{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "
\n", "\n", "
\n", "\"Unidata\n", "
\n", "\n", "# Watch, Warning, and Advisory Plotting\n", "**Python-AWIPS Tutorial Notebook**\n", "\n", "
\n", "
\n", "\n", "---\n", "\n", "
\"Example
\n", "\n", "\n", "# Objectives\n", "\n", "* Create a colorized plot with [Warnings, Watches, Advisories and Statements (WWAs)](https://weather.cod.edu/notes/criteria/)\n", "* Use python-awips to connect to an EDEX server\n", "* Create and filter the data request specifically for a warning data type\n", "* Create and use accurate time filter for data requests\n", "* Define and use functions\n", "* Define and use dictionaries\n", "* Colorize shapes based on a dictionary\n", "* Overlay warnings, watches, and advisories with state and political maps\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": { "toc": true }, "source": [ "

Table of Contents

\n", "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Imports\n", "\n", "The imports below are used throughout the notebook. The python-awips imports allow us to connect to an EDEX server, use the warning lookup dictionary, and define a TimeRange. The additional imports are for data manipulation and visualization. " ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "from datetime import datetime, timedelta\n", "\n", "import numpy as np\n", "import matplotlib.patches as mpatches\n", "import matplotlib.pyplot as plt\n", "import cartopy.crs as ccrs\n", "import cartopy.feature as cfeature\n", "from cartopy.feature import ShapelyFeature, NaturalEarthFeature\n", "from cartopy.mpl.gridliner import LONGITUDE_FORMATTER, LATITUDE_FORMATTER\n", "from shapely.geometry import MultiPolygon, Polygon\n", "\n", "from awips.dataaccess import DataAccessLayer\n", "from awips.tables import vtec\n", "from dynamicserialize.dstypes.com.raytheon.uf.common.time import TimeRange" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Top\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Function: make_map()\n", "\n", "In order to plot more than one image, it's easiest to define common logic in a function. However, for this notebook we only use it in one place. It is a function you will find in most of our example notebooks.\n", "\n", "Here, a new function called **make_map** is defined. This function uses the [matplotlib.pyplot package (plt)](https://matplotlib.org/3.3.3/api/_as_gen/matplotlib.pyplot.html) to create a figure and axis. The lat/lon grids are added." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "def make_map(bbox, projection=ccrs.PlateCarree()):\n", " fig, ax = plt.subplots(figsize=(20,12),\n", " subplot_kw=dict(projection=projection))\n", " ax.set_extent(bbox)\n", " gl = ax.gridlines(draw_labels=True)\n", " gl.top_labels = gl.right_labels = False\n", " gl.xformatter = LONGITUDE_FORMATTER\n", " gl.yformatter = LATITUDE_FORMATTER\n", " return fig, ax" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Top\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Function: get_color()\n", "\n", "Since we'll be needing to access the color using the vtec lookup table in several places, creating an easily recognizable function is useful." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "def get_color(phensig):\n", " return vtec[phensig]['color']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Top\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Function get_title()\n", "\n", "Similar to the color function just defined, accessing the full name for the phensig will also be necessary, so this function will be helpful." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "def get_title(phensig):\n", " return vtec[phensig]['hdln']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Top\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Initial Setup" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### EDEX Connection\n", "\n", "First we establish a connection to Unidata's public EDEX server. With that connection made, we can create a [new data request object](http://unidata.github.io/python-awips/api/IDataRequest.html) and set the data type to ***warning***, and set the Parameters to ***phensig*** and ***sig***.\n", "\n", "
