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SSL.ipynb
{
"cells": [
{
"cell_type": "markdown",
"id": "fe0e1606-699a-4f1c-8348-209cf4ca84e6",
"metadata": {},
"source": [
"\n",
"# 🌍 Analyzing Sea Level Rise Using Earth Data in the Cloud\n",
"### This notebook is entirely based on Jinbo Wang's [tutorial](https://github.com/betolink/the-coding-club/blob/main/notebooks/Earthdata_webinar_20220727.ipynb)\n",
"\n",
"<img src=\"https://www.nasa.gov/sites/default/files/styles/full_width/public/thumbnails/image/sealevel_main-causes3-16.jpg?itok=XAqGqps1\" width=\"480px\" />\n",
"\n",
"**We are going to plot the orange line**\n"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "777f33ec-6c69-4d6c-a7f7-c0592d2af14d",
"metadata": {},
"outputs": [],
"source": [
"# We need to run this just one then restart the kernel (and clean the output) after installing the library\n",
"!pip install git+https://github.com/nsidc/earthdata.git@main"
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "adc12546-827a-4d14-b92e-cf10e3823231",
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"You're now authenticated with NASA Earthdata Login\n",
"Using token with expiration date: 09/26/2022\n"
]
}
],
"source": [
"from earthdata import Auth, Store, DataGranules, DataCollections\n",
"from pprint import pprint\n",
"\n",
"auth = Auth().login(strategy=\"netrc\")\n",
"# are we authenticated?\n",
"if not auth.authenticated:\n",
" # ask for credentials and persist them in a .netrc file\n",
" auth.login(strategy=\"interactive\", persist=True)\n",
"\n",
"# The Store class will let us download data from NASA directly\n",
"store = Store(auth)"
]
},
{
"cell_type": "markdown",
"id": "ac5cb775-ac1a-4bd8-9c47-0d1baaabd718",
"metadata": {
"tags": []
},
"source": [
"# Authentication in the cloud\n",
"\n",
"### If the collection is a cloud-hosted collection we can print the `summary()` and get the S3 credential endpoint. These S3 credentials are temporary and we can use them with third party libraries such as s3fs, boto3 or awscli."
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "9ecafd00-d5d5-4c10-99a8-5e48f2614407",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"{'cloud-info': {'Region': 'us-west-2',\n",
" 'S3BucketAndObjectPrefixNames': ['podaac-ops-cumulus-protected/ALTIKA_SARAL_L2_OST_XOGDR/',\n",
" 'podaac-ops-cumulus-public/ALTIKA_SARAL_L2_OST_XOGDR/'],\n",
" 'S3CredentialsAPIDocumentationURL': 'https://archive.podaac.earthdata.nasa.gov/s3credentialsREADME',\n",
" 'S3CredentialsAPIEndpoint': 'https://archive.podaac.earthdata.nasa.gov/s3credentials'},\n",
" 'concept-id': 'C2251465126-POCLOUD',\n",
" 'file-type': \"[{'Format': 'netCDF-4', 'FormatType': 'Native'}]\",\n",
" 'get-data': ['https://search.earthdata.nasa.gov/search/granules?p=C2251465126-POCLOUD',\n",
" 'https://cmr.earthdata.nasa.gov/virtual-directory/collections/C2251465126-POCLOUD'],\n",
" 'short-name': 'ALTIKA_SARAL_L2_OST_XOGDR',\n",
" 'version': 'f'}\n",
"None These data are near-real-time (NRT) (within 7-9 hours of measurement) sea surface height anomalies (SSHA) from the AltiKa altimeter onboard the Satellite with ARgos and ALtiKa (SARAL). SARAL is a French(CNES)/Indian(SARAL) collaborative mission to measure sea surface height using the Ka-band AltiKa altimeter and was launched February 25, 2013. The major difference between these data and the Operational Geophysical Data Record (OGDR) data produced by the project is that the orbit from SARAL has been adjusted using SSHA differences with those from the OSTM/Jason-2 GPS-OGDR-SSHA product at inter-satellite crossover locations. This produces a more accurate NRT orbit altitude for SARAL with accuracy of 1.5 cm (RMS), taking advantage of the 1 cm (radial RMS) accuracy of the GPS-based orbit used for the OSTM/Jason-2 GPS-OGDR-SSHA product. This dataset also contains all data from the project (reduced) OGDR, and improved altimeter wind speeds and sea state bias correction. More information on the SARAL mission can be found at: http://www.aviso.oceanobs.com/en/missions/current-missions/saral.html \n",
