{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# <center> Analyse de la concentration de CO2 <center>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import datetime\n",
    "from scipy import interpolate\n",
    "from IPython.core.interactiveshell import InteractiveShell\n",
    "InteractiveShell.ast_node_interactivity = \"last_expr\"    \n",
    "# ‘all’|’last’|’last_expr’|’none’\n",
    "#https://jupyter-console.readthedocs.io/en/4.0.1/config_options.html\n",
    "pd.options.display.max_rows = 15"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Nous récupérons les données les plus récentes sur le site en pointant sur un fichier au format .csv, si cette récupération est possible nous enregistrons une copie de ce fichier. Si pour une raison quelconque nous n'arrivons pas à faire ce téléchargement, nous travaillons sur les dernières données téléchargé."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(756, 10)\n"
     ]
    },
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>Excel</th>\n",
       "      <th></th>\n",
       "      <th>[ppm]</th>\n",
       "      <th>[ppm]</th>\n",
       "      <th>[ppm]</th>\n",
       "      <th>[ppm]</th>\n",
       "      <th>[ppm]</th>\n",
       "      <th>[ppm].1</th>\n",
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       "  </thead>\n",
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       "      <th>0</th>\n",
       "      <td>1958</td>\n",
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       "      <td>1958.0411</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
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       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>1958</td>\n",
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       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
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       "      <th>2</th>\n",
       "      <td>1958</td>\n",
       "      <td>3</td>\n",
       "      <td>21259</td>\n",
       "      <td>1958.2027</td>\n",
       "      <td>315.70</td>\n",
       "      <td>314.44</td>\n",
       "      <td>316.19</td>\n",
       "      <td>314.91</td>\n",
       "      <td>315.70</td>\n",
       "      <td>314.44</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1958</td>\n",
       "      <td>4</td>\n",
       "      <td>21290</td>\n",
       "      <td>1958.2877</td>\n",
       "      <td>317.45</td>\n",
       "      <td>315.16</td>\n",
       "      <td>317.30</td>\n",
       "      <td>314.99</td>\n",
       "      <td>317.45</td>\n",
       "      <td>315.16</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1958</td>\n",
       "      <td>5</td>\n",
       "      <td>21320</td>\n",
       "      <td>1958.3699</td>\n",
       "      <td>317.51</td>\n",
       "      <td>314.71</td>\n",
       "      <td>317.86</td>\n",
       "      <td>315.06</td>\n",
       "      <td>317.51</td>\n",
       "      <td>314.71</td>\n",
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       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1958</td>\n",
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       "      <td>1958.4548</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>1958</td>\n",
       "      <td>7</td>\n",
       "      <td>21381</td>\n",
       "      <td>1958.5370</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.19</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.22</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.19</td>\n",
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       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <td>43997</td>\n",
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       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
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       "    <tr>\n",
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       "      <td>2020.5383</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
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       "    <tr>\n",
       "      <th>751</th>\n",
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       "      <td>8</td>\n",
       "      <td>44058</td>\n",
       "      <td>2020.6230</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
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       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
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       "      <td>-99.99</td>\n",
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       "    <tr>\n",
       "      <th>754</th>\n",
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       "      <td>11</td>\n",
       "      <td>44150</td>\n",
       "      <td>2020.8743</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
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       "    <tr>\n",
       "      <th>755</th>\n",
       "      <td>2020</td>\n",
       "      <td>12</td>\n",
       "      <td>44180</td>\n",
       "      <td>2020.9563</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>756 rows × 10 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                   Excel                 [ppm]      [ppm]         [ppm]  \\\n",
       "0    1958    1     21200   1958.0411    -99.99      -99.99       -99.99   \n",
       "1    1958    2     21231   1958.1260    -99.99      -99.99       -99.99   \n",
       "2    1958    3     21259   1958.2027    315.70      314.44       316.19   \n",
       "3    1958    4     21290   1958.2877    317.45      315.16       317.30   \n",
       "4    1958    5     21320   1958.3699    317.51      314.71       317.86   \n",
       "5    1958    6     21351   1958.4548    -99.99      -99.99       317.24   \n",
       "6    1958    7     21381   1958.5370    315.86      315.19       315.86   \n",
       "..    ...  ...       ...         ...       ...         ...          ...   \n",
       "749  2020    6     43997   2020.4563    -99.99      -99.99       -99.99   \n",
       "750  2020    7     44027   2020.5383    -99.99      -99.99       -99.99   \n",
       "751  2020    8     44058   2020.6230    -99.99      -99.99       -99.99   \n",
       "752  2020    9     44089   2020.7077    -99.99      -99.99       -99.99   \n",
       "753  2020   10     44119   2020.7896    -99.99      -99.99       -99.99   \n",
       "754  2020   11     44150   2020.8743    -99.99      -99.99       -99.99   \n",
       "755  2020   12     44180   2020.9563    -99.99      -99.99       -99.99   \n",
       "\n",
       "         [ppm]         [ppm]      [ppm].1  \n",
       "0       -99.99        -99.99       -99.99  \n",
       "1       -99.99        -99.99       -99.99  \n",
       "2       314.91        315.70       314.44  \n",
       "3       314.99        317.45       315.16  \n",
       "4       315.06        317.51       314.71  \n",
       "5       315.14        317.24       315.14  \n",
       "6       315.22        315.86       315.19  \n",
       "..         ...           ...          ...  \n",
       "749     -99.99        -99.99       -99.99  \n",
       "750     -99.99        -99.99       -99.99  \n",
       "751     -99.99        -99.99       -99.99  \n",
       "752     -99.99        -99.99       -99.99  \n",
       "753     -99.99        -99.99       -99.99  \n",
       "754     -99.99        -99.99       -99.99  \n",
       "755     -99.99        -99.99       -99.99  \n",
       "\n",
       "[756 rows x 10 columns]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "try:\n",
    "    raw_data = pd.read_csv(\"https://scrippsco2.ucsd.edu/assets/data/atmospheric/stations/\"\n",
    "                           \"in_situ_co2/monthly/monthly_in_situ_co2_mlo.csv\",skiprows=56)\n",
    "except OSError as err:\n",
    "    print(\"Erreur lors du téléchargement : {0}\".format(err))\n",
    "    print(\"Nous téléchargeons les dernières données enregistrer sur notre PC\")\n",
    "    raw_data = pd.read_csv(\"monthly_in_situ_co2_mlo\")\n",
    "except:\n",
    "    print(\"Unexpected error:\", sys.exc_info()[0])\n",
    "    raise\n",
    "else:\n",
    "    raw_data.to_csv('monthly_in_situ_co2_mlo',index=True)\n",
    "\n",
    "print(raw_data.shape)\n",
    "raw_data"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Nous voyons que les noms des colonnes ne sont pas très représentatives, nous modifions  les noms des colonnes. Les données vide sont représentés par la valeur -99.99, nous remplaçons cette valeur par une valeur plus adéquate NaN dans une autre DataFrame"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Index(['    ', '   ', '   Excel', '          ', '   [ppm]', '    [ppm] ',\n",
      "       '      [ppm]', '    [ppm]', '       [ppm]', '    [ppm].1'],\n",
      "      dtype='object')\n"
     ]
    },
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       "      <th></th>\n",
       "      <th>Yr</th>\n",
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       "      <td>315.14</td>\n",
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       "      <th>6</th>\n",
       "      <td>1958</td>\n",
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       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>754</th>\n",
       "      <td>2020</td>\n",
       "      <td>11</td>\n",
       "      <td>44150</td>\n",
       "      <td>2020.8743</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>755</th>\n",
       "      <td>2020</td>\n",
       "      <td>12</td>\n",
       "      <td>44180</td>\n",
       "      <td>2020.9563</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "      <td>-99.99</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>756 rows × 10 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       Yr  Mn  Date 1     Date 2      s1      s2      s3      s4      s5  \\\n",
       "0    1958   1   21200  1958.0411  -99.99  -99.99  -99.99  -99.99  -99.99   \n",