\n", "
\n", "Note: Remember, to see all available parameters use the DataAccess.getAvailableParameters() method as shown in the Grid Levels and Parameters Notebook.\n", "
" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "DataAccessLayer.changeEDEXHost(\"edex-cloud.unidata.ucar.edu\")\n", "request = DataAccessLayer.newDataRequest()\n", "request.setDatatype(\"warning\")\n", "params = [\"phensig\", \"sig\"]\n", "request.setParameters(*(params))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Significance (Sig) Constants\n", "\n", "The two parameters we're requesting for our warning objects are ***phensig*** and ***sig*** where phensig is styled \"XX.Y\" and sig is \"Y\". Phen stands for \"Phenomena\" and sig stands for \"Significance\". [A more detailed description of phensigs and how they're used is provided with this NWS pamphlet](https://www.weather.gov/media/vtec/VTEC_explanation4-20.pdf).\n", "\n", "The constants in this section correlate the ***sig*** to what type of message it is (what significance it is). " ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "WATCH_SIG = 'A'\n", "WARN_SIG = 'W'\n", "ADVIS_SIG = 'Y'\n", "STATEM_SIG = 'S'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Top\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Filter by Time\n", "\n", "Here we decide how much data we want to pull from EDEX. By default we'll request 12 hours, but that value can easily be modified by [adjusting the `timedelta(hours = 12)`](https://docs.python.org/3/library/datetime.html#timedelta-objects) in line `2`. The more data we request, the longer the next section will take to run." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "# Get records from the last 12 hours\n", "lastHourDateTime = datetime.utcnow() - timedelta(hours = 12)\n", "start = lastHourDateTime.strftime('%Y-%m-%d %H:%M:%S')\n", "end = datetime.utcnow().strftime('%Y-%m-%d %H:%M:%S')\n", "\n", "beginRange = datetime.strptime( start , \"%Y-%m-%d %H:%M:%S\")\n", "endRange = datetime.strptime( end , \"%Y-%m-%d %H:%M:%S\")\n", "timerange = TimeRange(beginRange, endRange)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Top\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Use the Data!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Get the Data\n", "\n", "Now that we have our `request` and TimeRange `timerange` objects ready, we're ready to get the data array from EDEX.\n", "\n", "
\n", "
\n", "Note: Above we set timerange to be 12 hours worth of data. This can return on the order of ~2000 records and can take a little while to run.\n", "
" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Using 1514 records\n" ] } ], "source": [ "# Get response\n", "response = DataAccessLayer.getGeometryData(request, timerange)\n", "print(\"Using \" + str(len(response)) + \" records\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Extract Phensigs, Geometries, and Times\n", "\n", "In this section we start gathering all the information we'll need to properly display our data. First we create an array to keep track of unique phensigs. This is useful summary information and will be used to help create the legend which we'll display along with our plot.\n", "\n", "Next, we create arrays for each of the 4 types of significance a statement can have. We will group our records this way, so we can easily toggle which records to display or not.\n", "\n", "Then, we create two time variables to keep track of the earliest time from our records and the latest time, and will display that information in the title of our plot.\n", "\n", "This section has optional print statements at lines `65` and `85`. The first prints out the title, phensig, ref time, and shape for each unique phensig, and the second prints out a sum of how many unique phensigs there are.