mirror of
https://github.com/Unidata/python-awips.git
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524 lines
354 KiB
Text
524 lines
354 KiB
Text
{
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"cells": [
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a name=\"top\"></a>\n",
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"<div style=\"width:1000 px\">\n",
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"\n",
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"<div style=\"float:right; width:98 px; height:98px;\">\n",
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"<img src=\"https://docs.unidata.ucar.edu/images/logos/unidata_logo_vertical_150x150.png\" alt=\"Unidata Logo\" style=\"height: 98px;\">\n",
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"</div>\n",
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"\n",
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"# METAR Staion Plot with MetPy\n",
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"**Python-AWIPS Tutorial Notebook**\n",
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"\n",
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"<div style=\"clear:both\"></div>\n",
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"</div>\n",
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"\n",
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"---\n",
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"\n",
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"<div style=\"float:right; width:250 px\"><img src=\"../images/metars_preview.png\" alt=\"Sample image of the METARS station plot map produced with this notebook\" style=\"height: 300px;\"></div>\n",
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"\n",
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"\n",
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"# Objectives\n",
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"\n",
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"* Use python-awips to connect to an edex server\n",
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"* Define and filter data request for METAR surface obs\n",
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"* Extract necessary data and reformat it for plotting\n",
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"* Stylize and plot METAR station data using Cartopy, Matplotlib, and MetPy\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {
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"toc": true
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},
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"source": [
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"<h1>Table of Contents<span class=\"tocSkip\"></span></h1>\n",
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"<div class=\"toc\"><ul class=\"toc-item\"><li><span><a href=\"#Imports\" data-toc-modified-id=\"Imports-1\"><span class=\"toc-item-num\">1 </span>Imports</a></span></li><li><span><a href=\"#Function:-get_cloud_cover()\" data-toc-modified-id=\"Function:-get_cloud_cover()-2\"><span class=\"toc-item-num\">2 </span>Function: get_cloud_cover()</a></span></li><li><span><a href=\"#Initial-Setup\" data-toc-modified-id=\"Initial-Setup-3\"><span class=\"toc-item-num\">3 </span>Initial Setup</a></span><ul class=\"toc-item\"><li><span><a href=\"#Initial-EDEX-Connection\" data-toc-modified-id=\"Initial-EDEX-Connection-3.1\"><span class=\"toc-item-num\">3.1 </span>Initial EDEX Connection</a></span></li><li><span><a href=\"#Setting-Connection-Location-Names\" data-toc-modified-id=\"Setting-Connection-Location-Names-3.2\"><span class=\"toc-item-num\">3.2 </span>Setting Connection Location Names</a></span></li></ul></li><li><span><a href=\"#Filter-by-Time\" data-toc-modified-id=\"Filter-by-Time-4\"><span class=\"toc-item-num\">4 </span>Filter by Time</a></span></li><li><span><a href=\"#Use-the-Data!\" data-toc-modified-id=\"Use-the-Data!-5\"><span class=\"toc-item-num\">5 </span>Use the Data!</a></span><ul class=\"toc-item\"><li><span><a href=\"#Get-the-Data!\" data-toc-modified-id=\"Get-the-Data!-5.1\"><span class=\"toc-item-num\">5.1 </span>Get the Data!</a></span></li><li><span><a href=\"#Extract-all-Parameters\" data-toc-modified-id=\"Extract-all-Parameters-5.2\"><span class=\"toc-item-num\">5.2 </span>Extract all Parameters</a></span></li><li><span><a href=\"#Populate-the-Data-Dictionary\" data-toc-modified-id=\"Populate-the-Data-Dictionary-5.3\"><span class=\"toc-item-num\">5.3 </span>Populate the Data Dictionary</a></span></li></ul></li><li><span><a href=\"#Plot-the-Data!\" data-toc-modified-id=\"Plot-the-Data!-6\"><span class=\"toc-item-num\">6 </span>Plot the Data!</a></span></li><li><span><a href=\"#See-Also\" data-toc-modified-id=\"See-Also-7\"><span class=\"toc-item-num\">7 </span>See Also</a></span><ul class=\"toc-item\"><li><span><a href=\"#Related-Notebooks\" data-toc-modified-id=\"Related-Notebooks-7.1\"><span class=\"toc-item-num\">7.1 </span>Related Notebooks</a></span></li><li><span><a href=\"#Additional-Documentation\" data-toc-modified-id=\"Additional-Documentation-7.2\"><span class=\"toc-item-num\">7.2 </span>Additional Documentation</a></span></li></ul></li></ul></div>"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Imports\n",
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"\n",
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"The imports below are used throughout the notebook. Note the first two imports are coming directly from python-awips and allow us to connect to an EDEX server, and define a timrange used for filtering the data. The subsequent imports are for data manipulation and visualization. "
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]
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},
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{
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"cell_type": "code",
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"execution_count": 1,
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"metadata": {},