"\n",
"{'cloud-info': {'Region': 'us-west-2',\n",
" 'S3BucketAndObjectPrefixNames': ['podaac-ops-cumulus-protected/SEA_SURFACE_HEIGHT_ALT_GRIDS_L4_2SATS_5DAY_6THDEG_V_JPL1812/',\n",
" 'podaac-ops-cumulus-public/SEA_SURFACE_HEIGHT_ALT_GRIDS_L4_2SATS_5DAY_6THDEG_V_JPL1812/'],\n",
" 'S3CredentialsAPIDocumentationURL': 'https://archive.podaac.earthdata.nasa.gov/s3credentialsREADME',\n",
" 'S3CredentialsAPIEndpoint': 'https://archive.podaac.earthdata.nasa.gov/s3credentials'},\n",
" 'concept-id': 'C2036880672-POCLOUD',\n",
" 'file-type': \"[{'Format': 'netCDF-4', 'FormatType': 'Native'}]\",\n",
" 'get-data': ['https://cmr.earthdata.nasa.gov/virtual-directory/collections/C2036880672-POCLOUD',\n",
" 'https://search.earthdata.nasa.gov/search/granules?p=C2036880672-POCLOUD'],\n",
" 'short-name': 'SEA_SURFACE_HEIGHT_ALT_GRIDS_L4_2SATS_5DAY_6THDEG_V_JPL1812',\n",
" 'version': '1812'}\n",
"None These are gridded Sea Surface Height Anomalies (SSHA) above a mean sea surface, on 1/6th degree grid every 5 days. It contains the fully corrected heights, but delayed 3 months. The gridded data are derived from the SSHA data of TOPEX/Poseidon, Jason-1, Jason-2 and Jason-3 as reference data from the level 2 swath data found at https://podaac.jpl.nasa.gov/dataset/MERGED_TP_J1_OSTM_OST_CYCLES_V42, plus ERS-1, ERS-2, Envisat, SARAL-AltiKa, CRyosat-2, depending on the date, from the RADS database. The gridding is done by the kriging method. The date given in the data is the center of the 5 day window. \n",
"\n"
]
}
],
"source": [
"# We'll get 4 collections that match with our keywords\n",
"collections = DataCollections(auth).keyword(\"SEA SURFACE HEIGHT\").cloud_hosted(True).get(4)\n",
"\n",
"# Let's print 2 collections\n",
"for collection in collections[0:2]:\n",
" # pprint(collection.summary())\n",
" print(pprint(collection.summary()) , collection.abstract(), \"\\n\")"
]
},
{
"cell_type": "markdown",
"id": "d1a3afde-18a4-4bc0-9351-5a7b623c3780",
"metadata": {},
"source": [
"## A year of data \n",
"\n",
"Things to keep in mind:\n",
"\n",
"* this particular dataset has data until 2019\n",
"* this is a global dataset, each granule represents the whole world\n",
"* temporal coverage is 1 granule each 5 days"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "cffa7990-94cf-4efa-a788-8cdd9d0d0467",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"72\n"
]
}
],
"source": [
"granules = DataGranules().concept_id(\"C2036880672-POCLOUD\").temporal(\"2017-01\",\"2018-01\").get()\n",
"print(len(granules))"
]
},
{
"cell_type": "markdown",
"id": "f30fed42-2890-4d50-a57b-cf497c8fc57b",
"metadata": {},
"source": [
"## Working with the URLs directly\n",
"\n",
"If we chose, we can use `earthdata` to grab the file's URLs and then download them with another library (if we have a `.netrc` file configured with NASA's EDL credentials)\n",
"Getting the links to our data is quiet simple with the `data_links()` method on each of the results:"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "40fb1dd3-5392-4bd2-ad17-b16702604ae6",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"['https://archive.podaac.earthdata.nasa.gov/podaac-ops-cumulus-protected/SEA_SURFACE_HEIGHT_ALT_GRIDS_L4_2SATS_5DAY_6THDEG_V_JPL1812/ssh_grids_v1812_2017010412.nc']"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# on_prem is a bit misleading, the collection is cloud hosted, in this case the access can be done out of region \n",
"granules[0].data_links(access=\"onprem\")"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "a217ae0f-bc15-468f-b080-00ddc12814b9",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"['s3://podaac-ops-cumulus-protected/SEA_SURFACE_HEIGHT_ALT_GRIDS_L4_2SATS_5DAY_6THDEG_V_JPL1812/ssh_grids_v1812_2017010412.nc']"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"granules[0].data_links(access=\"direct\")"
]
},
{
"cell_type": "markdown",
"id": "90c59864-eef9-4728-9635-0175e60756a7",
"metadata": {},
"source": [
"## POC: streaming into xarray\n",
"\n",
"We can use `earthdata` to stream files directly into xarray, this will work well for cases where:\n",
