VI_timelaps_graph.ipynb

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            "_view_name": "LayoutView",
            "grid_template_rows": null,
            "right": null,
            "justify_content": null,
            "_view_module": "@jupyter-widgets/base",
            "overflow": null,
            "_model_module_version": "1.2.0",
            "_view_count": null,
            "flex_flow": null,
            "width": null,
            "min_width": null,
            "border": null,
            "align_items": null,
            "bottom": null,
            "_model_module": "@jupyter-widgets/base",
            "top": null,
            "grid_column": null,
            "overflow_y": null,
            "overflow_x": null,
            "grid_auto_flow": null,
            "grid_area": null,
            "grid_template_columns": null,
            "flex": null,
            "_model_name": "LayoutModel",
            "justify_items": null,
            "grid_row": null,
            "max_height": null,
            "align_content": null,
            "visibility": null,
            "align_self": null,
            "height": null,
            "min_height": null,
            "padding": null,
            "grid_auto_rows": null,
            "grid_gap": null,
            "max_width": null,
            "order": null,
            "_view_module_version": "1.2.0",
            "grid_template_areas": null,
            "object_position": null,
            "object_fit": null,
            "grid_auto_columns": null,
            "margin": null,
            "display": null,
            "left": null
          }
        }
      }
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "kOXWgoVTVUe4"
      },
      "source": [
        "This Notebook contains NDVI and EVI maps using geemap, timelapse for vegitaion index, time series graphs of EVI and NDVI for Maharashtra state and widgets for taking user inputs"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "BRQsQ9ch-Vgg",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "2e63a390-14e5-4a97-997d-2339248db06c"
      },
      "source": [
        "!pip install geemap"
      ],
      "execution_count": 114,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: geemap in /usr/local/lib/python3.7/dist-packages (0.9.4)\n",
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            "Requirement already satisfied: pandocfilters>=1.4.1 in /usr/local/lib/python3.7/dist-packages (from nbconvert->jupyter-server~=1.4->jupyterlab>=3->geemap) (1.5.0)\n",
            "Requirement already satisfied: mistune<2,>=0.8.1 in /usr/local/lib/python3.7/dist-packages (from nbconvert->jupyter-server~=1.4->jupyterlab>=3->geemap) (0.8.4)\n",
            "Requirement already satisfied: defusedxml in /usr/local/lib/python3.7/dist-packages (from nbconvert->jupyter-server~=1.4->jupyterlab>=3->geemap) (0.7.1)\n",
            "Requirement already satisfied: nbclient<0.6.0,>=0.5.0 in /usr/local/lib/python3.7/dist-packages (from nbconvert->jupyter-server~=1.4->jupyterlab>=3->geemap) (0.5.8)\n",
            "Requirement already satisfied: jupyterlab-pygments in /usr/local/lib/python3.7/dist-packages (from nbconvert->jupyter-server~=1.4->jupyterlab>=3->geemap) (0.1.2)\n",
            "Requirement already satisfied: testpath in /usr/local/lib/python3.7/dist-packages (from nbconvert->jupyter-server~=1.4->jupyterlab>=3->geemap) (0.5.0)\n",
            "Requirement already satisfied: nest-asyncio in /usr/local/lib/python3.7/dist-packages (from nbclient<0.6.0,>=0.5.0->nbconvert->jupyter-server~=1.4->jupyterlab>=3->geemap) (1.5.1)\n",
            "Requirement already satisfied: webencodings in /usr/local/lib/python3.7/dist-packages (from bleach->nbconvert->jupyter-server~=1.4->jupyterlab>=3->geemap) (0.5.1)\n",
            "Requirement already satisfied: pyyaml in /usr/local/lib/python3.7/dist-packages (from owslib->geemap) (3.13)\n",