\n", "\n", "We cycle through all the data produced from our `response` object, access its geometries, and create a new [**ShapelyFeature**](https://scitools.org.uk/cartopy/docs/latest/reference/generated/cartopy.feature.ShapelyFeature.html) with the corresponding color. Then we place this new feature in the appropriate `shapes` array. During this process we also populate the phensigs array with all unique phensig entries.\n", "\n", "Finally, after we're done looping through all the `response` data, we create a mapping of phensigs to their corresponding titles. This will be used later to sort the legend alphabetically by titles (which differs from simply sorting by phensig). Ex. *Blizzard Warning (BZ.W)* would come before *Areal Flood Advisory (FA.Y)* if we simply sorted by phensig." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "14 Unique Phensigs\n" ] } ], "source": [ "# Keep track of unique phensigs, to use in legend\n", "phensigs = []\n", "\n", "# Sort the geometries based on their sig\n", "watch_shapes = []\n", "warning_shapes = []\n", "advisory_shapes = []\n", "statement_shapes = []\n", "\n", "# Keep track of the earliest and latest reftime for title\n", "# start with the first time from the first object in the response\n", "time_str = str(response[0].getDataTime().getRefTime())\n", "# truncate the decimal seconds for datetime parsing\n", "time_str = time_str[:-4]\n", "# convert to datetime object for easy comparison\n", "first_time = datetime.strptime(time_str, '%Y-%m-%d %H:%M:%S')\n", "last_time = datetime.strptime(time_str, '%Y-%m-%d %H:%M:%S')\n", "\n", "for ob in response:\n", " \n", " # get the geometry for the object\n", " poly = ob.getGeometry()\n", " # get the reftime for the object\n", " ref = ob.getDataTime().getRefTime()\n", " \n", " # do not plot if phensig is blank (SPS)\n", " if ob.getString('phensig'):\n", " \n", " # look at the reftime\n", " # convert reftime to a string and parse the decimal seconds\n", " ref_str = str(ref)\n", " ref_str = ref_str[:-4]\n", " # convert reftime to a datetime object for comparison\n", " ref_time = datetime.strptime(ref_str, '%Y-%m-%d %H:%M:%S')\n", " # compare current time with first and last times and set if appropriate\n", " if ref_time is not None:\n", " if ref_time < first_time:\n", " first_time = ref_time\n", " elif ref_time > last_time:\n", " last_time = ref_time\n", " \n", " # get the phensig and sig values from object\n", " phensigString = ob.getString('phensig')\n", " sig = ob.getString('sig')\n", "\n", " # set the geometries based on whether it's a MultiPolygon or Polygon\n", " if poly.geom_type == 'MultiPolygon':\n", " geometries = np.array([])\n", " geometries = np.append(geometries,MultiPolygon(poly))\n", " else:\n", " geometries = np.array([])\n", " geometries = np.append(geometries,Polygon(poly))\n", "\n", " for geom in geometries:\n", " bounds = Polygon(geom)\n", " intersection = bounds.intersection\n", " geoms = (intersection(geom) for geom in geometries if bounds.intersects(geom))\n", " \n", " # Store the unique phensigs\n", " if not phensigString in phensigs:\n", " phensigs.append(phensigString)\n", " # Optional printout of unique Phensigs\n", "# print(get_title(phensigString) + \" (\" + phensigString + \")\n", " \n", " # get the corresponding color using the dictionary\n", " color = get_color(phensigString)\n", " # create a new shape feature for the object\n", " shape_feature = ShapelyFeature(geoms,ccrs.PlateCarree(), \n", " facecolor=color, edgecolor=color)\n", " # store the shape feature in the correct array\n", " if sig is WARN_SIG:\n", " warning_shapes.append(shape_feature)\n", " elif sig is WATCH_SIG:\n", " watch_shapes.append(shape_feature)\n", " elif sig is ADVIS_SIG:\n", " advisory_shapes.append(shape_feature)\n", " elif sig is STATEM_SIG:\n", " statement_shapes.append(shape_feature)\n", "\n", "# Optional printout for the number of unique phensigs\n", "print(len(phensigs), \" Unique Phensigs\")\n", "\n", "# Map phensigs to their titles (used for displaying alphabetically by\n", "# title in legend)\n", "phensig_titles = {}\n", "for phensig in phensigs:\n", " key = get_title(phensig)\n", " phensig_titles[key] = phensig" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Top\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plot the Data!