{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# CEMS Global ECMWF Fire Forecasting (GEFF) - Fire Weather Index" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{hint} \n", "Execute the notebook on the training platform >>\n", "```" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false" }, "source": [ "The [European Centre for Medium-Range Weather Forecasts (ECMWF)](https://www.ecmwf.int/) produces daily fire danger forecasts and reanalysis products for the [Copernicus Emergency Management Services (CEMS)](https://emergency.copernicus.eu/). The modelling system that generates the fire data products is called [Global ECMWF Fire Forecast (GEFF)](https://git.ecmwf.int//projects/CEMSF/repos/geff/browse) and it is based on the Canadian Fire Weather index as well as the US and Australian fire danger systems. \n", "\n", "In most European countries, the core of the wildfire season starts on 1st of March and ends on 31st of October.\n", "The EFFIS network adopts the Canadian Forest Fire Weather Index (FWI) System as the method to assess the fire danger level in a harmonized way throughout Europe.\n", " \n", "**European** Fire Danger Classes (FWI ranges, upper bound excluded):\n", " - Very low = 0 - 5.2\n", " - Low = 5.2 - 11.2 \n", " - Moderate = 11.2 - 21.3 \n", " - High = 21.3 - 38.0 \n", " - Very high = 38.0 - 50.0 \n", " - Extreme > 50.0\n", "\n", "This notebook shows the structure of CEMS GEFF `Fire Weather Index` data and what information of the data files can be used in order to load, browse and visualize the data. \n", "\n", "The events featured in this notebook are the wildfires in Italy and Greece in summer 2021. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "``` {admonition} Basic Facts\n", "**Spatial resolution**: `~10km`
\n", "**Spatial coverage**: `Europe`
\n", "**Time steps**: `Daily, seasonal and annual`
\n", "**Data availability**: `since 1970`\n", "```" ] }, { "cell_type": "markdown", "metadata": { "tags": [] }, "source": [ "``` {admonition} How to access the data\n", "The fire weather index data can be ordered via the Copernicus [Climate Data Store](https://doi.org/10.24381/cds.ca755de7) and are distributed in `NetCDF` format. We recommend using the corrected Version 2.0 of the data.\n", "\n", "You need to [register for an account](https://cds.climate.copernicus.eu/user/register) before being able to download data.\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": { "tags": [] }, "source": [ "**Load required libraries**" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import pandas as pd\n", "import xarray as xr\n", "\n", "# Python libraries for visualization\n", "%matplotlib inline\n", "import matplotlib.pyplot as plt\n", "import matplotlib.colors as colors\n", "from matplotlib.colors import ListedColormap" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Load helper functions**" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "%run ../functions.ipynb" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false", "tags": [] }, "source": [ "## Load and browse GEFF Fire Weather Index data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As a first step, you can load one dataset with xarray's function `open_dataset`. This will help you to understand how the data is structured.\n", "You see that the data consists of a three dimensional data array, with `time`, `longitude` and `latitude` as dimensions. " ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:    (time: 1, longitude: 1440, latitude: 721)\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 2021-08-05T12:00:00\n",
       "  * longitude  (longitude) float32 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n",
       "  * latitude   (latitude) float32 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n",
       "Data variables:\n",
       "    fwi        (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    CDI:                       Climate Data Interface version 1.9.8 (https://...\n",
       "    Conventions:               CF-1.6\n",
       "    history:                   Fri Oct 29 01:05:30 2021: cdo -f nc4 -chname,f...\n",
       "    institution:               European Centre for Medium-Range Weather Forec...\n",
       "    cdo_openmp_thread_number:  8\n",
       "    CDO:                       Climate Data Operators version 1.9.8 (https://...