            "Requirement already satisfied: pyproj>=2 in /usr/local/lib/python3.7/dist-packages (from owslib->geemap) (3.2.1)\n",
            "Requirement already satisfied: plotly in /usr/local/lib/python3.7/dist-packages (from sankee->geemap) (4.4.1)\n",
            "Requirement already satisfied: retrying>=1.3.3 in /usr/local/lib/python3.7/dist-packages (from plotly->sankee->geemap) (1.3.3)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "2_pAqaHw-XRZ"
      },
      "source": [
        "import ee\n",
        "# Trigger the authentication flow.\n",
        "ee.Authenticate()\n",
        "\n",
        "# Initialize the library.\n",
        "ee.Initialize()"
      ],
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "wCuPN-5mZHM5",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 49,
          "referenced_widgets": [
            "148b9a6d5c6d44f8a6584a7731533ef3",
            "f9ab4a78b66745d3881eff92b71a66bc",
            "ab2076a6ce2041e98f80216d04b17df8",
            "fca51870c9904e4599a437686be1ce7f",
            "e0692853fe9048e09dbc5ab2aa614f3a",
            "fe35d1209a5e4fd1802c87d9b7a069d5",
            "b7683026453941c38100497fe3d1c6e6",
            "943305698b394aea9339d4190a887938"
          ]
        },
        "outputId": "73cb687c-1d0e-49a8-8d22-e0bf2b48b0c6"
      },
      "source": [
        "import ipywidgets as widgets\n",
        "style = {'description_width': 'initial'}\n",
        "\n",
        "year = widgets.IntSlider(description='Start Year:', value=2013, min=2013, max=2021, style=style)\n",
        "month = widgets.IntSlider(description='Start Month:', value=5, min=1, max=12, style=style)\n",
        "hbox = widgets.HBox([year, month])\n",
        "hbox"
      ],
      "execution_count": 116,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "148b9a6d5c6d44f8a6584a7731533ef3",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "HBox(children=(IntSlider(value=2013, description='Start Year:', max=2021, min=2013, style=SliderStyle(descript…"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/e680a8b83b2ea152/manager.min.js"
                }
              }
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "K-Fbfv9jZrEJ",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 49,
          "referenced_widgets": [
            "dca034f080bb4d5db37e348310e6d129",
            "9852a17e66fd48619fd4b5665d03914c",
            "226319df1820473c890c1a3ab9f3305a",
            "e07f0580132e46beb18e0501ffa130ba",
            "1f286ccd2136421ba3de740cfb7491b2",
            "fe5e6a6b7cb449feb3159d7f7481559f"
          ]
        },
        "outputId": "b0ffc62e-4de3-4cbe-d6db-e16344627ba7"
      },
      "source": [
        "add_layer = widgets.Button(\n",
        "    description='Add Layer',\n",
        "    button_style='primary',\n",
        "    tooltip='Click to add layer',\n",
        "    style=style\n",
        ")\n",
        "\n",
        "output1 = widgets.Output()\n",
        "\n",
        "hbox2 = widgets.HBox([add_layer])\n",
        "hbox2"
      ],
      "execution_count": 117,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "dca034f080bb4d5db37e348310e6d129",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "HBox(children=(Button(button_style='primary', description='Add Layer', style=ButtonStyle(), tooltip='Click to …"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/e680a8b83b2ea152/manager.min.js"
                }
              }
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "tiNX2OuIaUbN",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 621,
          "referenced_widgets": [
            "7cfac5d0368f45db9575f67556f29f06",
            "e99c6805d9e44a1694c04c72be1ae0cb",
            "a28e7c88ed994ef895c8c8d16ee08a85",
            "f8feb03ab5db45938ce1a735820b5c1c",
            "a9d832f286b043d3b4cfc3d98374b773",
            "fb506e1fea78404a9e53aaa4ce8b21a9",