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Create State and Political Boundaries\n", "\n", "Define the state and political boundaries that we'll use in our plot to give more of a frame of reference. These objects are standard method calls in the [Cartopy Feature package, using the NaturalEarthFeature function](https://scitools.org.uk/cartopy/docs/v0.14/matplotlib/feature_interface.html#cartopy.feature.NaturalEarthFeature)." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "# Define the state and political boundaries for the plot \n", "states_provinces = cfeature.NaturalEarthFeature(\n", " category='cultural',\n", " name='admin_1_states_provinces_lines',\n", " scale='50m',\n", " facecolor='none')\n", "political_boundaries = cfeature.NaturalEarthFeature(category='cultural',\n", " name='admin_0_boundary_lines_land',\n", " scale='50m', facecolor='none')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Draw the Plot and Legend for WWAs\n", "\n", "Here is where we finally get to draw something! The very first few lines of this section are constants that we can manually \"switch on and off\" for what records we want displayed. By default we have all significance types drawn. If we want to \"turn off\" any of the significance records, simply set its corresponding constant to false, and re-run this cell to see how that plot compares.\n", "\n", "The next step involves creating the objects that are used to define the legend. We use the `phensig_titles` dictionary to loop through all the phensigs in alphabetical (by title) order. Then, we compare if the phensig will be displayed or not based on the display constants from the previous lines. If the significance will be drawn then we create a new [**Patch** object](https://matplotlib.org/stable/api/_as_gen/matplotlib.patches.Patch.html#matplotlib.patches.Patch) of the corresponding color with the corresponding label and add it to our `handles` array.\n", "\n", "After that we define our bounding box and create our new plot with its figure and axes.\n", "\n", "Our next step is to create our Title for our plot. We create a title based on the draw variables to accurately describe what is being drawn in our plot. Here is where we use the first and last times defined in a previous cell.\n", "\n", "Finally, we create and show our plot. We add the title to the plot, add all the features to the axes, and add the legend as well. " ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Set these variables for which records to draw\n", "DRAW_ADVISORY = True\n", "DRAW_WATCH = True\n", "DRAW_WARNING = True\n", "DRAW_STATEMENT = True\n", " \n", "# Create handles for legend and add items alphabetically by title and\n", "# only display based on the display values above\n", "handles = []\n", "for title in sorted(phensig_titles):\n", " phensig = phensig_titles[title]\n", " # check draw booleans\n", " if ( \".\"+ADVIS_SIG in phensig and DRAW_ADVISORY or \n", " \".\"+WATCH_SIG in phensig and DRAW_WATCH or \n", " \".\"+WARN_SIG in phensig and DRAW_WARNING or \n", " \".\"+STATEM_SIG in phensig and DRAW_STATEMENT ):\n", " entry = mpatches.Patch(color=get_color(phensig), label=title)\n", " handles.append(entry)\n", "\n", "# Create the plot\n", "bbox=[-127,-64,24,49]\n", "fig, ax = make_map(bbox=bbox)\n", "\n", "# Add the title\n", "# Construct the title based on which record types are being displayed\n", "title_string = \"\"\n", "if DRAW_WATCH:\n", " title_string += \"Watches, \"\n", "if DRAW_WARNING:\n", " title_string += \"Warnings, \"\n", "if DRAW_ADVISORY:\n", " title_string += \"Advisories, \"\n", "if DRAW_STATEMENT:\n", " title_string += \"Statements, \"\n", "# remove the last comma and space\n", "title_string = title_string[:-2]\n", "# add the time range\n", "title_string += \" from \" + str(first_time)[:-3] + \" to \" + str(last_time)[:-3] + \" UTC\"\n", "# set the title on the plot, give it a bigger font size, and increase\n", "# the vertical padding between the title and the