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"outputs": [],
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"source": [
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"from awips.dataaccess import DataAccessLayer\n",
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"from dynamicserialize.dstypes.com.raytheon.uf.common.time import TimeRange\n",
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"from datetime import datetime, timedelta\n",
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"import numpy as np\n",
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"import cartopy.crs as ccrs\n",
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"import cartopy.feature as cfeature\n",
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"import matplotlib.pyplot as plt\n",
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"from metpy.calc import wind_components\n",
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"from metpy.plots import StationPlot, StationPlotLayout, sky_cover\n",
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"from metpy.units import units"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a href=\"#top\">Top</a>\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Function: get_cloud_cover()\n",
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"\n",
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"Returns the cloud fraction values as integer codes (0 through 8)."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 2,
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"metadata": {},
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"outputs": [],
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"source": [
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"def get_cloud_cover(code):\n",
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" if 'OVC' in code:\n",
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" return 8\n",
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" elif 'BKN' in code:\n",
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" return 6\n",
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" elif 'SCT' in code:\n",
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" return 4\n",
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" elif 'FEW' in code:\n",
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" return 2\n",
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" else:\n",
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" return 0"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a href=\"#top\">Top</a>\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Initial Setup"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"### Initial EDEX Connection\n",
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"\n",
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"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 ***obs***.\n",
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"\n",
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"Then, because we're going to uses MetPy's [StationPlot](https://unidata.github.io/MetPy/latest/api/generated/metpy.plots.StationPlot.html) and [StationPlotLayout](https://unidata.github.io/MetPy/latest/api/generated/metpy.plots.StationPlotLayout.html) we need to define several parameters, and then set them on the data request object."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 3,
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"metadata": {},
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"outputs": [],
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"source": [
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"# EDEX Request\n",
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"edexServer = \"edex-cloud.unidata.ucar.edu\"\n",
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"DataAccessLayer.changeEDEXHost(edexServer)\n",
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"request = DataAccessLayer.newDataRequest(\"obs\")\n",
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"\n",
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"# define desired parameters\n",
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"single_value_params = [\"timeObs\", \"stationName\", \"longitude\", \"latitude\", \n",
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" \"temperature\", \"dewpoint\", \"windDir\",\n",
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" \"windSpeed\"]\n",
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"multi_value_params = [\"skyCover\"]\n",
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"\n",
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"params = single_value_params + multi_value_params\n",
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"\n",
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"# set all parameters on the request\n",
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"request.setParameters(*(params))"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"### Setting Connection Location Names\n",
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"\n",
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"We are also going to define specific station IDs so that our plot is not too cluttered. "
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]
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},
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{
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"cell_type": "code",
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"execution_count": 4,
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"metadata": {},
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"outputs": [],
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"source": [
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"# Define a list of station IDs to plot\n",
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"selected = ['KPDX', 'KOKC', 'KICT', 'KGLD', 'KMEM', 'KBOS', 'KMIA', 'KMOB', 'KABQ', 'KPHX', 'KTTF',\n",