            "fe0a5426aa8146ba8a27cebd9b4f7b33",
            "d6caf17cfbdf49e78e6e9169c42967c9",
            "feb8b8e529aa4ff5bb8a091b66821e38",
            "953a9226dada4523831fee94050aeeb3",
            "a8e0f5f1273442e49211ae4a80970fbb",
            "01fc5f952c1d453f94b12d45ef9651d0",
            "a7023126b8274d078457d0148f2494c8",
            "5c957730fc604bb69d33fec69f38fa9d",
            "5f90e1b05d7d483ca04f6cf473aa8411",
            "b03e9b5c5e494be282c04eda600663b7",
            "be11e498417c449882e74fa782b54276",
            "0c64a267d3d0441eab511cadd95c462e",
            "e55288bb8c964275b6b03fbbbfffc882",
            "c6e3c85704284afb811403a0094905c8",
            "d53ef68035684eadb0fb7640ca271b9d",
            "29072ba668484a10a060d9111d008a7f",
            "bb060fd204db43dd9266498642f41d24",
            "7e92f40ebf734ffb96f65f8620f59e8b",
            "4c3eb19ae13147508189887ddce73963",
            "bc7add31fd0543219880dd56b629fffe",
            "a2fc65a28877401aa6eaf9b1822637bf"
          ]
        },
        "outputId": "d4199a2f-f57c-415b-c6d4-8ae75e5b5a41"
      },
      "source": [
        "import geemap\n",
        "\n",
        "map = geemap.Map(center=[40,-100], zoom=4)\n",
        "\n",
        "def submit_check(b):\n",
        "    \n",
        "    with output1:\n",
        "        output1.clear_output()\n",
        "            \n",
        "        start_date = str(year.value)+ '-' + str(month.value).zfill(2) + '-01'\n",
        "        end_date = str(year.value)+ '-' + str(month.value).zfill(2) + '-30'\n",
        "        \n",
        "        print('Computing...')\n",
        "        image = ee.ImageCollection('LANDSAT/LC08/C01/T1_SR').filterDate(start_date, end_date).min()\n",
        "        nir = image.select('B5')\n",
        "        red = image.select('B4')\n",
        "        ndvi = nir.subtract(red).divide(nir.add(red)).rename('NDVI')\n",
        "        ndviParams = {'min': -1, 'max': 1, 'palette': ['blue', 'white', 'green']}\n",
        "        evi = image.expression(\n",
        "            '2.5 * ((NIR - RED) / (NIR + 6 * RED - 7.5 * BLUE + 1))', {\n",
        "            'NIR': image.select('B5'),\n",
        "            'RED': image.select('B4'),\n",
        "            'BLUE': image.select('B2')\n",
        "        })\n",
        "        eviParams = {'min': -1, 'max': 1, 'palette': ['blue', 'white', 'green']}\n",
        "        map.addLayer(ndvi, ndviParams, 'NDVI image')\n",
        "        map.addLayer(evi, eviParams, 'EVI image')\n",
        "        print(type(map))\n",
        "\n",
        "add_layer.on_click(submit_check)\n",
        "map"
      ],
      "execution_count": 118,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "7cfac5d0368f45db9575f67556f29f06",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "Map(center=[40, -100], controls=(WidgetControl(options=['position', 'transparent_bg'], widget=HBox(children=(T…"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/e680a8b83b2ea152/manager.min.js"
                }
              }
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nq-9I7U6qMOs",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 52,
          "referenced_widgets": [
            "2707e8507d884a37ad2525d4f8fe67e3",
            "fe5e6a6b7cb449feb3159d7f7481559f"
          ]
        },
        "outputId": "c1f62ecf-ac96-434c-a416-5919ace5a782"
      },
      "source": [
        "output1"
      ],
      "execution_count": 119,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "2707e8507d884a37ad2525d4f8fe67e3",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "Output()"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/e680a8b83b2ea152/manager.min.js"
                }
              }
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ClWzjwJtbgkv"
      },
      "source": [
        "# output1\n",