" ], "text/plain": [ "\n", "Dimensions: (time: 1, longitude: 1440, latitude: 721)\n", "Coordinates:\n", " * time (time) datetime64[ns] 2021-08-05T12:00:00\n", " * longitude (longitude) float32 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n", " * latitude (latitude) float32 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n", "Data variables:\n", " fwi (time, latitude, longitude) float32 ...\n", "Attributes:\n", " CDI: Climate Data Interface version 1.9.8 (https://...\n", " Conventions: CF-1.6\n", " history: Fri Oct 29 01:05:30 2021: cdo -f nc4 -chname,f...\n", " institution: European Centre for Medium-Range Weather Forec...\n", " cdo_openmp_thread_number: 8\n", " CDO: Climate Data Operators version 1.9.8 (https://..." ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds = xr.open_dataset(\"../data/geff/ECMWF_FWI_FWI_20210805_1200_hr_v4.0_con.nc\")\n", "ds\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can specify one variable of interest by putting the name of the variable into square brackets `[]` and get more detailed information about the variable. E.g. `fwi` is the fire weather index data we are interested in." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'fwi' (time: 1, latitude: 721, longitude: 1440)>\n",
       "[1038240 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 2021-08-05T12:00:00\n",
       "  * longitude  (longitude) float32 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n",
       "  * latitude   (latitude) float32 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n",
       "Attributes:\n",
       "    standard_name:  forest_fire_weather_index\n",
       "    long_name:      Forest fire weather index\n",
       "    units:          Numeric\n",
       "    param:          5.4.2\n",
       "    institution:    ECMWF
" ], "text/plain": [ "\n", "[1038240 values with dtype=float32]\n", "Coordinates:\n", " * time (time) datetime64[ns] 2021-08-05T12:00:00\n", " * longitude (longitude) float32 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n", " * latitude (latitude) float32 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n", "Attributes:\n", " standard_name: forest_fire_weather_index\n", " long_name: Forest fire weather index\n", " units: Numeric\n", " param: 5.4.2\n", " institution: ECMWF" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "fwi = ds['fwi']\n", "fwi" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Bring longitude coordinates onto a [-180,180] grid" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The longitude values are on a [0,360] grid instead of a [-180,180] grid. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can assign new values to coordinates in an `xarray.Dataset`. You can do so with the `assign_coords()` function, which you can apply onto a `xarray.Dataset`. With the code below, you shift your longitude grid from [0,360] to [-180,180]. At the end, you sort the longitude values in an ascending order." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'fwi' (time: 1, latitude: 721, longitude: 1440)>\n",
       "[1038240 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 2021-08-05T12:00:00\n",
       "  * longitude  (longitude) float32 -180.0 -179.8 -179.5 ... 179.2 179.5 179.8\n",
       "  * latitude   (latitude) float32 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n",
       "Attributes:\n",
       "    standard_name:  forest_fire_weather_index\n",
       "    long_name:      Forest fire weather index\n",
       "    units:          Numeric\n",
       "    param:          5.4.2\n",
       "    institution:    ECMWF
