{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Timeseries API Examples\n",
    "\n",
    "This notebook shows a few simple examples of retrieving data using the [Timeseries](https://docs.climateengine.com/docs/build/html/timeseries.html) family of endpoints.  This group of endpoints are used to retrieve time series data for datasets in Climate Engine, including interannual and regression analysis. \n",
    "\n",
    "The CE API token is read as an environment variable named `CE_API_KEY`.\n",
    "\n",
    "Climate Engine \\\n",
    "October 2021"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from calendar import month_abbr\n",
    "import json\n",
    "import os\n",
    "import requests\n",
    "\n",
    "from folium import Map, GeoJson\n",
    "import folium\n",
    "from matplotlib import pyplot as plt\n",
    "import matplotlib.dates as mdates\n",
    "import numpy as np\n",
    "import pandas as pd"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "requests.packages.urllib3.disable_warnings(requests.packages.urllib3.exceptions.InsecureRequestWarning)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Set root URL for API requests\n",
    "root_url = 'https://geodata.dri.edu/'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Authentication info\n",
    "headers = {'Authorization': os.getenv('CE_API_KEY')}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Native Values - Landsat NDVI\n",
    "\n",
    "In this example, the /timeseries/native/custom_asset endpoint is used to collect averaged Landsat NDVI values for a group of four agricultural fields in the western US during the year 2020.  The field polygons are retrieved from Google Earth Engine as a custom feature collection asset.  All Landsat NDVI observations inside these polygons for the year 2020 are collected; multiple observations inside each field at the same time are averaged together.  The NDVI trajectories for each field are plotted together, which shows clear cutting cycles for each field.\n",
    "\n",
    "Detailed documentation for the timeseries/native/custom_asset endpoint found [here](https://docs.climateengine.com/docs/build/html/timeseries.html#timeseries-native-custom-asset)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Endpoint\n",
    "endpoint = 'timeseries/native/custom_asset'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Extract field polygon coordinates from GeoJSON\n",
    "# These are the fields in the Earth Engine feature collection\n",
    "field_poly_json = r'example_fields.geojson'\n",
    "with open(field_poly_json, 'r') as f:\n",
    "    field_polygon_dict = json.load(f)\n",
    "field_polygon_coords = field_polygon_dict['features'][0]['geometry']['coordinates']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
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onload=\"this.contentDocument.open();this.contentDocument.write(    decodeURIComponent(this.getAttribute('data-html')));this.contentDocument.close();\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x1793e292100>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Map field outlines\n",
    "m = Map(\n",
    "    width='100%', \n",
    "    height='100%',\n",
    "    location=[39.7197, -115.9642],\n",
    "    zoom_start=14,\n",
    "    tiles=None\n",
    ")\n",
    "\n",
    "# Add satellite basemap\n",
    "tile = folium.TileLayer(\n",
    "        tiles = 'https://server.arcgisonline.com/ArcGIS/rest/services/World_Imagery/MapServer/tile/{z}/{y}/{x}',\n",
    "        attr = 'Esri',\n",
    "        name = 'Esri Satellite',\n",
    "        overlay = False,\n",
    "        control = True\n",
    "       ).add_to(m)\n",
    "\n",
    "\n",
    "style = {'fillColor': 'None', 'color': '#ff00ff'}\n",
    "GeoJson(data=field_polygon_dict, name='Agricultural Fields', style_function=lambda x:style).add_to(m)\n",