       "1    1958   2   21231  1958.1260  -99.99  -99.99  -99.99  -99.99  -99.99   \n",
       "2    1958   3   21259  1958.2027  315.70  314.44  316.19  314.91  315.70   \n",
       "3    1958   4   21290  1958.2877  317.45  315.16  317.30  314.99  317.45   \n",
       "4    1958   5   21320  1958.3699  317.51  314.71  317.86  315.06  317.51   \n",
       "5    1958   6   21351  1958.4548  -99.99  -99.99  317.24  315.14  317.24   \n",
       "6    1958   7   21381  1958.5370  315.86  315.19  315.86  315.22  315.86   \n",
       "..    ...  ..     ...        ...     ...     ...     ...     ...     ...   \n",
       "749  2020   6   43997  2020.4563  -99.99  -99.99  -99.99  -99.99  -99.99   \n",
       "750  2020   7   44027  2020.5383  -99.99  -99.99  -99.99  -99.99  -99.99   \n",
       "751  2020   8   44058  2020.6230  -99.99  -99.99  -99.99  -99.99  -99.99   \n",
       "752  2020   9   44089  2020.7077  -99.99  -99.99  -99.99  -99.99  -99.99   \n",
       "753  2020  10   44119  2020.7896  -99.99  -99.99  -99.99  -99.99  -99.99   \n",
       "754  2020  11   44150  2020.8743  -99.99  -99.99  -99.99  -99.99  -99.99   \n",
       "755  2020  12   44180  2020.9563  -99.99  -99.99  -99.99  -99.99  -99.99   \n",
       "\n",
       "         s6  \n",
       "0    -99.99  \n",
       "1    -99.99  \n",
       "2    314.44  \n",
       "3    315.16  \n",
       "4    314.71  \n",
       "5    315.14  \n",
       "6    315.19  \n",
       "..      ...  \n",
       "749  -99.99  \n",
       "750  -99.99  \n",
       "751  -99.99  \n",
       "752  -99.99  \n",
       "753  -99.99  \n",
       "754  -99.99  \n",
       "755  -99.99  \n",
       "\n",
       "[756 rows x 10 columns]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "raw_data_1 = raw_data.copy()\n",
    "print(raw_data.columns)\n",
    "raw_data_1.columns = ['Yr','Mn','Date 1','Date 2','s1','s2','s3','s4','s5','s6']\n",
    "raw_data_1"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "On supprime les lignes du début et de fin de la DataFrame qui n'ont pas de valeurs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "    .dataframe tbody tr th {\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Yr</th>\n",
       "      <th>Mn</th>\n",
       "      <th>Date 1</th>\n",
       "      <th>Date 2</th>\n",
       "      <th>s1</th>\n",
       "      <th>s2</th>\n",
       "      <th>s3</th>\n",
       "      <th>s4</th>\n",
       "      <th>s5</th>\n",
       "      <th>s6</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1958</td>\n",
       "      <td>3</td>\n",
       "      <td>21259</td>\n",
       "      <td>1958.2027</td>\n",
       "      <td>315.70</td>\n",
       "      <td>314.44</td>\n",
       "      <td>316.19</td>\n",
       "      <td>314.91</td>\n",
       "      <td>315.70</td>\n",
       "      <td>314.44</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1958</td>\n",
       "      <td>4</td>\n",
       "      <td>21290</td>\n",
       "      <td>1958.2877</td>\n",
       "      <td>317.45</td>\n",
       "      <td>315.16</td>\n",
       "      <td>317.30</td>\n",
       "      <td>314.99</td>\n",
       "      <td>317.45</td>\n",
       "      <td>315.16</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1958</td>\n",
       "      <td>5</td>\n",
       "      <td>21320</td>\n",
       "      <td>1958.3699</td>\n",
       "      <td>317.51</td>\n",
       "      <td>314.71</td>\n",
       "      <td>317.86</td>\n",
       "      <td>315.06</td>\n",
       "      <td>317.51</td>\n",
       "      <td>314.71</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>1958</td>\n",
       "      <td>6</td>\n",
       "      <td>21351</td>\n",
       "      <td>1958.4548</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>1958</td>\n",
       "      <td>7</td>\n",
       "      <td>21381</td>\n",
       "      <td>1958.5370</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.19</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.22</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.19</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>1958</td>\n",
       "      <td>8</td>\n",
       "      <td>21412</td>\n",
       "      <td>1958.6219</td>\n",
       "      <td>314.93</td>\n",
       "      <td>316.19</td>\n",
       "      <td>314.00</td>\n",
       "      <td>315.29</td>\n",
       "      <td>314.93</td>\n",
       "      <td>316.19</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     Yr  Mn  Date 1     Date 2      s1      s2      s3      s4      s5      s6\n",
       "2  1958   3   21259  1958.2027  315.70  314.44  316.19  314.91  315.70  314.44\n",
       "3  1958   4   21290  1958.2877  317.45  315.16  317.30  314.99  317.45  315.16\n",
       "4  1958   5   21320  1958.3699  317.51  314.71  317.86  315.06  317.51  314.71\n",
       "5  1958   6   21351  1958.4548     NaN     NaN  317.24  315.14  317.24  315.14\n",
       "6  1958   7   21381  1958.5370  315.86  315.19  315.86  315.22  315.86  315.19\n",
       "7  1958   8   21412  1958.6219  314.93  316.19  314.00  315.29  314.93  316.19"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/html": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Yr</th>\n",
       "      <th>Mn</th>\n",
       "      <th>Date 1</th>\n",
       "      <th>Date 2</th>\n",
       "      <th>s1</th>\n",
       "      <th>s2</th>\n",
       "      <th>s3</th>\n",
       "      <th>s4</th>\n",
       "      <th>s5</th>\n",
       "      <th>s6</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>739</th>\n",
       "      <td>2019</td>\n",
       "      <td>8</td>\n",
       "      <td>43692</td>\n",
       "      <td>2019.6219</td>\n",
       "      <td>410.08</td>\n",
       "      <td>411.62</td>\n",
       "      <td>410.23</td>\n",
       "      <td>411.81</td>\n",
       "      <td>410.08</td>\n",
       "      <td>411.62</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>740</th>\n",
       "      <td>2019</td>\n",
       "      <td>9</td>\n",
       "      <td>43723</td>\n",
       "      <td>2019.7068</td>\n",
       "      <td>408.55</td>\n",
       "      <td>412.06</td>\n",
       "      <td>408.52</td>\n",
       "      <td>412.05</td>\n",
       "      <td>408.55</td>\n",
       "      <td>412.06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>741</th>\n",
       "      <td>2019</td>\n",
       "      <td>10</td>\n",
       "      <td>43753</td>\n",
       "      <td>2019.7890</td>\n",
       "      <td>408.43</td>\n",
       "      <td>412.07</td>\n",
       "      <td>408.67</td>\n",
       "      <td>412.29</td>\n",
       "      <td>408.43</td>\n",
       "      <td>412.07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>742</th>\n",
       "      <td>2019</td>\n",
       "      <td>11</td>\n",
       "      <td>43784</td>\n",
       "      <td>2019.8740</td>\n",
       "      <td>410.28</td>\n",
       "      <td>412.56</td>\n",
       "      <td>410.29</td>\n",
       "      <td>412.54</td>\n",
       "      <td>410.28</td>\n",
       "      <td>412.56</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>743</th>\n",
       "      <td>2019</td>\n",
       "      <td>12</td>\n",
       "      <td>43814</td>\n",
       "      <td>2019.9562</td>\n",
       "      <td>411.85</td>\n",
       "      <td>412.78</td>\n",
       "      <td>411.88</td>\n",
       "      <td>412.79</td>\n",
       "      <td>411.85</td>\n",
       "      <td>412.78</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>744</th>\n",
       "      <td>2020</td>\n",
       "      <td>1</td>\n",
       "      <td>43845</td>\n",
       "      <td>2020.0410</td>\n",
       "      <td>413.37</td>\n",
       "      <td>413.33</td>\n",
       "      <td>413.11</td>\n",
       "      <td>413.05</td>\n",
       "      <td>413.37</td>\n",
       "      <td>413.33</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       Yr  Mn  Date 1     Date 2      s1      s2      s3      s4      s5  \\\n",
       "739  2019   8   43692  2019.6219  410.08  411.62  410.23  411.81  410.08   \n",
       "740  2019   9   43723  2019.7068  408.55  412.06  408.52  412.05  408.55   \n",
       "741  2019  10   43753  2019.7890  408.43  412.07  408.67  412.29  408.43   \n",
       "742  2019  11   43784  2019.8740  410.28  412.56  410.29  412.54  410.28   \n",
       "743  2019  12   43814  2019.9562  411.85  412.78  411.88  412.79  411.85   \n",
       "744  2020   1   43845  2020.0410  413.37  413.33  413.11  413.05  413.37   \n",
       "\n",
       "         s6  \n",
       "739  411.62  \n",
       "740  412.06  \n",
       "741  412.07  \n",
       "742  412.56  \n",
       "743  412.78  \n",
       "744  413.33  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data = raw_data_1.copy()\n",
    "date = datetime.date.today()\n",
    "\n",
    "data = data.drop(data[(data.Yr == date.year) & (data.Mn > date.month)].index)\n",
    "data = data.replace(-99.99,np.NaN);\n",
    "d = data[(data.Yr == date.year)].index\n",
    "i,k = d[0], d[-1]\n",
    "\n",
    "while k>=i:\n",
    "    if data.loc[k].isnull().any():\n",
    "        data = data.drop(k)\n",
    "    else:\n",
    "        break\n",
    "    k = k - 1\n",
    "    \n",
    "annee, mois  = data.Yr[0], data.Mn[0]\n",
    "d = data[(data.Yr == annee)].index\n",
    "i,k = d[0], d[-1]\n",
    "\n",
    "while i<=k:\n",
    "    if data.loc[i].isnull().any():\n",
    "        data = data.drop(i)\n",
    "    else:\n",
    "        break\n",
    "    i = i + 1\n",
    "InteractiveShell.ast_node_interactivity = \"all\"     \n",
    "data.head(6)\n",
    "data.tail(6)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "On visualise les colonnes dont au moins une donnée est manquante."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Yr        False\n",
       "Mn        False\n",