figure\n", "plt.title(title_string, fontsize=20, pad=10)\n", "\n", "# Draw all features on the plot\n", "ax.add_feature(cfeature.LAND)\n", "ax.add_feature(cfeature.COASTLINE)\n", "ax.add_feature(states_provinces, edgecolor='black')\n", "ax.add_feature(political_boundaries, edgecolor='black')\n", "\n", "# Draw WWAs in order: Advisory -> Watch > Warning > Statement\n", "if DRAW_ADVISORY:\n", " for shape in advisory_shapes:\n", " ax.add_feature(shape)\n", "if DRAW_WATCH:\n", " for shape in watch_shapes:\n", " ax.add_feature(shape)\n", "if DRAW_WARNING:\n", " for shape in warning_shapes:\n", " ax.add_feature(shape)\n", "if DRAW_STATEMENT:\n", " for shape in statement_shapes:\n", " ax.add_feature(shape)\n", " \n", "# Draw the legend\n", "# use the handles defined earlier for the color associations to\n", "# phensig titles, set the location to the lower center, give it\n", "# 5 columns so it uses all the horizonatal space, place it under\n", "# the actual figure, and give it a larger fontsize\n", "bottom = 0.12 + (len(handles)//5 *.04)\n", "ax.legend(handles=handles, loc='lower center', ncol=5, bbox_to_anchor=(0.5, -bottom), fontsize=16)\n", "\n", "# Show the plot\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Top\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## See Also\n", "\n", "- [National Weather Service WWA Definitions (Baltimore Office)](https://www.weather.gov/lwx/warningsdefined#:~:text=A%20Winter%20Storm%20Warning%20is%20issued%20when%20a,combination%20of%20snow%20and%2For%20ice%20accumulation%20with%20wind.)\n", "- [College of Dupage WWA Definitions](https://weather.cod.edu/notes/criteria/)\n", "- [Phensig Explanation](https://www.weather.gov/media/vtec/VTEC_explanation4-20.pdf)\n", "\n", "### Related Notebooks\n", "\n", "- [Grid Levels and Parameters](http://unidata.github.io/python-awips/examples/generated/Grid_Levels_and_Parameters.html)\n", "\n", "### Additional Documentation\n", "\n", "**python-awips**\n", "\n", "- [DataAccessLayer.changeEDEXHost()](http://unidata.github.io/python-awips/api/DataAccessLayer.html#awips.dataaccess.DataAccessLayer.changeEDEXHost)\n", "- [DataAccessLayer.newDataRequest()](http://unidata.github.io/python-awips/api/DataAccessLayer.html#awips.dataaccess.DataAccessLayer.newDataRequest)\n", "- [DataAccessLayer.getAvailableParameters()](http://unidata.github.io/python-awips/api/DataAccessLayer.html#awips.dataaccess.DataAccessLayer.getAvailableParameters)\n", "- [IDataRequest](http://unidata.github.io/python-awips/api/IDataRequest.html)\n", "- [GeometryData](http://unidata.github.io/python-awips/api/PyGeometryData.html)\n", "\n", "**datetime**\n", "\n", "- [datetime.datetime](https://docs.python.org/3/library/datetime.html#datetime-objects)\n", "- [datetime.timedelta](https://docs.python.org/3/library/datetime.html#timedelta-objects)\n", "\n", "**cartopy**\n", "\n", "- [cartopy feature interface](https://scitools.org.uk/cartopy/docs/v0.14/matplotlib/feature_interface.html)\n", "- [cartopy.feature.ShaeplyFeature](https://scitools.org.uk/cartopy/docs/latest/reference/generated/cartopy.feature.ShapelyFeature.html)\n", "\n", "**matplotlib**\n", "\n", "- [matplotlib.pyplot()](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.html)\n", "- [matplotlib.pyplot.legend()](https://matplotlib.org/3.1.1/api/_as_gen/matplotlib.pyplot.legend.html)\n", "- [matplotlib.pyplot.axes()](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.axes.html)\n", "- [matplotlib.pyplot.figure()](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.figure.html)\n", "- [matplotlib.pyplot.title()](https://matplotlib.org/3.1.1/api/_as_gen/matplotlib.pyplot.title.html)\n", "- [matplotlib.pathes.Patch](https://matplotlib.org/stable/api/_as_gen/matplotlib.patches.Patch.html#matplotlib.patches.Patch)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Top\n", "\n", "---" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": true, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": true, "toc_position": {}, "toc_section_display": true, "toc_window_display": true } }, "nbformat": 4, "nbformat_minor": 1 }