    "m"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Set up parameters for API call\n",
    "ndvi_params = {\n",
    "    'dataset': 'LANDSAT_SR',\n",
    "    'variable': 'NDVI',\n",
    "    'start_date': '2020-01-01' ,\n",
    "    'end_date': '2020-12-31',  \n",
    "    'asset_id': 'users/thomas_work_projects/ce_api_examples/field_example',\n",
    "    'area_reducer': 'mean',\n",
    "    'filter_by': 'polygon_id'\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Send request to the API\n",
    "r = requests.get(root_url + endpoint, params=ndvi_params, headers=headers, verify=False)\n",
    "response = r.json()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Convert to dataframe\n",
    "ndvi_df = pd.DataFrame()\n",
    "for ts_id in response:\n",
    "    df = pd.DataFrame(ts_id)\n",
    "    ndvi_df = ndvi_df.append(df)\n",
    "\n",
    "# Convert to datetime and remove no data observations\n",
    "ndvi_df[\"Date\"] = pd.to_datetime(ndvi_df[\"Date\"])\n",
    "ndvi_df = ndvi_df.replace(-9999, np.nan).dropna()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot all four fields together\n",
    "plt.figure(figsize=(12,6))\n",
    "for field_id in ndvi_df[\"polygon_id\"].unique():\n",
    "    field_df = ndvi_df.loc[ndvi_df.polygon_id == field_id]\n",
    "    plt.plot(field_df[\"Date\"], field_df[\"NDVI\"], label=f'Field {field_id}')\n",
    "plt.gca().xaxis.set_major_formatter(mdates.DateFormatter('%b %d'))\n",
    "plt.xlabel('Date', fontsize=16)\n",
    "plt.ylabel('NDVI', fontsize=16)\n",
    "plt.title(f'NDVI Time Series Example', fontsize=20)\n",
    "plt.legend(loc='best')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Interannual Values - NDVI and Precipitation\n",
    "\n",
    "In this example, the /timeseries/interannual/custom_asset endpoint is used to generate Landsat NDVI and gridMET precipitation difference from average staistics for a meadow in the Sierra Nevada.  This region exists as a custom feature in a Google Earth Engine feature collection. \n",
    "\n",
    "We use this endpoint to extract spatial and temporal statistics for a given set of months over a year range.  In the following example, we compare the average NDVI for a given meadow in the Sierra Nevada from Apr-Aug with the corresponding precipiation totals in the same region from Feb-May.  Plotting the NDVI and precipitation interannual amounts together shows the meadow's relationship between summertime NDVI and springtime precipitation.\n",
    "\n",
    "Detailed documentation for the timeseries/interannual/custom_asset endpoint found [here](https://docs.climateengine.com/docs/build/html/timeseries.html#timeseries-interannual-custom-asset)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Endpoint for the interannual analysis\n",
    "endpoint = 'timeseries/interannual/custom_asset'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Extract polygon coordinates from GeoJSON\n",
    "sierra_json = r'ClimateEngine_US_Sierra_Meadows_3586.geojson'\n",
    "with open(sierra_json, 'r') as f:\n",
    "    sierra_polygon_dict = json.load(f)\n",
    "sierra_polygon_coords = sierra_polygon_dict['features'][0]['geometry']['coordinates']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -> Trust Notebook</span><iframe src=\"about:blank\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" 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      ],
      "text/plain": [
       "<folium.folium.Map at 0x17940436a00>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Map field outline\n",
    "m2 = Map(\n",
    "    width='100%', \n",
    "    height='100%',\n",
    "    location=sierra_polygon_coords[0][10][::-1],\n",
    "    zoom_start=16,\n",
    "    tiles=None\n",
    ")\n",
    "\n",
    "# Add satellite basemap\n",
    "tile = folium.TileLayer(\n",