       "Date 1    False\n",
       "Date 2    False\n",
       "s1         True\n",
       "s2         True\n",
       "s3        False\n",
       "s4        False\n",
       "s5        False\n",
       "s6        False\n",
       "dtype: bool"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#data[data.isnull().any(columns = 's1')]\n",
    "data.isnull().any()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "La colonne s5 represente la concentration en CO2, aucune de ces données sont manquantes. On ajoute un index 'périod' à la DataFrame, cet index représente la période de mesure. Cette date est mise dans au format compréhensible par pandas. On visualise toutes les lignes qui seront supprimées."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>index</th>\n",
       "      <th>Yr</th>\n",
       "      <th>Mn</th>\n",
       "      <th>Date 1</th>\n",
       "      <th>Date 2</th>\n",
       "      <th>s1</th>\n",
       "      <th>s2</th>\n",
       "      <th>s3</th>\n",
       "      <th>s4</th>\n",
       "      <th>s5</th>\n",
       "      <th>s6</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>period</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>1958-03-01</th>\n",
       "      <td>2</td>\n",
       "      <td>1958</td>\n",
       "      <td>3</td>\n",
       "      <td>21259</td>\n",
       "      <td>1958.2027</td>\n",
       "      <td>315.70</td>\n",
       "      <td>314.44</td>\n",
       "      <td>316.19</td>\n",
       "      <td>314.91</td>\n",
       "      <td>315.70</td>\n",
       "      <td>314.44</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-04-01</th>\n",
       "      <td>3</td>\n",
       "      <td>1958</td>\n",
       "      <td>4</td>\n",
       "      <td>21290</td>\n",
       "      <td>1958.2877</td>\n",
       "      <td>317.45</td>\n",
       "      <td>315.16</td>\n",
       "      <td>317.30</td>\n",
       "      <td>314.99</td>\n",
       "      <td>317.45</td>\n",
       "      <td>315.16</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-05-01</th>\n",
       "      <td>4</td>\n",
       "      <td>1958</td>\n",
       "      <td>5</td>\n",
       "      <td>21320</td>\n",
       "      <td>1958.3699</td>\n",
       "      <td>317.51</td>\n",
       "      <td>314.71</td>\n",
       "      <td>317.86</td>\n",
       "      <td>315.06</td>\n",
       "      <td>317.51</td>\n",
       "      <td>314.71</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-06-01</th>\n",
       "      <td>5</td>\n",
       "      <td>1958</td>\n",
       "      <td>6</td>\n",
       "      <td>21351</td>\n",
       "      <td>1958.4548</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-07-01</th>\n",
       "      <td>6</td>\n",
       "      <td>1958</td>\n",
       "      <td>7</td>\n",
       "      <td>21381</td>\n",
       "      <td>1958.5370</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.19</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.22</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.19</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            index    Yr  Mn  Date 1     Date 2      s1      s2      s3  \\\n",
       "period                                                                   \n",
       "1958-03-01      2  1958   3   21259  1958.2027  315.70  314.44  316.19   \n",
       "1958-04-01      3  1958   4   21290  1958.2877  317.45  315.16  317.30   \n",
       "1958-05-01      4  1958   5   21320  1958.3699  317.51  314.71  317.86   \n",
       "1958-06-01      5  1958   6   21351  1958.4548     NaN     NaN  317.24   \n",
       "1958-07-01      6  1958   7   21381  1958.5370  315.86  315.19  315.86   \n",
       "\n",
       "                s4      s5      s6  \n",
       "period                              \n",
       "1958-03-01  314.91  315.70  314.44  \n",
       "1958-04-01  314.99  317.45  315.16  \n",
       "1958-05-01  315.06  317.51  314.71  \n",
       "1958-06-01  315.14  317.24  315.14  \n",
       "1958-07-01  315.22  315.86  315.19  "
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = data.copy()                                 # data.dropna().copy()\n",
    "df = df.reset_index().copy()\n",
    "period = [datetime.date(y,m,1) for y,m in zip(df['Yr'],df['Mn'])]\n",
    "period = pd.Series(period,name = 'period')\n",
    "df = pd.concat([df,period],axis=1)\n",
    "df = df.set_index('period') \n",
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Représentation graphique de la concentration  de CO2 de 1958 à nos jours"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "df['s5'].plot(title = 'Concentration de CO2',);\n",
    "df['s5'].plot(figsize=(15, 10),).grid(linestyle='--', linewidth=1);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Nous allons approximé la concentration de CO2 avec une droite $a*x+b$, puis faire la différence pour \n",
    "n'obtenir que les variations de la concentration de CO2."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 148,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1296x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy import stats\n",
    "\n",
    "a, b, r_value, p_value, std_err = stats.linregress(df['Date 2'], df['s1'])\n",
    "def predict(x):\n",
    "    return a*x+b\n",
    "\n",
    "data_lineaire = df.copy()\n",
    "data_lineaire['reg_lineaire'] = predict(data_lineaire['Date 2'])\n",
    "\n",
    "fig = plt.figure(figsize=(18, 5))\n",
    "ax1 = fig.add_subplot(121)\n",
    "ax2 = fig.add_subplot(122)\n",
    "ax1.grid(linestyle='--', linewidth=1)\n",
    "ax2.grid(linestyle='--', linewidth=1)\n",
    "#plot(figsize=(8, 5))  .plot(figsize=(15, 10), grid=True).grid(linestyle='--', linewidth=1);\n",
    "\n",
    "ax1.set(title = 'Concentration CO2',xlabel='Période',ylabel='Concentration (ppm)')\n",
    "ax1.plot(data_lineaire['s1'])\n",
    "#data1['s1'].plot()\n",
    "ax1.plot(data_lineaire['reg_lineaire']) \n",
    "data_lineaire['co2'] = data_lineaire['reg_lineaire']-data_lineaire['s1']\n",
    "ax2.set(title = 'Variation de la concentration CO2',xlabel='Période',ylabel='Concentration (ppm)')\n",
    "ax2.plot(data_lineaire['co2']); "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Le résultat n'est pas satisfaisant ...\n",
    "Nous pouvons faire une optimisation avec une fonction de la forme $a*(x-b)^2+c$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 149,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1296x360 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy.optimize import curve_fit\n",
    "\n",
    "def func_cube(x,a,b,c):\n",
    "    return a*(x-b)**(2)+c\n",
    "\n",
    "data_cube = df.copy()\n",
    "popt, pcov = curve_fit(func_cube,data_cube['Date 2'],data_cube['s1'])\n",
    "\n",
    "def fcube(x):\n",
    "    return popt[0]*(x- popt[1])**(2)+popt[2]\n",
    "\n",
    "data_cube['reg_cube'] = fcube(data_cube['Date 2'])\n",
    "\n",
    "fig = plt.figure(figsize=(18, 5))\n",
    "ax1 = fig.add_subplot(121)\n",
    "ax2 = fig.add_subplot(122)\n",
    "ax1.grid(linestyle='--', linewidth=1)\n",
    "ax2.grid(linestyle='--', linewidth=1)\n",
    "\n",
    "ax1.set(title = 'Concentration CO2',xlabel='Période',ylabel='Concentration (ppm)')\n",
    "ax1.plot(data_cube['s1'])\n",
    "ax1.plot(data_cube['reg_cube']) \n",
    "data_cube['co2'] = data_cube['reg_cube']-data_cube['s1']\n",
    "ax2.set(title = 'Variation de la concentration CO2',xlabel='Période',ylabel='Concentration (ppm)')\n",
    "ax2.plot(data_cube['co2']); "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Nous recherchons l'oscillation lente et rapide, pour cela nous allons opéré en 2 étapes :\n",
    "- Recherche de ces deux fréquence par FFT. \n",
    "- Nous affinons l'estimations de ces fréquences à l'aide d'une  approximation sinusoïdale (fréquence, amplitude, moyenne et phase) par les moindres carrés ordinaires.\n",
    "\n",
    "Pour cela nous devons faire une interpolation pour les quelque points manquants de la concentration en CO2 afin d'utiliser la FFT sur un 'pas d'échantillonnage constant'. Cet échantillonnage sur le nombre de point nous donne un échantillonnage en fréquence de l'ordre de 0.016 Hz.     \n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 150,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>index</th>\n",
       "      <th>Yr</th>\n",
       "      <th>Mn</th>\n",
       "      <th>Date 1</th>\n",
       "      <th>Date 2</th>\n",
       "      <th>s1</th>\n",
       "      <th>s2</th>\n",
       "      <th>s3</th>\n",
       "      <th>s4</th>\n",
       "      <th>s5</th>\n",
       "      <th>s6</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>period</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>1958-06-01</th>\n",
       "      <td>5</td>\n",
       "      <td>1958</td>\n",
       "      <td>6</td>\n",
       "      <td>21351</td>\n",
       "      <td>1958.4548</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-10-01</th>\n",
       "      <td>9</td>\n",
       "      <td>1958</td>\n",
       "      <td>10</td>\n",
       "      <td>21473</td>\n",
       "      <td>1958.7890</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>312.44</td>\n",
       "      <td>315.40</td>\n",
       "      <td>312.44</td>\n",
       "      <td>315.40</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-02-01</th>\n",
       "      <td>73</td>\n",
       "      <td>1964</td>\n",
       "      <td>2</td>\n",
       "      <td>23422</td>\n",
       "      <td>1964.1257</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>320.01</td>\n",
       "      <td>319.36</td>\n",
       "      <td>320.01</td>\n",
       "      <td>319.36</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-03-01</th>\n",
       "      <td>74</td>\n",
       "      <td>1964</td>\n",
       "      <td>3</td>\n",
       "      <td>23451</td>\n",