" ], "text/plain": [ "\n", "[1038240 values with dtype=float32]\n", "Coordinates:\n", " * time (time) datetime64[ns] 2021-08-05T12:00:00\n", " * longitude (longitude) float32 -180.0 -179.8 -179.5 ... 179.2 179.5 179.8\n", " * latitude (latitude) float32 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n", "Attributes:\n", " standard_name: forest_fire_weather_index\n", " long_name: Forest fire weather index\n", " units: Numeric\n", " param: 5.4.2\n", " institution: ECMWF" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "fwi_assigned = fwi.assign_coords(longitude=(((fwi.longitude + 180) % 360) - 180)).sortby('longitude')\n", "fwi_assigned" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false", "tags": [] }, "source": [ "## Create a geographical subset around Italy and Greece" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's subset our data to Italy and Greece.\n", "\n", "For geographical subsetting, you can make use of the function [](functions:generate_geographical_subset). You can use `?generate_geographical_subset` to open the docstring in order to see the function's keyword arguments." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "\u001b[0;31mSignature:\u001b[0m\n", "\u001b[0mgenerate_geographical_subset\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mxarray\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mlatmin\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mlatmax\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mlonmin\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mlonmax\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m \u001b[0mreassign\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mFalse\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\n", "\u001b[0;34m\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;31mDocstring:\u001b[0m\n", "Generates a geographical subset of a xarray.DataArray and if kwarg reassign=True, shifts the longitude grid \n", "from a 0-360 to a -180 to 180 deg grid.\n", "\n", "Parameters:\n", " xarray(xarray.DataArray): a xarray DataArray with latitude and longitude coordinates\n", " latmin, latmax, lonmin, lonmax(int): lat/lon boundaries of the geographical subset\n", " reassign(boolean): default is False\n", " \n", "Returns:\n", " Geographical subset of a xarray.DataArray.\n", "\u001b[0;31mFile:\u001b[0m /tmp/ipykernel_11225/3979307327.py\n", "\u001b[0;31mType:\u001b[0m function\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "?generate_geographical_subset" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Define the bounding box information for Italy and Greece." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "lonmin=10\n", "lonmax=30\n", "latmin=35\n", "latmax=45" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now, let us apply the function [](functions:generate_geographical_subset) to subset the `fwi_assigned` xarray.DataArray. Let us call the new xarray.DataArray `fwi_subset`." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'fwi' (time: 1, latitude: 39, longitude: 79)>\n",
       "array([[[10.799805 , 17.420248 , 24.36914  , ..., 20.979492 ,\n",
       "         17.09733  , 16.54248  ],\n",
       "        [11.998047 , 13.001953 , 16.319662 , ...,        nan,\n",
       "                nan,        nan],\n",
       "        [ 0.6582031,  1.8463541,  5.5240884, ...,        nan,\n",
       "                nan,        nan],\n",
       "        ...,\n",
       "        [56.391113 , 60.751465 , 63.10669  , ...,        nan,\n",
       "                nan,        nan],\n",
       "        [58.073242 , 59.086914 , 62.18506  , ...,        nan,\n",
       "                nan,        nan],\n",
       "        [57.010254 , 58.53308  , 61.454346 , ...,        nan,\n",
       "                nan,        nan]]], dtype=float32)\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 2021-08-05T12:00:00\n",
       "  * longitude  (longitude) float32 10.25 10.5 10.75 11.0 ... 29.25 29.5 29.75\n",
       "  * latitude   (latitude) float32 44.75 44.5 44.25 44.0 ... 35.75 35.5 35.25\n",
       "Attributes:\n",
       "    standard_name:  forest_fire_weather_index\n",
       "    long_name:      Forest fire weather index\n",
       "    units:          Numeric\n",
       "    param:          5.4.2\n",
       "    institution:    ECMWF