        "# image = ee.ImageCollection('LANDSAT/LC08/C01/T1_SR').filterDate('2021-10-01', '2021-10-31').min()"
      ],
      "execution_count": 120,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "LlFAND3A-bHj"
      },
      "source": [
        "# nir = image.select('B5')\n",
        "# red = image.select('B4')\n",
        "\n",
        "# ndvi = nir.subtract(red).divide(nir.add(red)).rename('NDVI')\n",
        "\n",
        "# ndviParams = {'min': -1, 'max': 1, 'palette': ['blue', 'white', 'green']}"
      ],
      "execution_count": 121,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "qfqP9Lh--bnx"
      },
      "source": [
        "# evi = image.expression(\n",
        "#     '2.5 * ((NIR - RED) / (NIR + 6 * RED - 7.5 * BLUE + 1))', {\n",
        "#       'NIR': image.select('B5'),\n",
        "#       'RED': image.select('B4'),\n",
        "#       'BLUE': image.select('B2')\n",
        "# })\n",
        "# eviParams = {'min': -1, 'max': 1, 'palette': ['blue', 'white', 'green']}"
      ],
      "execution_count": 122,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ixsVvAQK-dXH"
      },
      "source": [
        "# import geemap\n",
        "\n",
        "# map = geemap.Map(center=[40,-100], zoom=4)\n",
        "# map.addLayer(ndvi, ndviParams, 'NDVI image')\n",
        "# map.addLayer(evi, eviParams, 'EVI image')\n",
        "# map.set_plot_options(plot_type='bar', add_marker_cluster=True)\n",
        "# map"
      ],
      "execution_count": 123,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 49,
          "referenced_widgets": [
            "1f555eb4a37b43acb2de990ab08b349f",
            "62fb6dfb702e42bdb11d210531c41de1",
            "c44fe50c1f6944e0800bd7e78e4e601c",
            "9846d95acfd341da96d67697f36fb293",
            "1fad800dc9fe4a7fb8472c7c9efc330d",
            "a77f1156c19740bf8c67164973369624",
            "2b3b0af64bef499e9799e0efedf6bc4d",
            "451141ee1e4c4ab5b9867cbf83b31b7f",
            "566eae4567cb49d3938eba04bda34dd7",
            "265d18b1b63e4e51826faa0ca5208446",
            "2b941bc7c0d14c42819462363148eb98",
            "4efd75cf9d5c41d79ccebd948b1bc166",
            "ef7210e2df4b416aa279259ee39cb51c",
            "290e72a4622244449d638e1d44564cf1",
            "276af08693c14220892e4d22dd25abba",
            "6fea9e5dc0244950898704816c8db30c",
            "293cd0566a984529b29fb010312dae05"
          ]
        },
        "id": "HdhfLq61-gB3",
        "outputId": "22f2b6c5-f8eb-4dc3-9815-e54a15408b16"
      },
      "source": [
        "start_year = widgets.IntSlider(description='Start Year:', value=1984, min=1984, max=2020, style=style)\n",
        "end_year = widgets.IntSlider(description='End Year:', value=2020, min=1984, max=2020, style=style)\n",
        "start_month = widgets.IntSlider(description='Start Month:', value=5, min=1, max=12, style=style)\n",
        "end_month = widgets.IntSlider(description='End Month:', value=10, min=1, max=12, style=style)\n",
        "dropdown = widgets.Dropdown(\n",
        "    options=['NDVI', 'EVI'],\n",
        "    value='NDVI',\n",
        "    description='Index:'\n",
        ")\n",
        "hbox3 = widgets.HBox([start_year, end_year, start_month, end_month, dropdown])\n",
        "hbox3"
      ],
      "execution_count": 124,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "1f555eb4a37b43acb2de990ab08b349f",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "HBox(children=(IntSlider(value=1984, description='Start Year:', max=2020, min=1984, style=SliderStyle(descript…"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/e680a8b83b2ea152/manager.min.js"
                }
              }
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 49,
          "referenced_widgets": [
            "556a80ca5fef460596b8a5131572691e",
            "e9055b79cdd443be9f37b840ecd58c4c",
            "2c6bee62eccf4dc79997de0dfcf3915d",