       "      <td>1964.2049</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>320.74</td>\n",
       "      <td>319.41</td>\n",
       "      <td>320.74</td>\n",
       "      <td>319.41</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-04-01</th>\n",
       "      <td>75</td>\n",
       "      <td>1964</td>\n",
       "      <td>4</td>\n",
       "      <td>23482</td>\n",
       "      <td>1964.2896</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>321.83</td>\n",
       "      <td>319.45</td>\n",
       "      <td>321.83</td>\n",
       "      <td>319.45</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            index    Yr  Mn  Date 1     Date 2  s1  s2      s3      s4  \\\n",
       "period                                                                   \n",
       "1958-06-01      5  1958   6   21351  1958.4548 NaN NaN  317.24  315.14   \n",
       "1958-10-01      9  1958  10   21473  1958.7890 NaN NaN  312.44  315.40   \n",
       "1964-02-01     73  1964   2   23422  1964.1257 NaN NaN  320.01  319.36   \n",
       "1964-03-01     74  1964   3   23451  1964.2049 NaN NaN  320.74  319.41   \n",
       "1964-04-01     75  1964   4   23482  1964.2896 NaN NaN  321.83  319.45   \n",
       "\n",
       "                s5      s6  \n",
       "period                      \n",
       "1958-06-01  317.24  315.14  \n",
       "1958-10-01  312.44  315.40  \n",
       "1964-02-01  320.01  319.36  \n",
       "1964-03-01  320.74  319.41  \n",
       "1964-04-01  321.83  319.45  "
      ]
     },
     "execution_count": 150,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = data.reset_index().copy()\n",
    "df['period'] = pd.Series([datetime.date(y,m,1) for y,m in zip(df['Yr'],df['Mn'])])\n",
    "df = df.set_index('period')   \n",
    "#df.head()\n",
    "d = df[df.isnull().any(axis=1)]\n",
    "d"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 151,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>index</th>\n",
       "      <th>Yr</th>\n",
       "      <th>Mn</th>\n",
       "      <th>Date 1</th>\n",
       "      <th>Date 2</th>\n",
       "      <th>s1</th>\n",
       "      <th>s2</th>\n",
       "      <th>s3</th>\n",
       "      <th>s4</th>\n",
       "      <th>s5</th>\n",
       "      <th>s6</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>period</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>2019-09-01</th>\n",
       "      <td>740</td>\n",
       "      <td>2019</td>\n",
       "      <td>9</td>\n",
       "      <td>43723</td>\n",
       "      <td>2019.7068</td>\n",
       "      <td>408.55</td>\n",
       "      <td>412.06</td>\n",
       "      <td>408.52</td>\n",
       "      <td>412.05</td>\n",
       "      <td>408.55</td>\n",
       "      <td>412.06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-10-01</th>\n",
       "      <td>741</td>\n",
       "      <td>2019</td>\n",
       "      <td>10</td>\n",
       "      <td>43753</td>\n",
       "      <td>2019.7890</td>\n",
       "      <td>408.43</td>\n",
       "      <td>412.07</td>\n",
       "      <td>408.67</td>\n",
       "      <td>412.29</td>\n",
       "      <td>408.43</td>\n",
       "      <td>412.07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-11-01</th>\n",
       "      <td>742</td>\n",
       "      <td>2019</td>\n",
       "      <td>11</td>\n",
       "      <td>43784</td>\n",
       "      <td>2019.8740</td>\n",
       "      <td>410.28</td>\n",
       "      <td>412.56</td>\n",
       "      <td>410.29</td>\n",
       "      <td>412.54</td>\n",
       "      <td>410.28</td>\n",
       "      <td>412.56</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-12-01</th>\n",
       "      <td>743</td>\n",
       "      <td>2019</td>\n",
       "      <td>12</td>\n",
       "      <td>43814</td>\n",
       "      <td>2019.9562</td>\n",
       "      <td>411.85</td>\n",
       "      <td>412.78</td>\n",
       "      <td>411.88</td>\n",
       "      <td>412.79</td>\n",
       "      <td>411.85</td>\n",
       "      <td>412.78</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01</th>\n",
       "      <td>744</td>\n",
       "      <td>2020</td>\n",
       "      <td>1</td>\n",
       "      <td>43845</td>\n",
       "      <td>2020.0410</td>\n",
       "      <td>413.37</td>\n",
       "      <td>413.33</td>\n",
       "      <td>413.11</td>\n",
       "      <td>413.05</td>\n",
       "      <td>413.37</td>\n",
       "      <td>413.33</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            index    Yr  Mn  Date 1     Date 2      s1      s2      s3  \\\n",
       "period                                                                   \n",
       "2019-09-01    740  2019   9   43723  2019.7068  408.55  412.06  408.52   \n",
       "2019-10-01    741  2019  10   43753  2019.7890  408.43  412.07  408.67   \n",
       "2019-11-01    742  2019  11   43784  2019.8740  410.28  412.56  410.29   \n",
       "2019-12-01    743  2019  12   43814  2019.9562  411.85  412.78  411.88   \n",
       "2020-01-01    744  2020   1   43845  2020.0410  413.37  413.33  413.11   \n",
       "\n",
       "                s4      s5      s6  \n",
       "period                              \n",
       "2019-09-01  412.05  408.55  412.06  \n",
       "2019-10-01  412.29  408.43  412.07  \n",
       "2019-11-01  412.54  410.28  412.56  \n",
       "2019-12-01  412.79  411.85  412.78  \n",
       "2020-01-01  413.05  413.37  413.33  "
      ]
     },
     "execution_count": 151,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.tail()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Pour les valeur manquantes, nous allons faire une interpolation linéaire afin que la FFT dispose de données prisent à échantillonnage de 1 mois."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 152,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>index</th>\n",
       "      <th>Yr</th>\n",
       "      <th>Mn</th>\n",
       "      <th>Date 1</th>\n",
       "      <th>Date 2</th>\n",
       "      <th>s1</th>\n",
       "      <th>s2</th>\n",
       "      <th>s3</th>\n",
       "      <th>s4</th>\n",
       "      <th>s5</th>\n",
       "      <th>s6</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>period</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>1958-03-01</th>\n",
       "      <td>2</td>\n",
       "      <td>1958</td>\n",
       "      <td>3</td>\n",
       "      <td>21259</td>\n",
       "      <td>1958.2027</td>\n",
       "      <td>315.700</td>\n",
       "      <td>314.44</td>\n",
       "      <td>316.19</td>\n",
       "      <td>314.91</td>\n",
       "      <td>315.70</td>\n",
       "      <td>314.44</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-04-01</th>\n",
       "      <td>3</td>\n",
       "      <td>1958</td>\n",
       "      <td>4</td>\n",
       "      <td>21290</td>\n",
       "      <td>1958.2877</td>\n",
       "      <td>317.450</td>\n",
       "      <td>315.16</td>\n",
       "      <td>317.30</td>\n",
       "      <td>314.99</td>\n",
       "      <td>317.45</td>\n",
       "      <td>315.16</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-05-01</th>\n",
       "      <td>4</td>\n",
       "      <td>1958</td>\n",
       "      <td>5</td>\n",
       "      <td>21320</td>\n",
       "      <td>1958.3699</td>\n",
       "      <td>317.510</td>\n",
       "      <td>314.71</td>\n",
       "      <td>317.86</td>\n",
       "      <td>315.06</td>\n",
       "      <td>317.51</td>\n",
       "      <td>314.71</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-06-01</th>\n",
       "      <td>5</td>\n",
       "      <td>1958</td>\n",
       "      <td>6</td>\n",
       "      <td>21351</td>\n",
       "      <td>1958.4548</td>\n",
       "      <td>316.685</td>\n",
       "      <td>314.95</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-07-01</th>\n",
       "      <td>6</td>\n",
       "      <td>1958</td>\n",
       "      <td>7</td>\n",
       "      <td>21381</td>\n",
       "      <td>1958.5370</td>\n",
       "      <td>315.860</td>\n",
       "      <td>315.19</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.22</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.19</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-08-01</th>\n",
       "      <td>7</td>\n",
       "      <td>1958</td>\n",
       "      <td>8</td>\n",
       "      <td>21412</td>\n",
       "      <td>1958.6219</td>\n",
       "      <td>314.930</td>\n",
       "      <td>316.19</td>\n",
       "      <td>314.00</td>\n",
       "      <td>315.29</td>\n",
       "      <td>314.93</td>\n",
       "      <td>316.19</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-09-01</th>\n",
       "      <td>8</td>\n",
       "      <td>1958</td>\n",
       "      <td>9</td>\n",
       "      <td>21443</td>\n",
       "      <td>1958.7068</td>\n",
       "      <td>313.210</td>\n",
       "      <td>316.08</td>\n",
       "      <td>312.46</td>\n",
       "      <td>315.35</td>\n",
       "      <td>313.21</td>\n",
       "      <td>316.08</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-07-01</th>\n",
       "      <td>738</td>\n",
       "      <td>2019</td>\n",
       "      <td>7</td>\n",
       "      <td>43661</td>\n",
       "      <td>2019.5370</td>\n",
       "      <td>411.850</td>\n",
       "      <td>411.03</td>\n",
       "      <td>412.36</td>\n",
       "      <td>411.57</td>\n",
       "      <td>411.85</td>\n",
       "      <td>411.03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-08-01</th>\n",
       "      <td>739</td>\n",
       "      <td>2019</td>\n",
       "      <td>8</td>\n",
       "      <td>43692</td>\n",
       "      <td>2019.6219</td>\n",
       "      <td>410.080</td>\n",
       "      <td>411.62</td>\n",
       "      <td>410.23</td>\n",
       "      <td>411.81</td>\n",
       "      <td>410.08</td>\n",
