espresso_test.ipynb

{
 "worksheets": [
  {
   "cells": [
    {
     "metadata": {},
     "cell_type": "code",
     "input": "import iris\nimport pytz\nfrom datetime import datetime, timedelta\n\nfrom utilities import CF_names\n\nstop = datetime(2014, 7, 7, 12)\nstop = stop.replace(tzinfo=pytz.utc)\nstart = stop - timedelta(days=7)\n\nbbox = [-87.40, 24.25, -74.70, 36.70]\n\nname_list = CF_names['sea_water_temperature']\n\nunits = iris.unit.Unit('celsius')",
     "prompt_number": 1,
     "outputs": [],
     "language": "python",
     "trusted": true,
     "collapsed": false
    },
    {
     "metadata": {},
     "cell_type": "code",
     "input": "import warnings\nfrom utilities import quick_load_cubes, proc_cube\n\nurl = (\"http://tds.marine.rutgers.edu/thredds/dodsC/roms/espresso/2013_da/his_Best/\"\n       \"ESPRESSO_Real-Time_v2_History_Best_Available_best.ncd\")\n\nwith warnings.catch_warnings():\n    warnings.simplefilter(\"ignore\")  # Suppress iris warnings.\n    cube = quick_load_cubes(url, name_list, callback=None, strict=True)\n    cube = proc_cube(cube, bbox=bbox, time=(start, stop), units=units)",
     "prompt_number": 2,
     "outputs": [],
     "language": "python",
     "trusted": true,
     "collapsed": false
    },
    {
     "metadata": {},
     "cell_type": "code",
     "input": "import numpy.ma as ma\nc = cube[-1, -1, ...]\n\nc.data = ma.masked_invalid(c.data)",
     "prompt_number": 3,
     "outputs": [],
     "language": "python",
     "trusted": true,
     "collapsed": false
    },
    {
     "metadata": {},
     "cell_type": "code",
     "input": "%matplotlib inline\nimport cartopy.crs as ccrs\nimport matplotlib.pyplot as plt\nfrom cartopy.feature import NaturalEarthFeature\nfrom cartopy.mpl.gridliner import LONGITUDE_FORMATTER, LATITUDE_FORMATTER\n\nstates = NaturalEarthFeature(category='cultural', scale='50m', facecolor='none',\n                             name='admin_1_states_provinces_shp')\n\ndef make_map(projection=ccrs.PlateCarree()):\n    fig, ax = plt.subplots(figsize=(8, 6),\n                           subplot_kw=dict(projection=projection))\n    ax.coastlines(resolution='50m')\n    gl = ax.gridlines(draw_labels=True)\n    gl.xlabels_top = gl.ylabels_right = False\n    gl.xformatter = LONGITUDE_FORMATTER\n    gl.yformatter = LATITUDE_FORMATTER\n    return fig, ax",
     "prompt_number": 4,
     "outputs": [],
     "language": "python",
     "trusted": true,
     "collapsed": false
    },
    {
     "metadata": {},
     "cell_type": "code",
     "input": "lon = c.coord(axis='X').points\nlat = c.coord(axis='Y').points\n\nextent = (lon.min(), lon.max(),\n          lat.min(), lat.max())\n\n\nfig, ax = make_map()\nax.set_extent(extent)\ncs = ax.pcolormesh(lon, lat, c.data)\nax.plot(-76.67, 34.72, 'k*')\n_ = ax.add_feature(states, edgecolor='gray')",
     "prompt_number": 5,
     "outputs": [
      {
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LFmAwGAgLC0NRlFsm0L3ENbLlKZGooNPpWLt2LXl5eRQWFtKiRYvrbikYjUa2b9/On3/+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gVF27YRt2ULqYWFZBYW0mzXLpqVlBBr/Z+1ApZkZjKjUyfCHTtSU15O65kz6bNiBQ1TIdnrF7/q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\ns4lTvYbvnH1xy1M13eqRn0KXn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       "text": "<matplotlib.figure.Figure at 0x7f68056bce90>",
       "output_type": "display_data",
       "metadata": {}
      }
     ],
     "language": "python",
     "trusted": true,
     "collapsed": false
    },
    {
     "metadata": {},
     "cell_type": "code",
     "input": "import mplleaflet\n\n\nfig, ax = plt.subplots()\ncs = ax.pcolormesh(lon, lat, c.data)\n\nax.plot(-76.67, 34.72, 'k*')\nmplleaflet.display(fig)",
     "prompt_number": 6,
     "outputs": [
      {
       "text": "<IPython.core.display.HTML at 0x7f67d80d0fd0>",
       "html": "<head>\n  <link rel=\"stylesheet\" href=\"http://cdn.leafletjs.com/leaflet-0.7.1/leaflet.css\" />\n  <script src=\"http://cdn.leafletjs.com/leaflet-0.7.1/leaflet.js\"></script>\n  <style>\n    .leaflet-container .leaflet-tile {\n       margin: 0;\n    }\n    #mape36e674c1f5148cdbfe66045661b36a7 {\n      height:320.0px;\n    }\n  </style> \n</head>\n<body>\n  <div id=\"mape36e674c1f5148cdbfe66045661b36a7\"></div>\n<script text=\"text/javascript\">\nfunce36e674c1f5148cdbfe66045661b36a7 = function() {\nvar map = L.map('mape36e674c1f5148cdbfe66045661b36a7');\nL.tileLayer(\n  \"http://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png\",\n  {maxZoom:19, attribution: '<a href=\"https://github.com/jwass/mplleaflet\">mplleaflet</a> | Map data (c) <a href=\"http://openstreetmap.org\">OpenStreetMap</a> contributors'}).addTo(map);\nvar gjData = {\"type\": \"FeatureCollection\", \"features\": [{\"geometry\": {\"type\": \"Point\", \"coordinates\": [-76.670000000000002, 34.719999999999999]}, 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