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" 'KORD', 'KBIL', 'KBIS', 'KCPR', 'KLAX', 'KATL', 'KMSP', 'KSLC', 'KDFW', 'KNYC', 'KPHL',\n",
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" 'KPIT', 'KIND', 'KOLY', 'KSYR', 'KLEX', 'KCHS', 'KTLH', 'KHOU', 'KGJT', 'KLBB', 'KLSV',\n",
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" 'KGRB', 'KCLT', 'KLNK', 'KDSM', 'KBOI', 'KFSD', 'KRAP', 'KRIC', 'KJAN', 'KHSV', 'KCRW',\n",
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" 'KSAT', 'KBUY', 'K0CO', 'KZPC', 'KVIH', 'KBDG', 'KMLF', 'KELY', 'KWMC', 'KOTH', 'KCAR',\n",
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" 'KLMT', 'KRDM', 'KPDT', 'KSEA', 'KUIL', 'KEPH', 'KPUW', 'KCOE', 'KMLP', 'KPIH', 'KIDA', \n",
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" 'KMSO', 'KACV', 'KHLN', 'KBIL', 'KOLF', 'KRUT', 'KPSM', 'KJAX', 'KTPA', 'KSHV', 'KMSY',\n",
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" 'KELP', 'KRNO', 'KFAT', 'KSFO', 'KNYL', 'KBRO', 'KMRF', 'KDRT', 'KFAR', 'KBDE', 'KDLH',\n",
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" 'KHOT', 'KLBF', 'KFLG', 'KCLE', 'KUNV']\n",
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"\n",
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"# set the location names to the desired station IDs \n",
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"request.setLocationNames(*(selected))"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a href=\"#top\">Top</a>\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Filter by Time\n",
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"\n",
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"Here we decide how much data we want to pull from EDEX. By default we'll request 1 hour, but that value can easily be modified by [adjusting the `timedelta(hours = 1)`](https://docs.python.org/3/library/datetime.html#timedelta-objects) in line `2`. The more data we request, the longer this section will take to run."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 5,
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"metadata": {},
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"outputs": [],
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"source": [
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"# Time range\n",
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"lastHourDateTime = datetime.utcnow() - timedelta(hours = 1)\n",
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"start = lastHourDateTime.strftime('%Y-%m-%d %H')\n",
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"beginRange = datetime.strptime( start + \":00:00\", \"%Y-%m-%d %H:%M:%S\")\n",
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"endRange = datetime.strptime( start + \":59:59\", \"%Y-%m-%d %H:%M:%S\")\n",
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"timerange = TimeRange(beginRange, endRange)"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a href=\"#top\">Top</a>\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Use the Data!\n",
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"### Get the Data!\n",
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"\n",
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"Now that we have our `request` and TimeRange `timerange` objects ready, we're ready to get the data array from EDEX."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 6,
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"metadata": {},
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"outputs": [],
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"source": [
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"# Get response\n",
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"response = DataAccessLayer.getGeometryData(request,timerange)"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"### Extract all Parameters\n",
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"\n",
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"In this section we start gathering all the information we'll need to properly display our data. First we create an empty dictionary and array to keep track of all data and unique station IDs. We also create a boolean to help us only grab the first entry for `skyCover` related to a station id.\n",
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"\n",
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"<br>\n",
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"<div class=\"alert-info\">\n",
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" <b>Note:</b> The way the data responses are returned, we recieve many <code>skyCover</code> entries for each station ID, but we only want to keep track of the most recent one (first one returned).\n",
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"</div>\n",
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"\n",
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"After defining these variables, we are ready to start looping through our response data. If the response is an entry of `skyCover`, and this is a new station id, then set the skyCover value in the obs dictionary. If this is not a skyCover entry, then explicitly set the `timeObs` variable (because we have to manipulate it slightly), and dynamically set all the remaining parameters."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 7,
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"metadata": {},
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"outputs": [],
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"source": [
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"# define a dictionary and array that will be populated from our for loop below\n",
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"obs = dict({params: [] for params in params})\n",
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"station_names = []\n",
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"\n",
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"# only grab the first skyCover record related to a station \n",