       "      <td>411.62</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-09-01</th>\n",
       "      <td>740</td>\n",
       "      <td>2019</td>\n",
       "      <td>9</td>\n",
       "      <td>43723</td>\n",
       "      <td>2019.7068</td>\n",
       "      <td>408.550</td>\n",
       "      <td>412.06</td>\n",
       "      <td>408.52</td>\n",
       "      <td>412.05</td>\n",
       "      <td>408.55</td>\n",
       "      <td>412.06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-10-01</th>\n",
       "      <td>741</td>\n",
       "      <td>2019</td>\n",
       "      <td>10</td>\n",
       "      <td>43753</td>\n",
       "      <td>2019.7890</td>\n",
       "      <td>408.430</td>\n",
       "      <td>412.07</td>\n",
       "      <td>408.67</td>\n",
       "      <td>412.29</td>\n",
       "      <td>408.43</td>\n",
       "      <td>412.07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-11-01</th>\n",
       "      <td>742</td>\n",
       "      <td>2019</td>\n",
       "      <td>11</td>\n",
       "      <td>43784</td>\n",
       "      <td>2019.8740</td>\n",
       "      <td>410.280</td>\n",
       "      <td>412.56</td>\n",
       "      <td>410.29</td>\n",
       "      <td>412.54</td>\n",
       "      <td>410.28</td>\n",
       "      <td>412.56</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-12-01</th>\n",
       "      <td>743</td>\n",
       "      <td>2019</td>\n",
       "      <td>12</td>\n",
       "      <td>43814</td>\n",
       "      <td>2019.9562</td>\n",
       "      <td>411.850</td>\n",
       "      <td>412.78</td>\n",
       "      <td>411.88</td>\n",
       "      <td>412.79</td>\n",
       "      <td>411.85</td>\n",
       "      <td>412.78</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01</th>\n",
       "      <td>744</td>\n",
       "      <td>2020</td>\n",
       "      <td>1</td>\n",
       "      <td>43845</td>\n",
       "      <td>2020.0410</td>\n",
       "      <td>413.370</td>\n",
       "      <td>413.33</td>\n",
       "      <td>413.11</td>\n",
       "      <td>413.05</td>\n",
       "      <td>413.37</td>\n",
       "      <td>413.33</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>743 rows × 11 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            index    Yr  Mn  Date 1     Date 2       s1      s2      s3  \\\n",
       "period                                                                    \n",
       "1958-03-01      2  1958   3   21259  1958.2027  315.700  314.44  316.19   \n",
       "1958-04-01      3  1958   4   21290  1958.2877  317.450  315.16  317.30   \n",
       "1958-05-01      4  1958   5   21320  1958.3699  317.510  314.71  317.86   \n",
       "1958-06-01      5  1958   6   21351  1958.4548  316.685  314.95  317.24   \n",
       "1958-07-01      6  1958   7   21381  1958.5370  315.860  315.19  315.86   \n",
       "1958-08-01      7  1958   8   21412  1958.6219  314.930  316.19  314.00   \n",
       "1958-09-01      8  1958   9   21443  1958.7068  313.210  316.08  312.46   \n",
       "...           ...   ...  ..     ...        ...      ...     ...     ...   \n",
       "2019-07-01    738  2019   7   43661  2019.5370  411.850  411.03  412.36   \n",
       "2019-08-01    739  2019   8   43692  2019.6219  410.080  411.62  410.23   \n",
       "2019-09-01    740  2019   9   43723  2019.7068  408.550  412.06  408.52   \n",
       "2019-10-01    741  2019  10   43753  2019.7890  408.430  412.07  408.67   \n",
       "2019-11-01    742  2019  11   43784  2019.8740  410.280  412.56  410.29   \n",
       "2019-12-01    743  2019  12   43814  2019.9562  411.850  412.78  411.88   \n",
       "2020-01-01    744  2020   1   43845  2020.0410  413.370  413.33  413.11   \n",
       "\n",
       "                s4      s5      s6  \n",
       "period                              \n",
       "1958-03-01  314.91  315.70  314.44  \n",
       "1958-04-01  314.99  317.45  315.16  \n",
       "1958-05-01  315.06  317.51  314.71  \n",
       "1958-06-01  315.14  317.24  315.14  \n",
       "1958-07-01  315.22  315.86  315.19  \n",
       "1958-08-01  315.29  314.93  316.19  \n",
       "1958-09-01  315.35  313.21  316.08  \n",
       "...            ...     ...     ...  \n",
       "2019-07-01  411.57  411.85  411.03  \n",
       "2019-08-01  411.81  410.08  411.62  \n",
       "2019-09-01  412.05  408.55  412.06  \n",
       "2019-10-01  412.29  408.43  412.07  \n",
       "2019-11-01  412.54  410.28  412.56  \n",
       "2019-12-01  412.79  411.85  412.78  \n",
       "2020-01-01  413.05  413.37  413.33  \n",
       "\n",
       "[743 rows x 11 columns]"
      ]
     },
     "execution_count": 152,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df = df.interpolate(method='linear', limit_direction='forward',limit=3)\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 153,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>index</th>\n",
       "      <th>Yr</th>\n",
       "      <th>Mn</th>\n",
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       "      <th>period</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1964-01-01</th>\n",
       "      <td>72</td>\n",
       "      <td>1964</td>\n",
       "      <td>1</td>\n",
       "      <td>23391</td>\n",
       "      <td>1964.0410</td>\n",
       "      <td>319.5700</td>\n",
       "      <td>319.5300</td>\n",
       "      <td>319.37</td>\n",
       "      <td>319.32</td>\n",
       "      <td>319.57</td>\n",
       "      <td>319.53</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-02-01</th>\n",
       "      <td>73</td>\n",
       "      <td>1964</td>\n",
       "      <td>2</td>\n",
       "      <td>23422</td>\n",
       "      <td>1964.1257</td>\n",
       "      <td>320.2425</td>\n",
       "      <td>319.4975</td>\n",
       "      <td>320.01</td>\n",
       "      <td>319.36</td>\n",
       "      <td>320.01</td>\n",
       "      <td>319.36</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-03-01</th>\n",
       "      <td>74</td>\n",
       "      <td>1964</td>\n",
       "      <td>3</td>\n",
       "      <td>23451</td>\n",
       "      <td>1964.2049</td>\n",
       "      <td>320.9150</td>\n",
       "      <td>319.4650</td>\n",
       "      <td>320.74</td>\n",
       "      <td>319.41</td>\n",
       "      <td>320.74</td>\n",
       "      <td>319.41</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-04-01</th>\n",
       "      <td>75</td>\n",
       "      <td>1964</td>\n",
       "      <td>4</td>\n",
       "      <td>23482</td>\n",
       "      <td>1964.2896</td>\n",
       "      <td>321.5875</td>\n",
       "      <td>319.4325</td>\n",
       "      <td>321.83</td>\n",
       "      <td>319.45</td>\n",
       "      <td>321.83</td>\n",
       "      <td>319.45</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-05-01</th>\n",
       "      <td>76</td>\n",
       "      <td>1964</td>\n",
       "      <td>5</td>\n",
       "      <td>23512</td>\n",
       "      <td>1964.3716</td>\n",
       "      <td>322.2600</td>\n",
       "      <td>319.4000</td>\n",
       "      <td>322.34</td>\n",
       "      <td>319.49</td>\n",
       "      <td>322.26</td>\n",
       "      <td>319.40</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-06-01</th>\n",
       "      <td>77</td>\n",
       "      <td>1964</td>\n",
       "      <td>6</td>\n",
       "      <td>23543</td>\n",
       "      <td>1964.4563</td>\n",
       "      <td>321.8900</td>\n",
       "      <td>319.7500</td>\n",
       "      <td>321.64</td>\n",
       "      <td>319.52</td>\n",
       "      <td>321.89</td>\n",
       "      <td>319.75</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-07-01</th>\n",
       "      <td>78</td>\n",
       "      <td>1964</td>\n",
       "      <td>7</td>\n",
       "      <td>23573</td>\n",
       "      <td>1964.5383</td>\n",
       "      <td>320.4400</td>\n",
       "      <td>319.7800</td>\n",
       "      <td>320.19</td>\n",
       "      <td>319.55</td>\n",
       "      <td>320.44</td>\n",
       "      <td>319.78</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-08-01</th>\n",
       "      <td>79</td>\n",
       "      <td>1964</td>\n",
       "      <td>8</td>\n",
       "      <td>23604</td>\n",
       "      <td>1964.6230</td>\n",
       "      <td>318.6900</td>\n",
       "      <td>320.0000</td>\n",
       "      <td>318.24</td>\n",
       "      <td>319.58</td>\n",
       "      <td>318.69</td>\n",
       "      <td>320.00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-09-01</th>\n",
       "      <td>80</td>\n",
       "      <td>1964</td>\n",
       "      <td>9</td>\n",
       "      <td>23635</td>\n",
       "      <td>1964.7077</td>\n",
       "      <td>316.7100</td>\n",
       "      <td>319.6500</td>\n",
       "      <td>316.64</td>\n",
       "      <td>319.60</td>\n",
       "      <td>316.71</td>\n",
       "      <td>319.65</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-10-01</th>\n",
       "      <td>81</td>\n",
       "      <td>1964</td>\n",
       "      <td>10</td>\n",
       "      <td>23665</td>\n",
       "      <td>1964.7896</td>\n",
       "      <td>316.8700</td>\n",
       "      <td>319.9100</td>\n",
       "      <td>316.59</td>\n",
       "      <td>319.62</td>\n",
       "      <td>316.87</td>\n",
       "      <td>319.91</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-11-01</th>\n",
       "      <td>82</td>\n",
       "      <td>1964</td>\n",
       "      <td>11</td>\n",
       "      <td>23696</td>\n",
       "      <td>1964.8743</td>\n",
       "      <td>317.6800</td>\n",
       "      <td>319.5800</td>\n",
       "      <td>317.76</td>\n",
       "      <td>319.64</td>\n",
       "      <td>317.68</td>\n",
       "      <td>319.58</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1964-12-01</th>\n",