    "        tiles = 'https://server.arcgisonline.com/ArcGIS/rest/services/World_Imagery/MapServer/tile/{z}/{y}/{x}',\n",
    "        attr = 'Esri',\n",
    "        name = 'Esri Satellite',\n",
    "        overlay = False,\n",
    "        control = True\n",
    "       ).add_to(m2)\n",
    "\n",
    "\n",
    "style = {'fillColor': 'None', 'color': '#ff00ff'}\n",
    "GeoJson(data=sierra_polygon_dict, name='Sierra Meadow', style_function=lambda x:style).add_to(m2)\n",
    "m2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Build the params dictionary for the Landsat NDVI query\n",
    "# We're spatially averaging over the polygon and temporally averaging over the\n",
    "# specified start and end month and day (Apr 1 to Aug 1) for each year in the range\n",
    "sierra_ndvi_params = {\n",
    "    'dataset': 'LANDSAT_SR',\n",
    "    'variable': 'NDVI',\n",
    "    'temporal_statistic': 'mean',\n",
    "    'start_day': 1,\n",
    "    'end_day': 1,\n",
    "    'start_month': 4,\n",
    "    'end_month': 8,\n",
    "    'start_year': 2000,\n",
    "    'end_year': 2021,\n",
    "    'asset_id': 'users/thomas_work_projects/ce_api_examples/ClimateEngine_US_Sierra_Meadows_3586',\n",
    "    'area_reducer': 'mean',\n",
    "    'filter_by': 'Name'\n",
    "}\n",
    "\n",
    "# Send request to the API\n",
    "r = requests.get(root_url + endpoint, params=sierra_ndvi_params, headers=headers, verify=False)\n",
    "sierra_ndvi_response = r.json()\n",
    "\n",
    "# Convert to dataframe\n",
    "sierra_ndvi_df = pd.DataFrame()\n",
    "for ts_id in sierra_ndvi_response:\n",
    "    df = pd.DataFrame(ts_id)\n",
    "    sierra_ndvi_df = sierra_ndvi_df.append(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Build the params dictionary for the gridMET precipitation query\n",
    "# We're spatially averaging over the polygon and temporally summing over the \n",
    "# specified start and end month and day (Jan 1 to Apr 1) for each year in the range\n",
    "sierra_precip_params = {\n",
    "    'dataset': 'G',\n",
    "    'variable': 'pr',\n",
    "    'temporal_statistic': 'total',\n",
    "    'start_day': 1,\n",
    "    'end_day': 1,\n",
    "    'start_month': 2,\n",
    "    'end_month': 5,\n",
    "    'start_year': 2000,\n",
    "    'end_year': 2021,\n",
    "    'asset_id': 'users/thomas_work_projects/ce_api_examples/ClimateEngine_US_Sierra_Meadows_3586',\n",
    "    'area_reducer': 'mean',\n",
    "    'filter_by': 'Name'\n",
    "}\n",
    "\n",
    "# Send request to the API\n",
    "r = requests.get(root_url + endpoint, params=sierra_precip_params, headers=headers, verify=False)\n",
    "sierra_precip_response = r.json()\n",
    "\n",
    "# Convert to dataframe\n",
    "sierra_precip_df = pd.DataFrame()\n",
    "for ts_id in sierra_precip_response:\n",
    "    df = pd.DataFrame(ts_id)\n",
    "    sierra_precip_df = sierra_precip_df.append(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x432 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot the interannual NDVI and precipitation data together\n",
    "fig, ax1 = plt.subplots(figsize=(12, 6))\n",
    "ndvi_color = 'green'\n",
    "ax1.set_xlabel('Date', fontsize=18)\n",
    "ax1.set_ylabel('NDVI', color=ndvi_color, fontsize=18)\n",
    "ax1.plot(sierra_ndvi_df[\"Date\"], sierra_ndvi_df[\"NDVI\"], color=ndvi_color)\n",
    "ax1.tick_params(axis='y', labelcolor=ndvi_color)\n",
    "ax2 = ax1.twinx()  \n",
    "precip_color = 'cyan'\n",
    "ax2.set_ylabel('Precipitation Total (mm)', color=precip_color, fontsize=18) \n",
    "ax2.plot(sierra_precip_df[\"Date\"], sierra_precip_df[\"pr (mm)\"], color=precip_color)\n",
    "ax2.tick_params(axis='y', labelcolor=precip_color)\n",
    "fig.tight_layout()\n",
    "plt.title('Interannual NDVI and Precipitation, 2000-2020', fontsize=18)\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}