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"new_station_id = True\n",
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"# cycle through all the data in the response\n",
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"for ob in response:\n",
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" avail_params = ob.getParameters()\n",
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" # if it has cloud information and is the first entry for this station id\n",
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" if \"skyCover\" in avail_params and new_station_id:\n",
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" # store the associated cloud cover int for the skyCover string\n",
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" obs['skyCover'].append(get_cloud_cover(ob.getString(\"skyCover\")))\n",
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" new_station_id = False\n",
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" elif \"stationName\" in avail_params:\n",
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" new_station_id=True\n",
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" # If we already have a record for this stationName, skip\n",
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" if ob.getString('stationName') not in station_names:\n",
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" station_names.append(ob.getString('stationName'))\n",
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" for param in single_value_params: \n",
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" if param in avail_params:\n",
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" if param == 'timeObs':\n",
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" obs[param].append(datetime.fromtimestamp(ob.getNumber(param)/1000.0))\n",
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" else:\n",
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" try:\n",
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" obs[param].append(ob.getNumber(param))\n",
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" except TypeError:\n",
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" obs[param].append(ob.getString(param))\n",
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" else:\n",
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" obs[param].append(None)"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"### Populate the Data Dictionary\n",
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"\n",
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"Next grab the variables out of the obs dictionary we just populated, attach correct units, (calculate their components, in the instance of wind) and put them into a new dictionary that we will hand the plotting function later."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 8,
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"metadata": {},
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"outputs": [],
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"source": [
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"data = dict()\n",
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"data['stid'] = np.array(obs['stationName'])\n",
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"data['latitude'] = np.array(obs['latitude'])\n",
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"data['longitude'] = np.array(obs['longitude'])\n",
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"data['air_temperature'] = np.array(obs['temperature'], dtype=float)* units.degC\n",
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"data['dew_point_temperature'] = np.array(obs['dewpoint'], dtype=float)* units.degC\n",
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"\n",
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"direction = np.array(obs['windDir'])\n",
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"direction[direction == -9999.0] = 'nan'\n",
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"\n",
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"u, v = wind_components(np.array(obs['windSpeed']) * units('knots'),\n",
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" direction * units.degree)\n",
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"data['eastward_wind'], data['northward_wind'] = u, v\n",
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"data['cloud_coverage'] = np.array(obs['skyCover'])"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"<a href=\"#top\">Top</a>\n",
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"\n",
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"---"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Plot the Data!\n",
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"\n",
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"Now we have all the data we need to create our plot! First we'll assign a projection and create our figure and axes.\n",
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"\n",
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"Next, we use Cartopy to add common features (land, ocean, lakes, borders, etc) to help give us a more contextual map of the United States to plot the METAR stations on. We create and add a title for our figure as well.\n",
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"\n",
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"Additionally, we use [MetPy's StationPlotLayout](https://unidata.github.io/MetPy/latest/api/generated/metpy.plots.StationPlotLayout.html) to instantiate a custom layout and define all the attributes we want displayed. We need to then set the data dictionary (containing all of our data values) on the custom layout so it knows what to draw.\n",
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"\n",
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"Finally, we display the plot!"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 9,