       "      <td>83</td>\n",
       "      <td>1964</td>\n",
       "      <td>12</td>\n",
       "      <td>23726</td>\n",
       "      <td>1964.9563</td>\n",
       "      <td>318.7100</td>\n",
       "      <td>319.4900</td>\n",
       "      <td>318.89</td>\n",
       "      <td>319.66</td>\n",
       "      <td>318.71</td>\n",
       "      <td>319.49</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            index    Yr  Mn  Date 1     Date 2        s1        s2      s3  \\\n",
       "period                                                                       \n",
       "1964-01-01     72  1964   1   23391  1964.0410  319.5700  319.5300  319.37   \n",
       "1964-02-01     73  1964   2   23422  1964.1257  320.2425  319.4975  320.01   \n",
       "1964-03-01     74  1964   3   23451  1964.2049  320.9150  319.4650  320.74   \n",
       "1964-04-01     75  1964   4   23482  1964.2896  321.5875  319.4325  321.83   \n",
       "1964-05-01     76  1964   5   23512  1964.3716  322.2600  319.4000  322.34   \n",
       "1964-06-01     77  1964   6   23543  1964.4563  321.8900  319.7500  321.64   \n",
       "1964-07-01     78  1964   7   23573  1964.5383  320.4400  319.7800  320.19   \n",
       "1964-08-01     79  1964   8   23604  1964.6230  318.6900  320.0000  318.24   \n",
       "1964-09-01     80  1964   9   23635  1964.7077  316.7100  319.6500  316.64   \n",
       "1964-10-01     81  1964  10   23665  1964.7896  316.8700  319.9100  316.59   \n",
       "1964-11-01     82  1964  11   23696  1964.8743  317.6800  319.5800  317.76   \n",
       "1964-12-01     83  1964  12   23726  1964.9563  318.7100  319.4900  318.89   \n",
       "\n",
       "                s4      s5      s6  \n",
       "period                              \n",
       "1964-01-01  319.32  319.57  319.53  \n",
       "1964-02-01  319.36  320.01  319.36  \n",
       "1964-03-01  319.41  320.74  319.41  \n",
       "1964-04-01  319.45  321.83  319.45  \n",
       "1964-05-01  319.49  322.26  319.40  \n",
       "1964-06-01  319.52  321.89  319.75  \n",
       "1964-07-01  319.55  320.44  319.78  \n",
       "1964-08-01  319.58  318.69  320.00  \n",
       "1964-09-01  319.60  316.71  319.65  \n",
       "1964-10-01  319.62  316.87  319.91  \n",
       "1964-11-01  319.64  317.68  319.58  \n",
       "1964-12-01  319.66  318.71  319.49  "
      ]
     },
     "execution_count": 153,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "d = df[(df.Yr >= 1964) & (df.Yr < 1965)]\n",
    "d"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 154,
   "metadata": {},
   "outputs": [],
   "source": [
    "data_cube = df.copy()\n",
    "popt, pcov = curve_fit(func_cube,data_cube['Date 2'],data_cube['s1'])\n",
    "data_cube['reg_cube'] = fcube(data_cube['Date 2'])\n",
    "data_cube['co2'] = data_cube['reg_cube']-data_cube['s1']\n",
    "\n",
    "nb = len(data_cube['Date 2'])\n",
    "ecart = []\n",
    "for i in np.arange(0,nb-1):\n",
    "    ecart.append(data_cube['Date 2'][i+1] - data_cube['Date 2'][i])\n",
    "dt = np.mean(ecart)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Utilisation de la fonction np.fft.fft pour transformer le signal temporel en signal fréquentiel à l’aide de la transformée de Fourier rapide. Le résultat s1_fft est un tableau de nombres complexes. La densité spectrale de puissance est calculée à l’aide de la formule Γx=|X|2T. Les fréquences sont ensuite calculées à l’aide de la fonction np.fft.fftfreq."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 155,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Pas d'echantillonnage en fréquance : 0.016150740242261104\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1296x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "s1 = data_cube.co2 - data_cube.co2.mean()\n",
    "s1_fft = np.fft.fft(s1)              # calcul de la transformee de Fourier et des frequences\n",
    "\n",
    "n = s1.size\n",
    "dt = 1/12\n",
    "pds_s1 = (dt/n) * np.abs(s1_fft)**2  # densité spectral de puissance\n",
    "freq = np.fft.fftfreq(n, d=dt)       # fréquences associées\n",
    "\n",
    "f1 = 1/(n*dt)\n",
    "print(f'Pas d\\'echantillonnage en fréquance : {f1}')\n",
    "\n",
    "freq = freq[:int(n/2)]\n",
    "pds_s1 = pds_s1[:int(n/2)]\n",
    "plt.figure(figsize=(18,5))\n",
    "plt.stem(freq, pds_s1, label=\"PSD\");"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finalement, seules les « moitiés droites » des tableaux sont conservées car les gauches contiennent les fréquences négatives. Ces opérations sont réalisées àl’aide duslicingpython (tranchage)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 156,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " Estimation de la frequence lente : 0.03230148048452221 \n",
      " Esitmation de la fréquence rapide : 1.0013458950201883\n"
     ]
    }
   ],
   "source": [
    "indide_f = np.where(pds_s1 > 5)\n",
    "f_lente = indide_f[0][0] * f1\n",
    "indide_f = np.where(pds_s1 > 20)\n",
    "f_rapide = indide_f[0][-1] * f1\n",
    "                    \n",
    "print(f' Estimation de la frequence lente : {f_lente} \\n Esitmation de la fréquence rapide : {f_rapide}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 157,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[ 2.94277009e-02 -7.53030446e-01  3.62086915e+01 -6.66058624e-02]\n",
      "[1.0004524  2.84337318 3.40502984 0.00947134]\n"
     ]
    }
   ],
   "source": [
    "def my_sin(x, f, amplitude, phase, offset):\n",
    "    return np.sin(x * f * 2 * np.pi + phase) * amplitude + offset\n",
    "\n",
    "f0 = f_lente   \n",
    "ampl0= 1\n",
    "phase0 = 0\n",
    "offset0 = 0\n",
    "\n",
    "p0 = [f0,ampl0,phase0,offset0]\n",
    "x = np.array(data_cube['Date 2'])\n",
    "popt_l, pcov_l = curve_fit(my_sin, x , s1, p0 = p0)\n",
    "print(popt_l)\n",
    "ylent = my_sin(x,popt_l[0],popt_l[1],popt_l[2],popt_l[3])\n",
    "fl = p0[0]\n",
    "\n",
    "f0 = f_rapide  \n",
    "ampl0= 3.5\n",
    "p0 = [f0,ampl0,phase0,offset0]\n",
    "popt_r, pcov_r = curve_fit(my_sin, x , s1, p0 = p0)\n",
    "print(popt_r)\n",
    "yrapide = my_sin(x,popt_r[0],popt_r[1],popt_r[2],popt_r[3])  \n",
    "fr = p0[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 158,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7fbbaa7cce48>,\n",
       " <matplotlib.lines.Line2D at 0x7fbbaa7d46a0>]"
      ]
     },
     "execution_count": 158,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1800x1080 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(25,15))\n",
    "ax1 = fig.add_subplot(211)\n",
    "ax2 = fig.add_subplot(212)\n",
    "ax1.grid(linestyle='--', linewidth=1)\n",
    "ax2.grid(linestyle='--', linewidth=1)\n",
    "\n",
    "ax1.set(title = 'Variation concentration CO2 lente',xlabel='Période',ylabel='Concentration (ppm)')\n",
    "ax1.plot(x,ylent,x,s1)\n",
    "ax2.set(title = 'Variation concentration CO2 rapide',xlabel='Période',ylabel='Concentration (ppm)')\n",
    "ax2.plot(x,yrapide,x,s1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 159,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " Période lente 30.958333333333332\n",
      " Période rapide 0.9986559139784947\n"
     ]
    }
   ],
   "source": [
    "print(f' Période lente {1/fl}\\n Période rapide {1/fr}')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Nous avons pour la variation lente une fréquence de 0.0294 Hz et pour la variation rapide de 1.0004 Hz. Sachant que 1 Hz \n",
    "représente 1 an, nous avons un peu plus d'un an pour la variation rapide, et pour la variation lente une période d'environ 34 ans."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 160,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "34.013605442176875"
      ]
     },
     "execution_count": 160,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "1/0.0294"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 166,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>index</th>\n",
       "      <th>Yr</th>\n",
       "      <th>Mn</th>\n",
       "      <th>Date 1</th>\n",
       "      <th>Date 2</th>\n",
       "      <th>s1</th>\n",
       "      <th>s2</th>\n",
       "      <th>s3</th>\n",
       "      <th>s4</th>\n",
       "      <th>s5</th>\n",
       "      <th>s6</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>period</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>1958-03-01</th>\n",
       "      <td>2</td>\n",
       "      <td>1958</td>\n",
       "      <td>3</td>\n",
       "      <td>21259</td>\n",
       "      <td>1958.2027</td>\n",
       "      <td>315.700</td>\n",
       "      <td>314.44</td>\n",
       "      <td>316.19</td>\n",
       "      <td>314.91</td>\n",
       "      <td>315.70</td>\n",
       "      <td>314.44</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-04-01</th>\n",
       "      <td>3</td>\n",
       "      <td>1958</td>\n",
       "      <td>4</td>\n",
       "      <td>21290</td>\n",
       "      <td>1958.2877</td>\n",
       "      <td>317.450</td>\n",
       "      <td>315.16</td>\n",
       "      <td>317.30</td>\n",
       "      <td>314.99</td>\n",
       "      <td>317.45</td>\n",
       "      <td>315.16</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-05-01</th>\n",
       "      <td>4</td>\n",
       "      <td>1958</td>\n",
       "      <td>5</td>\n",
       "      <td>21320</td>\n",
       "      <td>1958.3699</td>\n",
       "      <td>317.510</td>\n",
       "      <td>314.71</td>\n",
       "      <td>317.86</td>\n",
       "      <td>315.06</td>\n",
       "      <td>317.51</td>\n",
       "      <td>314.71</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-06-01</th>\n",
       "      <td>5</td>\n",
       "      <td>1958</td>\n",
       "      <td>6</td>\n",
       "      <td>21351</td>\n",
       "      <td>1958.4548</td>\n",
       "      <td>316.685</td>\n",