"\n",
"* Data is in NetCDF/HDF5 format\n",
" * xarray can read bytes directly for remote datasets only with **`h5netcdf`** and **`scipy`** back-ends, if we deal with a format that won't be recognized by these 2 backends xarray will raise an exception.\n",
"* Data is not big data (multi TB)\n",
" * not fully tested with Dask distributed\n",
"* Data is gridded\n",
" * xarray works better with homogeneous coordinates, working with swath data will be cumbersome.\n",
"* Data is chunked using reasonable large sizes(1MB or more)\n",
" * If our files are chunked in small pieces the access time will be orders of magnitude bigger than just downloading the data and accessing it locally.\n",
" \n",
"Opening a year of SSH (SEA_SURFACE_HEIGHT_ALT_GRIDS_L4_2SATS_5DAY_6THDEG_V_JPL1812) data (1.1 GB approx) takes about 5 minutes using streaming when we access out of region(not in AWS)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "a874e56b-a5c0-4562-a865-15ae73b9df4d",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" Opening 26 granules, approx size: 0.4 GB\n",
"https://archive.podaac.earthdata.nasa.gov/s3credentials\n",
"https://archive.podaac.earthdata.nasa.gov/s3credentials\n"
]
},
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"SUBMITTING | : 0%| | 0/26 [00:00<?, ?it/s]"
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"CPU times: user 4.16 s, sys: 1.06 s, total: 5.22 s\n",
"Wall time: 30.5 s\n"
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
"Dimensions: (Time: 26, Longitude: 2160, nv: 2, Latitude: 960)\n",
"Coordinates:\n",
" * Longitude (Longitude) float32 0.08333 0.25 0.4167 ... 359.6 359.8 359.9\n",
" * Latitude (Latitude) float32 -79.92 -79.75 -79.58 ... 79.58 79.75 79.92\n",
" * Time (Time) datetime64[ns] 1993-05-05T12:00:00 ... 2018-05-04T12:...\n",
"Dimensions without coordinates: nv\n",
"Data variables:\n",
" Lon_bounds (Time, Longitude, nv) float32 dask.array&lt;chunksize=(1, 2160, 2), meta=np.ndarray&gt;\n",
" Lat_bounds (Time, Latitude, nv) float32 dask.array&lt;chunksize=(1, 960, 2), meta=np.ndarray&gt;\n",
" Time_bounds (Time, nv) datetime64[ns] dask.array&lt;chunksize=(1, 2), meta=np.ndarray&gt;\n",
" SLA (Time, Longitude, Latitude) float32 dask.array&lt;chunksize=(1, 2160, 960), meta=np.ndarray&gt;\n",
" SLA_ERR (Time, Longitude, Latitude) float32 dask.array&lt;chunksize=(1, 2160, 960), meta=np.ndarray&gt;\n",
"Attributes: (12/13)\n",
" Conventions: CF-1.6\n",
" ncei_template_version: NCEI_NetCDF_Grid_Template_v2.0\n",
" Institution: Jet Propulsion Laboratory\n",
" geospatial_lat_min: -79.916664\n",
" geospatial_lat_max: 79.916664\n",
" geospatial_lon_min: 0.083333336\n",
" ... ...\n",
" time_coverage_start: 1993-05-05\n",
" time_coverage_end: 1993-05-05\n",
" date_created: 2019-02-11T20:20:41.809201\n",
" version_number: 1812\n",
" summary: Sea level anomaly grids from altimeter data using...\n",
" title: Sea Level Anormaly Estimate based on Altimeter Data</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-5df742d0-597e-4546-9f92-afc32aad0e57' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5df742d0-597e-4546-9f92-afc32aad0e57' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>Time</span>: 26</li><li><span class='xr-has-index'>Longitude</span>: 2160</li><li><span>nv</span>: 2</li><li><span class='xr-has-index'>Latitude</span>: 960</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-a10ae90e-ee4e-402b-b782-de9ded42ef14' class='xr-section-summary-in' type='checkbox' checked><label for='section-a10ae90e-ee4e-402b-b782-de9ded42ef14' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>Longitude</span></div><div class='xr-var-dims'>(Longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.08333 0.25 0.4167 ... 359.8 359.9</div><input id='attrs-662b6c25-c24e-45b5-aaa0-d08f32ddbfca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-662b6c25-c24e-45b5-aaa0-d08f32ddbfca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51ef61d0-163f-4b48-9696-95514f422c55' class='xr-var-data-in' type='checkbox'><label for='data-51ef61d0-163f-4b48-9696-95514f422c55' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>point_spacing :</span></dt><dd>even</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>bounds :</span></dt><dd>Lon_bounds</dd></dl></div><div class='xr-var-data'><pre>array([8.333334e-02, 2.500000e-01, 4.166667e-01, ..., 3.595833e+02,\n",