            "29c599a3f99e4118910f6f40ed0b3fe4",
            "9de1525cd8394fff9d96d8a04434595c",
            "6680a80cd5074d8a8de6944f6b43b85f",
            "ddd43f83867e431b8185a882a0ff5202",
            "57b0889113b44479aa80fd624090e6b7"
          ]
        },
        "id": "y3ZiISHk-iZn",
        "outputId": "beb252a0-be09-4144-9a7a-8ea3aadc5c08"
      },
      "source": [
        "create_gif = widgets.Button(\n",
        "    description='Create timelapse',\n",
        "    button_style='primary',\n",
        "    tooltip='Click to create timelapse',\n",
        "    style=style\n",
        ")\n",
        "\n",
        "download_gif = widgets.Button(\n",
        "    description='Download GIF',\n",
        "    button_style='primary',\n",
        "    tooltip='Click to download timelapse',\n",
        "    disabled=False,\n",
        "    style=style\n",
        ")\n",
        "\n",
        "output = widgets.Output()\n",
        "\n",
        "hbox5 = widgets.HBox([create_gif])\n",
        "hbox5"
      ],
      "execution_count": 125,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "556a80ca5fef460596b8a5131572691e",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "HBox(children=(Button(button_style='primary', description='Create timelapse', style=ButtonStyle(), tooltip='Cl…"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/e680a8b83b2ea152/manager.min.js"
                }
              }
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "l9tXlKnj-kuL"
      },
      "source": [
        "def submit_clicked(b):\n",
        "    \n",
        "    with output:\n",
        "        output.clear_output()\n",
        "        if start_year.value > end_year.value:\n",
        "            print('The end year must be great than the start year.')\n",
        "            return\n",
        "        if start_month.value > end_month.value:\n",
        "            print('The end month must be great than the start month.')\n",
        "            return        \n",
        "        if start_year.value == end_year.value:\n",
        "            add_progress_bar = False\n",
        "        else:\n",
        "            add_progress_bar = True\n",
        "            \n",
        "        start_date = str(start_month.value).zfill(2) + '-01'\n",
        "        end_date = str(end_month.value).zfill(2) + '-30'\n",
        "        \n",
        "        print('Computing...')\n",
        "        if dropdown.value=='NDVI':\n",
        "          label=\"Timelapse for NDVI\"\n",
        "          map.add_landsat_ts_gif(label= label, bands=['Blue', 'NIR', 'Red'], nd_bands=['NIR', 'Red'], nd_palette=['blue', 'white', 'green'], nd_threshold=0.3, start_year=start_year.value, end_year=end_year.value,start_date=start_date, end_date=end_date,add_progress_bar= add_progress_bar, frames_per_second=5)\n",
        "        # else:\n",
        "        #   label=\"Timelapse for EVI\"\n",
        "        #   map.add_landsat_ts_gif(label= label, bands=['Blue', 'NIR', 'Red'], nd_bands=['Blue','NIR', 'Red'], nd_palette=['blue', 'white', 'green'], nd_threshold=0.3, start_year=start_year.value, end_year=end_year.value,start_date=start_date, end_date=end_date,add_progress_bar= add_progress_bar, frames_per_second=5)\n",
        "\n",
        "\n",
        "create_gif.on_click(submit_clicked)"
      ],
      "execution_count": 126,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 17,
          "referenced_widgets": [
            "77f642b43ed946de985b60c8b38bfe44",
            "57b0889113b44479aa80fd624090e6b7"
          ]
        },
        "id": "LZYxdYa6-nej",
        "outputId": "c1ef4ece-5a16-4208-fa79-648907586f94"
      },
      "source": [
        "output"
      ],
      "execution_count": 127,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "77f642b43ed946de985b60c8b38bfe44",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "Output()"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/e680a8b83b2ea152/manager.min.js"