       "      <td>314.95</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "      <td>317.24</td>\n",
       "      <td>315.14</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-07-01</th>\n",
       "      <td>6</td>\n",
       "      <td>1958</td>\n",
       "      <td>7</td>\n",
       "      <td>21381</td>\n",
       "      <td>1958.5370</td>\n",
       "      <td>315.860</td>\n",
       "      <td>315.19</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.22</td>\n",
       "      <td>315.86</td>\n",
       "      <td>315.19</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-08-01</th>\n",
       "      <td>7</td>\n",
       "      <td>1958</td>\n",
       "      <td>8</td>\n",
       "      <td>21412</td>\n",
       "      <td>1958.6219</td>\n",
       "      <td>314.930</td>\n",
       "      <td>316.19</td>\n",
       "      <td>314.00</td>\n",
       "      <td>315.29</td>\n",
       "      <td>314.93</td>\n",
       "      <td>316.19</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1958-09-01</th>\n",
       "      <td>8</td>\n",
       "      <td>1958</td>\n",
       "      <td>9</td>\n",
       "      <td>21443</td>\n",
       "      <td>1958.7068</td>\n",
       "      <td>313.210</td>\n",
       "      <td>316.08</td>\n",
       "      <td>312.46</td>\n",
       "      <td>315.35</td>\n",
       "      <td>313.21</td>\n",
       "      <td>316.08</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-07-01</th>\n",
       "      <td>738</td>\n",
       "      <td>2019</td>\n",
       "      <td>7</td>\n",
       "      <td>43661</td>\n",
       "      <td>2019.5370</td>\n",
       "      <td>411.850</td>\n",
       "      <td>411.03</td>\n",
       "      <td>412.36</td>\n",
       "      <td>411.57</td>\n",
       "      <td>411.85</td>\n",
       "      <td>411.03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-08-01</th>\n",
       "      <td>739</td>\n",
       "      <td>2019</td>\n",
       "      <td>8</td>\n",
       "      <td>43692</td>\n",
       "      <td>2019.6219</td>\n",
       "      <td>410.080</td>\n",
       "      <td>411.62</td>\n",
       "      <td>410.23</td>\n",
       "      <td>411.81</td>\n",
       "      <td>410.08</td>\n",
       "      <td>411.62</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-09-01</th>\n",
       "      <td>740</td>\n",
       "      <td>2019</td>\n",
       "      <td>9</td>\n",
       "      <td>43723</td>\n",
       "      <td>2019.7068</td>\n",
       "      <td>408.550</td>\n",
       "      <td>412.06</td>\n",
       "      <td>408.52</td>\n",
       "      <td>412.05</td>\n",
       "      <td>408.55</td>\n",
       "      <td>412.06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-10-01</th>\n",
       "      <td>741</td>\n",
       "      <td>2019</td>\n",
       "      <td>10</td>\n",
       "      <td>43753</td>\n",
       "      <td>2019.7890</td>\n",
       "      <td>408.430</td>\n",
       "      <td>412.07</td>\n",
       "      <td>408.67</td>\n",
       "      <td>412.29</td>\n",
       "      <td>408.43</td>\n",
       "      <td>412.07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-11-01</th>\n",
       "      <td>742</td>\n",
       "      <td>2019</td>\n",
       "      <td>11</td>\n",
       "      <td>43784</td>\n",
       "      <td>2019.8740</td>\n",
       "      <td>410.280</td>\n",
       "      <td>412.56</td>\n",
       "      <td>410.29</td>\n",
       "      <td>412.54</td>\n",
       "      <td>410.28</td>\n",
       "      <td>412.56</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2019-12-01</th>\n",
       "      <td>743</td>\n",
       "      <td>2019</td>\n",
       "      <td>12</td>\n",
       "      <td>43814</td>\n",
       "      <td>2019.9562</td>\n",
       "      <td>411.850</td>\n",
       "      <td>412.78</td>\n",
       "      <td>411.88</td>\n",
       "      <td>412.79</td>\n",
       "      <td>411.85</td>\n",
       "      <td>412.78</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2020-01-01</th>\n",
       "      <td>744</td>\n",
       "      <td>2020</td>\n",
       "      <td>1</td>\n",
       "      <td>43845</td>\n",
       "      <td>2020.0410</td>\n",
       "      <td>413.370</td>\n",
       "      <td>413.33</td>\n",
       "      <td>413.11</td>\n",
       "      <td>413.05</td>\n",
       "      <td>413.37</td>\n",
       "      <td>413.33</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>743 rows × 11 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "            index    Yr  Mn  Date 1     Date 2       s1      s2      s3  \\\n",
       "period                                                                    \n",
       "1958-03-01      2  1958   3   21259  1958.2027  315.700  314.44  316.19   \n",
       "1958-04-01      3  1958   4   21290  1958.2877  317.450  315.16  317.30   \n",
       "1958-05-01      4  1958   5   21320  1958.3699  317.510  314.71  317.86   \n",
       "1958-06-01      5  1958   6   21351  1958.4548  316.685  314.95  317.24   \n",
       "1958-07-01      6  1958   7   21381  1958.5370  315.860  315.19  315.86   \n",
       "1958-08-01      7  1958   8   21412  1958.6219  314.930  316.19  314.00   \n",
       "1958-09-01      8  1958   9   21443  1958.7068  313.210  316.08  312.46   \n",
       "...           ...   ...  ..     ...        ...      ...     ...     ...   \n",
       "2019-07-01    738  2019   7   43661  2019.5370  411.850  411.03  412.36   \n",
       "2019-08-01    739  2019   8   43692  2019.6219  410.080  411.62  410.23   \n",
       "2019-09-01    740  2019   9   43723  2019.7068  408.550  412.06  408.52   \n",
       "2019-10-01    741  2019  10   43753  2019.7890  408.430  412.07  408.67   \n",
       "2019-11-01    742  2019  11   43784  2019.8740  410.280  412.56  410.29   \n",
       "2019-12-01    743  2019  12   43814  2019.9562  411.850  412.78  411.88   \n",
       "2020-01-01    744  2020   1   43845  2020.0410  413.370  413.33  413.11   \n",
       "\n",
       "                s4      s5      s6  \n",
       "period                              \n",
       "1958-03-01  314.91  315.70  314.44  \n",
       "1958-04-01  314.99  317.45  315.16  \n",
       "1958-05-01  315.06  317.51  314.71  \n",
       "1958-06-01  315.14  317.24  315.14  \n",
       "1958-07-01  315.22  315.86  315.19  \n",
       "1958-08-01  315.29  314.93  316.19  \n",
       "1958-09-01  315.35  313.21  316.08  \n",
       "...            ...     ...     ...  \n",
       "2019-07-01  411.57  411.85  411.03  \n",
       "2019-08-01  411.81  410.08  411.62  \n",
       "2019-09-01  412.05  408.55  412.06  \n",
       "2019-10-01  412.29  408.43  412.07  \n",
       "2019-11-01  412.54  410.28  412.56  \n",
       "2019-12-01  412.79  411.85  412.78  \n",
       "2020-01-01  413.05  413.37  413.33  \n",
       "\n",
       "[743 rows x 11 columns]"
      ]
     },
     "execution_count": 166,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df1 = pd.crosstab(df['Yr'],df['Mn'],values=df['s1'],aggfunc=pd.Series)\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 162,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>Mn</th>\n",
       "      <th>1</th>\n",
       "      <th>2</th>\n",
       "      <th>3</th>\n",
       "      <th>4</th>\n",
       "      <th>5</th>\n",
       "      <th>6</th>\n",
       "      <th>7</th>\n",
       "      <th>8</th>\n",
       "      <th>9</th>\n",
       "      <th>10</th>\n",
       "      <th>11</th>\n",
       "      <th>12</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>62.000000</td>\n",
       "      <td>61.000000</td>\n",
       "      <td>62.000000</td>\n",
       "      <td>62.000000</td>\n",
       "      <td>62.000000</td>\n",
       "      <td>62.000000</td>\n",
       "      <td>62.000000</td>\n",
       "      <td>62.000000</td>\n",
       "      <td>62.000000</td>\n",
       "      <td>62.000000</td>\n",
       "      <td>62.000000</td>\n",
       "      <td>62.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>355.559355</td>\n",
       "      <td>355.379385</td>\n",
       "      <td>355.538306</td>\n",
       "      <td>356.892702</td>\n",
       "      <td>357.509355</td>\n",
       "      <td>356.915887</td>\n",
       "      <td>355.428871</td>\n",
       "      <td>353.441129</td>\n",
       "      <td>351.778871</td>\n",
       "      <td>351.789194</td>\n",
       "      <td>353.175645</td>\n",
       "      <td>354.473387</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>28.938877</td>\n",
       "      <td>28.204916</td>\n",
       "      <td>28.422049</td>\n",
       "      <td>28.583698</td>\n",
       "      <td>28.657777</td>\n",
       "      <td>28.575947</td>\n",
       "      <td>28.395757</td>\n",
       "      <td>28.315031</td>\n",
       "      <td>28.340139</td>\n",
       "      <td>28.489200</td>\n",
       "      <td>28.700183</td>\n",
       "      <td>28.819885</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>315.580000</td>\n",
       "      <td>316.490000</td>\n",
       "      <td>315.700000</td>\n",
       "      <td>317.450000</td>\n",
       "      <td>317.510000</td>\n",
       "      <td>316.685000</td>\n",
       "      <td>315.860000</td>\n",
       "      <td>314.800000</td>\n",
       "      <td>313.210000</td>\n",
       "      <td>313.270000</td>\n",
       "      <td>313.330000</td>\n",
       "      <td>314.670000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>329.612500</td>\n",
       "      <td>330.710000</td>\n",
       "      <td>330.595000</td>\n",
       "      <td>331.787500</td>\n",
       "      <td>332.632500</td>\n",
       "      <td>332.115000</td>\n",
       "      <td>330.947500</td>\n",
       "      <td>329.330000</td>\n",
       "      <td>327.450000</td>\n",
       "      <td>327.227500</td>\n",
       "      <td>328.235000</td>\n",