" ], "text/plain": [ "\n", "array([[[10.799805 , 17.420248 , 24.36914 , ..., 20.979492 ,\n", " 17.09733 , 16.54248 ],\n", " [11.998047 , 13.001953 , 16.319662 , ..., nan,\n", " nan, nan],\n", " [ 0.6582031, 1.8463541, 5.5240884, ..., nan,\n", " nan, nan],\n", " ...,\n", " [56.391113 , 60.751465 , 63.10669 , ..., nan,\n", " nan, nan],\n", " [58.073242 , 59.086914 , 62.18506 , ..., nan,\n", " nan, nan],\n", " [57.010254 , 58.53308 , 61.454346 , ..., nan,\n", " nan, nan]]], dtype=float32)\n", "Coordinates:\n", " * time (time) datetime64[ns] 2021-08-05T12:00:00\n", " * longitude (longitude) float32 10.25 10.5 10.75 11.0 ... 29.25 29.5 29.75\n", " * latitude (latitude) float32 44.75 44.5 44.25 44.0 ... 35.75 35.5 35.25\n", "Attributes:\n", " standard_name: forest_fire_weather_index\n", " long_name: Forest fire weather index\n", " units: Numeric\n", " param: 5.4.2\n", " institution: ECMWF" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "fwi_subset = generate_geographical_subset(xarray=fwi_assigned, \n", " latmin=latmin, \n", " latmax=latmax, \n", " lonmin=lonmin, \n", " lonmax=lonmax)\n", "fwi_subset" ] }, { "cell_type": "markdown", "metadata": { "Collapsed": "false", "tags": [] }, "source": [ "## Visualise GEFF Fire Weather Index data" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Finally, you can visualise the fire weather index data by plotting it." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The plotting code can be divided in four main parts:\n", "* **Initiate a matplotlib figure**: Initiate a matplotlib plot and define the size of the plot\n", "* **Specify coastlines, borders and a grid**: specify additional features to be added to the plot\n", "* **Plotting function**: specify the extent and plot the data with the `.plot`\n", "* **Set plot title**: specify title of the plot" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Initiate a matplotlib figure\n", "fig=plt.figure(figsize=(20,12))\n", "ax=plt.subplot(1,1,1, projection=ccrs.PlateCarree())\n", "\n", "# Specify coastlines and borders\n", "ax.coastlines(color='white',linewidth=1.5)\n", "ax.add_feature(cfeature.BORDERS, edgecolor='white', linewidth=1, zorder=3)\n", "\n", "# Specify a grid\n", "gl = ax.gridlines(draw_labels=True, linewidth=1, color='gray', alpha=0.5, linestyle='--')\n", "gl.top_labels=False\n", "gl.right_labels=False\n", "gl.xformatter=LONGITUDE_FORMATTER\n", "gl.yformatter=LATITUDE_FORMATTER\n", "gl.xlabel_style={'size':14}\n", "gl.ylabel_style={'size':14}\n", "\n", "# Plotting function\n", "fwi_subset.plot(levels = [0.0, 5.2, 11.2, 21.3, 38.0, 50.0],\n", " colors = [\"#008000\", \"#FFFF00\", \"#FFA500\", \"#FF0000\", \"#654321\", \"#000000\"],\n", " label = ['Very low', 'Low', 'Moderate', 'High', 'Very high', 'Extreme'],\n", " ax=ax,\n", " cbar_kwargs={'spacing':'proportional',\n", " 'ticks':[0.0, 5.2, 11.2, 21.3, 38.0, 50.0],\n", " 'fraction':0.035,\n", " 'pad':0.05,\n", " 'orientation':'horizontal'})\n", "\n", "# Set plot title\n", "ax.set_title('GEFF Fire Weather Index - ' + str(fwi_subset.time.data)[2:12] + ' - classified in European Fire Danger Classes\\n', size=16)\n", "\n", "# Show the plot\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": { "tags": [] }, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": { "tags": [] }, "source": [ "### References\n", "* Giannakopoulos, C., Karali, A., Cauchy, A. (2020): Fire danger indicators for Europe from 1970 to 2098 derived from climate projections, version 1.0. Copernicus Climate Change Service (C3S) Climate Data Store (CDS), doi: 10.24381/cds.ca755de7\n", "\n", "* Some code in this notebook was adapted from the following source: \n", " * origin: https://gitlab.eumetsat.int/eumetlab/atmosphere/atmosphere/-/blob/master/20_data_exploration/273_CEMS_GEFF_FWI_custom_danger_classes.ipynb\n", " * copyright: 2022, EUMETSAT\n", " * license: MIT\n", " * retrieved: 2022-06-28 by Sabrina Szeto" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "```{admonition} Return to the case study\n", "Assessing pre-fire risk with next-generation satellites: Mediterranean Fires Case Study
\n", "[](med_part1_fig5)\n", "```" ] } ], "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": "3.9.12" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": false, "sideBar": false, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": {}, "toc_section_display": false, "toc_window_display": false } }, "nbformat": 4, "nbformat_minor": 4 }