                }
              }
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "S7qlNnir3MYX",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "494ed660-301a-4fcb-8b62-dc3ef95001cf"
      },
      "source": [
        "!pip install proplot\n",
        "!pip install ipygee"
      ],
      "execution_count": 128,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Requirement already satisfied: proplot in /usr/local/lib/python3.7/dist-packages (0.9.5)\n",
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            "Requirement already satisfied: notebook>=4.4.1 in /usr/local/lib/python3.7/dist-packages (from widgetsnbextension~=3.5.0->ipywidgets<8,>=7.6.0->ipyleaflet>=0.10.2->ipygee) (5.3.1)\n",
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            "Requirement already satisfied: testpath in /usr/local/lib/python3.7/dist-packages (from nbconvert->notebook>=4.4.1->widgetsnbextension~=3.5.0->ipywidgets<8,>=7.6.0->ipyleaflet>=0.10.2->ipygee) (0.5.0)\n",
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            "Requirement already satisfied: bleach in /usr/local/lib/python3.7/dist-packages (from nbconvert->notebook>=4.4.1->widgetsnbextension~=3.5.0->ipywidgets<8,>=7.6.0->ipyleaflet>=0.10.2->ipygee) (4.1.0)\n",
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            "Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.7/dist-packages (from requests->geetools->ipygee) (2021.10.8)\n",
            "Requirement already satisfied: urllib3!=1.25.0,!=1.25.1,<1.26,>=1.21.1 in /usr/local/lib/python3.7/dist-packages (from requests->geetools->ipygee) (1.24.3)\n",
            "Requirement already satisfied: idna<3,>=2.5 in /usr/local/lib/python3.7/dist-packages (from requests->geetools->ipygee) (2.10)\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "IjDJAx8X7Mg3"
      },
      "source": [
        "import numpy as np # yes, numpy!\n",
        "import pandas as pd # yes, pandas!\n",
        "import proplot as plot \n",
        "import matplotlib.pyplot as plt\n",
        "from ipygee import chart\n",
        "from pandas.plotting import register_matplotlib_converters"
      ],
      "execution_count": 129,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "t7r45-of7hDz"
      },
      "source": [
        "admin2 = ee.FeatureCollection(\"FAO/GAUL_SIMPLIFIED_500m/2015/level2\")\n",
        "Maharashtra = admin2.filter(ee.Filter.eq('ADM1_NAME', 'Maharashtra'))"
      ],
      "execution_count": 130,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "xuiNs1-1BItD"
      },
      "source": [
        "modis = ee.ImageCollection('MODIS/006/MOD13Q1')\n",
        "modis = modis.filterDate(ee.DateRange('2016-01-01','2019-12-01'))\n",
        "\n",
        "evi = modis.select('EVI')\n",
        "ndvi = modis.select('NDVI')"
      ],
      "execution_count": 131,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "SkhiwibnBNdl"
      },
      "source": [
        "def scale_factor(image):\n",
        "  return image.multiply(0.0001).copyProperties(image, ['system:time_start'])\n",
        "# scale factor for the MODIS MOD13Q1 product\n",
        "\n",
        "# mapping function to multiply by the scale factor\n",
        "scaled_evi = evi.map(scale_factor)\n",
        "scaled_ndvi = ndvi.map(scale_factor)\n"
      ],
      "execution_count": 132,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 559,
          "referenced_widgets": [
            "f5efef84b9fc45e288ef30a16649a72d",
            "90f7c8ff8a6849228f0751000e9fe518",
            "5424f026e2de4c1095316c3061c18302"
          ]
        },
        "id": "J4N7lY2_BiZL",
        "outputId": "6e7d6b15-5195-4ab0-f0dc-dd0c43f610ac"
      },
      "source": [
        "m_ndvi = chart.Image.series(**{'imageCollection': scaled_ndvi,\n",