       "      <td>328.872500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>353.210000</td>\n",
       "      <td>353.070000</td>\n",
       "      <td>352.950000</td>\n",
       "      <td>354.505000</td>\n",
       "      <td>354.945000</td>\n",
       "      <td>354.460000</td>\n",
       "      <td>353.140000</td>\n",
       "      <td>351.050000</td>\n",
       "      <td>349.270000</td>\n",
       "      <td>349.435000</td>\n",
       "      <td>350.685000</td>\n",
       "      <td>351.930000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>377.952500</td>\n",
       "      <td>377.370000</td>\n",
       "      <td>377.820000</td>\n",
       "      <td>379.787500</td>\n",
       "      <td>380.052500</td>\n",
       "      <td>379.195000</td>\n",
       "      <td>377.470000</td>\n",
       "      <td>375.492500</td>\n",
       "      <td>373.782500</td>\n",
       "      <td>373.915000</td>\n",
       "      <td>375.467500</td>\n",
       "      <td>377.002500</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>413.370000</td>\n",
       "      <td>411.660000</td>\n",
       "      <td>412.000000</td>\n",
       "      <td>413.520000</td>\n",
       "      <td>414.830000</td>\n",
       "      <td>413.960000</td>\n",
       "      <td>411.850000</td>\n",
       "      <td>410.080000</td>\n",
       "      <td>408.550000</td>\n",
       "      <td>408.430000</td>\n",
       "      <td>410.280000</td>\n",
       "      <td>411.850000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "Mn             1           2           3           4           5           6   \\\n",
       "count   62.000000   61.000000   62.000000   62.000000   62.000000   62.000000   \n",
       "mean   355.559355  355.379385  355.538306  356.892702  357.509355  356.915887   \n",
       "std     28.938877   28.204916   28.422049   28.583698   28.657777   28.575947   \n",
       "min    315.580000  316.490000  315.700000  317.450000  317.510000  316.685000   \n",
       "25%    329.612500  330.710000  330.595000  331.787500  332.632500  332.115000   \n",
       "50%    353.210000  353.070000  352.950000  354.505000  354.945000  354.460000   \n",
       "75%    377.952500  377.370000  377.820000  379.787500  380.052500  379.195000   \n",
       "max    413.370000  411.660000  412.000000  413.520000  414.830000  413.960000   \n",
       "\n",
       "Mn             7           8           9           10          11          12  \n",
       "count   62.000000   62.000000   62.000000   62.000000   62.000000   62.000000  \n",
       "mean   355.428871  353.441129  351.778871  351.789194  353.175645  354.473387  \n",
       "std     28.395757   28.315031   28.340139   28.489200   28.700183   28.819885  \n",
       "min    315.860000  314.800000  313.210000  313.270000  313.330000  314.670000  \n",
       "25%    330.947500  329.330000  327.450000  327.227500  328.235000  328.872500  \n",
       "50%    353.140000  351.050000  349.270000  349.435000  350.685000  351.930000  \n",
       "75%    377.470000  375.492500  373.782500  373.915000  375.467500  377.002500  \n",
       "max    411.850000  410.080000  408.550000  408.430000  410.280000  411.850000  "
      ]
     },
     "execution_count": 162,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df1.describe()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 163,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>Mn</th>\n",
       "      <th>1</th>\n",
       "      <th>2</th>\n",
       "      <th>3</th>\n",
       "      <th>4</th>\n",
       "      <th>5</th>\n",
       "      <th>6</th>\n",
       "      <th>7</th>\n",
       "      <th>8</th>\n",
       "      <th>9</th>\n",
       "      <th>10</th>\n",
       "      <th>11</th>\n",
       "      <th>12</th>\n",
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       "    <tr>\n",
       "      <th>Yr</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
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       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
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       "      <th></th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1958</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0.2027</td>\n",
       "      <td>0.2877</td>\n",
       "      <td>0.3699</td>\n",
       "      <td>0.4548</td>\n",
       "      <td>0.5370</td>\n",
       "      <td>0.6219</td>\n",
       "      <td>0.7068</td>\n",
       "      <td>0.7890</td>\n",
       "      <td>0.8740</td>\n",
       "      <td>0.9562</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1959</th>\n",
       "      <td>0.0411</td>\n",
       "      <td>0.1260</td>\n",
       "      <td>0.2027</td>\n",
       "      <td>0.2877</td>\n",
       "      <td>0.3699</td>\n",
       "      <td>0.4548</td>\n",
       "      <td>0.5370</td>\n",
       "      <td>0.6219</td>\n",
       "      <td>0.7068</td>\n",
       "      <td>0.7890</td>\n",
       "      <td>0.8740</td>\n",
       "      <td>0.9562</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1960</th>\n",
       "      <td>0.0410</td>\n",
       "      <td>0.1257</td>\n",
       "      <td>0.2049</td>\n",
       "      <td>0.2896</td>\n",
       "      <td>0.3716</td>\n",
       "      <td>0.4563</td>\n",
       "      <td>0.5383</td>\n",
       "      <td>0.6230</td>\n",
       "      <td>0.7077</td>\n",
       "      <td>0.7896</td>\n",
       "      <td>0.8743</td>\n",
       "      <td>0.9563</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1961</th>\n",
       "      <td>0.0411</td>\n",
       "      <td>0.1260</td>\n",
       "      <td>0.2027</td>\n",
       "      <td>0.2877</td>\n",
       "      <td>0.3699</td>\n",
       "      <td>0.4548</td>\n",
       "      <td>0.5370</td>\n",
       "      <td>0.6219</td>\n",
       "      <td>0.7068</td>\n",
       "      <td>0.7890</td>\n",
       "      <td>0.8740</td>\n",
       "      <td>0.9562</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1962</th>\n",
       "      <td>0.0411</td>\n",
       "      <td>0.1260</td>\n",
       "      <td>0.2027</td>\n",
       "      <td>0.2877</td>\n",
       "      <td>0.3699</td>\n",
       "      <td>0.4548</td>\n",
       "      <td>0.5370</td>\n",
       "      <td>0.6219</td>\n",
       "      <td>0.7068</td>\n",
       "      <td>0.7890</td>\n",
       "      <td>0.8740</td>\n",
       "      <td>0.9562</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "Mn        1       2       3       4       5       6       7       8       9   \\\n",
       "Yr                                                                             \n",
       "1958     NaN     NaN  0.2027  0.2877  0.3699  0.4548  0.5370  0.6219  0.7068   \n",
       "1959  0.0411  0.1260  0.2027  0.2877  0.3699  0.4548  0.5370  0.6219  0.7068   \n",
       "1960  0.0410  0.1257  0.2049  0.2896  0.3716  0.4563  0.5383  0.6230  0.7077   \n",
       "1961  0.0411  0.1260  0.2027  0.2877  0.3699  0.4548  0.5370  0.6219  0.7068   \n",
       "1962  0.0411  0.1260  0.2027  0.2877  0.3699  0.4548  0.5370  0.6219  0.7068   \n",
       "\n",
       "Mn        10      11      12  \n",
       "Yr                            \n",
       "1958  0.7890  0.8740  0.9562  \n",
       "1959  0.7890  0.8740  0.9562  \n",
       "1960  0.7896  0.8743  0.9563  \n",
       "1961  0.7890  0.8740  0.9562  \n",
       "1962  0.7890  0.8740  0.9562  "
      ]
     },
     "execution_count": 163,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "m = df['Date 2'] - df['Yr']\n",
    "df2 = pd.crosstab(df['Yr'],df['Mn'],values= m,aggfunc=pd.Series)\n",
    "df2.head(5)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "On observe pour certaine année un pas différent à partir du mois de février cela est du aux années bissextiles. Dans l'intervalle d'extrapolation, nous avons l'année 2020 et 2024 en année bissextile."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Nous créons une nouvelle DataFrame pour l'interpolation, elle ne contient que les colonnes nécessaire à l'extrapolation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": 164,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.1246"
      ]
     },
     "execution_count": 164,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "0.0416+0.083"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 165,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>index</th>\n",
       "      <th>Yr</th>\n",
       "      <th>Mn</th>\n",
       "      <th>Date 1</th>\n",
       "      <th>Date 2</th>\n",
       "      <th>s1</th>\n",
       "      <th>s2</th>\n",
       "      <th>s3</th>\n",
       "      <th>s4</th>\n",
       "      <th>s5</th>\n",
       "      <th>s6</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>period</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>2020-01-01</th>\n",
       "      <td>744</td>\n",
       "      <td>2020</td>\n",
       "      <td>1</td>\n",
       "      <td>43845</td>\n",
       "      <td>2020.041</td>\n",
       "      <td>413.37</td>\n",
       "      <td>413.33</td>\n",
       "      <td>413.11</td>\n",
       "      <td>413.05</td>\n",
       "      <td>413.37</td>\n",
       "      <td>413.33</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            index    Yr  Mn  Date 1    Date 2      s1      s2      s3      s4  \\\n",
       "period                                                                          \n",
       "2020-01-01    744  2020   1   43845  2020.041  413.37  413.33  413.11  413.05   \n",
       "\n",
       "                s5      s6  \n",
       "period                      \n",
       "2020-01-01  413.37  413.33  "
      ]
     },
     "execution_count": 165,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df[-1:]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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