.5)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "python311",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
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