        "                                   'region': Maharashtra,\n",
        "                                   'reducer': ee.Reducer.mean(),\n",
        "                                   'scale': 1000,\n",
        "                                   'xProperty': 'system:time_start'})\n",
        "m_ndvi.renderWidget(width='50%')"
      ],
      "execution_count": 133,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "f5efef84b9fc45e288ef30a16649a72d",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "HTML(value='<embed src=data:image/svg+xml;charset=utf-8;base64,PD94bWwgdmVyc2lvbj0nMS4wJyBlbmNvZGluZz0ndXRmLTg…"
            ]
          },
          "metadata": {
            "application/vnd.jupyter.widget-view+json": {
              "colab": {
                "custom_widget_manager": {
                  "url": "https://ssl.gstatic.com/colaboratory-static/widgets/colab-cdn-widget-manager/e680a8b83b2ea152/manager.min.js"
                }
              }
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 317
        },
        "id": "TtcmJ6DpDBTp",
        "outputId": "4854fc87-ee18-446c-da90-0f6460407889"
      },
      "source": [
        "fig, ax = plot.subplots(figsize=(7, 3), tight=True)\n",
        "ax.plot(m_ndvi.dataframe.index, m_ndvi.dataframe['NDVI'],\n",
        "        color='forest green', marker='o')\n",
        "plot.show()"
      ],
      "execution_count": 134,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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            "text/plain": [
              "Figure(nrows=1, ncols=1, figwidth=7.0, figheight=3.0)"
            ]
          },
          "metadata": {
            "image/png": {
              "width": 700,
              "height": 300
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ilCxLJqUI4os"
      },
      "source": [
        "m_evi = chart.Image.series(**{'imageCollection': scaled_evi,\n",
        "                                   'region': Maharashtra,\n",
        "                                   'reducer': ee.Reducer.mean(),\n",
        "                                   'scale': 1000,\n",
        "                                   'xProperty': 'system:time_start'})"
      ],
      "execution_count": 135,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "1mkhm7FFIQP7"
      },
      "source": [
        "# monthly averaging\n",
        "m_evi_monthly = m_evi.dataframe.groupby(pd.Grouper(freq=\"M\")).mean()\n",
        "m_ndvi_monthly = m_ndvi.dataframe.groupby(pd.Grouper(freq=\"M\")).mean()"
      ],
      "execution_count": 136,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 417
        },
        "id": "5bphMynWIfAK",
        "outputId": "0e378823-2e21-40e8-a115-2ec79588aaa5"
      },
      "source": [
        "# time index\n",
        "time = m_evi_monthly.index\n",
        "# plot\n",
        "fig, ax1 = plt.subplots(figsize=(10, 4))\n",
        "ax2 = ax1.twinx()\n",
        "# EVI\n",
        "ax1.plot(time, m_evi_monthly, label='EVI',\n",
        "         color='brown', marker='+')\n",
        "# NDVI\n",
        "ax2.plot(time, m_ndvi_monthly, label='NDVI',\n",
        "         color='forest green', marker='o')\n",
        "ax1.set_xlabel('Time')\n",
        "ax1.set_ylabel('EVI')\n",
        "ax2.set_ylabel('NDVI')\n",
        "ax1.set_yticks(np.arange(0.0, 1.1, 0.1))\n",
        "ax2.set_yticks(np.arange(0.0, 1.1, 0.1))\n",
        "plt.legend()\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "execution_count": 137,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
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            "text/plain": [
              "<Figure size 1000x400 with 2 Axes>"
            ]
          },
          "metadata": {
            "image/png": {
              "width": 1000,
              "height": 400
            }
          }
        }
      ]
    }
  ]
}