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"metadata": {},
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"outputs": [
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{
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"data": {
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"image/png": 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\n",
|
|
"text/plain": [
|
|
"<Figure size 1440x720 with 1 Axes>"
|
|
]
|
|
},
|
|
"metadata": {
|
|
"needs_background": "light"
|
|
},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"proj = ccrs.LambertConformal(central_longitude=-95, central_latitude=35,\n",
|
|
" standard_parallels=[35])\n",
|
|
"# Create the figure\n",
|
|
"fig = plt.figure(figsize=(20, 10))\n",
|
|
"ax = fig.add_subplot(1, 1, 1, projection=proj)\n",
|
|
"\n",
|
|
"# Add various map elements\n",
|
|
"ax.add_feature(cfeature.LAND)\n",
|
|
"ax.add_feature(cfeature.OCEAN)\n",
|
|
"ax.add_feature(cfeature.LAKES)\n",
|
|
"ax.add_feature(cfeature.COASTLINE)\n",
|
|
"ax.add_feature(cfeature.STATES)\n",
|
|
"ax.add_feature(cfeature.BORDERS, linewidth=2)\n",
|
|
"\n",
|
|
"# Set plot bounds\n",
|
|
"ax.set_extent((-118, -73, 23, 50))\n",
|
|
"ax.set_title(str(ob.getDataTime()) + \" | METAR | \" + edexServer)\n",
|
|
"\n",
|
|
"# Winds, temps, dewpoint, station id\n",
|
|
"custom_layout = StationPlotLayout()\n",
|
|
"custom_layout.add_barb('eastward_wind', 'northward_wind', units='knots')\n",
|
|
"custom_layout.add_value('NW', 'air_temperature', fmt='.0f', units='degF', color='darkred')\n",
|
|
"custom_layout.add_value('SW', 'dew_point_temperature', fmt='.0f', units='degF', color='darkgreen')\n",
|
|
"custom_layout.add_symbol('C', 'cloud_coverage', sky_cover)\n",
|
|
"\n",
|
|
"stationplot = StationPlot(ax, data['longitude'], data['latitude'], clip_on=True,\n",
|
|
" transform=ccrs.PlateCarree(), fontsize=10)\n",
|
|
"stationplot.plot_text((2, 0), data['stid'])\n",
|
|
"custom_layout.plot(stationplot, data)\n",
|
|
"\n",
|
|
"plt.show()"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"<a href=\"#top\">Top</a>\n",
|
|
"\n",
|
|
"---"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
|
"source": [
|
|
"## See Also\n",
|
|
"\n",
|
|
"- [Aviation Weather Center Static METAR Plots Information](https://www.aviationweather.gov/metar/help?page=plot)\n",
|
|
"\n",
|
|
"### Related Notebooks\n",
|
|
"\n",
|
|
"- [Grid Levels and Parameters](http://unidata.github.io/python-awips/examples/generated/Grid_Levels_and_Parameters.html)\n",
|
|
"- [Colored Surface Temperature Plot](http://unidata.github.io/python-awips/examples/generated/Colored_Surface_Temperature_Plot.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",
|
|
"- [IDataRequest](http://unidata.github.io/python-awips/api/IDataRequest.html)\n",
|
|
"- [DataAccessLayer.getGeometryData](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.utcnow()](https://docs.python.org/3/library/datetime.html?#datetime.datetime.utcnow)\n",
|
|
"- [datetime.timedelta](https://docs.python.org/3/library/datetime.html#timedelta-objects)\n",
|
|
"- [datetime.strftime() and datetime.strptime()](https://docs.python.org/3/library/datetime.html#strftime-and-strptime-behavior)\n",
|
|
"\n",
|
|
"**numpy:**\n",
|
|
"\n",
|
|
"- [np.array](https://numpy.org/doc/stable/reference/generated/numpy.array.html)\n",
|
|
"\n",
|
|
"**cartopy:**\n",
|
|
"\n",
|
|
"- [cartopy projection list](https://scitools.org.uk/cartopy/docs/v0.14/crs/projections.html?#cartopy-projection-list)\n",
|
|
"- [cartopy feature interface](https://scitools.org.uk/cartopy/docs/v0.14/matplotlib/feature_interface.html)\n",
|
|
"\n",
|
|
"**matplotlib:**\n",
|
|
"\n",
|
|
"- [matplotlib.pyplot()](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.html)\n",
|
|
"- [matplotlib.pyplot.figure()](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.figure.html)\n",
|
|
"- [matplotlib.pyplot.figure.add_subplot](https://matplotlib.org/stable/api/figure_api.html#matplotlib.figure.Figure.add_subplot)\n",
|
|
"- [ax.set_extent](https://matplotlib.org/stable/api/image_api.html?highlight=set_extent#matplotlib.image.AxesImage.set_extent)\n",
|
|
"- [ax.set_title](https://matplotlib.org/stable/api/_as_gen/matplotlib.axes.Axes.set_title.html)\n",
|
|
"\n",
|
|
"\n",
|
|
"**metpy:**\n",
|
|
"\n",
|
|
"- [metpy.calc.wind_components](https://unidata.github.io/MetPy/latest/api/generated/metpy.calc.wind_components.html)\n",
|
|
"- [metpy.plots.StationPlot()](https://unidata.github.io/MetPy/latest/api/generated/metpy.plots.StationPlot.html)\n",
|
|
"- [metpy.plots.StationPlotLayout()](https://unidata.github.io/MetPy/latest/api/generated/metpy.plots.StationPlotLayout.html)\n",
|
|
"- [metpy.units](https://unidata.github.io/MetPy/latest/api/generated/metpy.units.html)\n"
|
|
]
|
|
},
|
|
{
|
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"cell_type": "markdown",
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"metadata": {},
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"source": [
|
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"<a href=\"#top\">Top</a>\n",
|
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"\n",
|
|
"---"
|
|
]
|
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}
|
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],
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"metadata": {
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"display_name": "Python 3",
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"language_info": {
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"name": "ipython",
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"file_extension": ".py",
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"name": "python",
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"nbconvert_exporter": "python",
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"pygments_lexer": "ipython3",
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"toc": {
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"title_sidebar": "Contents",
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