" 3.597500e+02, 3.599167e+02], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>Latitude</span></div><div class='xr-var-dims'>(Latitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-79.92 -79.75 ... 79.75 79.92</div><input id='attrs-5d6c81ea-0724-429f-aa43-8a94bb4ef101' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5d6c81ea-0724-429f-aa43-8a94bb4ef101' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2b7b045b-4a21-4518-a623-161654075e28' class='xr-var-data-in' type='checkbox'><label for='data-2b7b045b-4a21-4518-a623-161654075e28' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>point_spacing :</span></dt><dd>even</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>bounds :</span></dt><dd>Lat_bounds</dd></dl></div><div class='xr-var-data'><pre>array([-79.916664, -79.75 , -79.583336, ..., 79.583336, 79.75 ,\n",
" 79.916664], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>Time</span></div><div class='xr-var-dims'>(Time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1993-05-05T12:00:00 ... 2018-05-...</div><input id='attrs-3e401e09-b3d0-437a-a356-35dbaccb6f35' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3e401e09-b3d0-437a-a356-35dbaccb6f35' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a692254a-f589-46f3-a3b6-d8c33780f5ef' class='xr-var-data-in' type='checkbox'><label for='data-a692254a-f589-46f3-a3b6-d8c33780f5ef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>bounds :</span></dt><dd>Time_bounds</dd><dt><span>axis :</span></dt><dd>T</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1993-05-05T12:00:00.000000000&#x27;, &#x27;1994-05-05T12:00:00.000000000&#x27;,\n",
" &#x27;1995-05-05T12:00:00.000000000&#x27;, &#x27;1996-05-04T12:00:00.000000000&#x27;,\n",
" &#x27;1997-05-04T12:00:00.000000000&#x27;, &#x27;1998-05-04T12:00:00.000000000&#x27;,\n",
" &#x27;1999-05-04T12:00:00.000000000&#x27;, &#x27;2000-05-03T12:00:00.000000000&#x27;,\n",
" &#x27;2001-05-03T12:00:00.000000000&#x27;, &#x27;2002-05-03T12:00:00.000000000&#x27;,\n",
" &#x27;2003-05-03T12:00:00.000000000&#x27;, &#x27;2004-05-02T12:00:00.000000000&#x27;,\n",
" &#x27;2005-05-02T12:00:00.000000000&#x27;, &#x27;2006-05-02T12:00:00.000000000&#x27;,\n",
" &#x27;2007-05-02T12:00:00.000000000&#x27;, &#x27;2008-05-01T12:00:00.000000000&#x27;,\n",
" &#x27;2009-05-01T12:00:00.000000000&#x27;, &#x27;2010-05-01T12:00:00.000000000&#x27;,\n",
" &#x27;2011-05-01T12:00:00.000000000&#x27;, &#x27;2012-05-05T12:00:00.000000000&#x27;,\n",
" &#x27;2013-05-05T12:00:00.000000000&#x27;, &#x27;2014-05-05T12:00:00.000000000&#x27;,\n",
" &#x27;2015-05-05T12:00:00.000000000&#x27;, &#x27;2016-05-04T12:00:00.000000000&#x27;,\n",
" &#x27;2017-05-04T12:00:00.000000000&#x27;, &#x27;2018-05-04T12:00:00.000000000&#x27;],\n",
" dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-40b5e9e3-83fc-4cca-afb5-5bf73c6869a3' class='xr-section-summary-in' type='checkbox' checked><label for='section-40b5e9e3-83fc-4cca-afb5-5bf73c6869a3' class='xr-section-summary' >Data variables: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>Lon_bounds</span></div><div class='xr-var-dims'>(Time, Longitude, nv)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 2160, 2), meta=np.ndarray&gt;</div><input id='attrs-c6c55d42-6bcf-482f-aee7-b4162b637555' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c6c55d42-6bcf-482f-aee7-b4162b637555' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf2befae-6792-49bc-ace0-a1c98e2fffdc' class='xr-var-data-in' type='checkbox'><label for='data-bf2befae-6792-49bc-ace0-a1c98e2fffdc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>comment :</span></dt><dd>longitude values at the west and east bounds of each pixel.</dd></dl></div><div class='xr-var-data'><table>\n",
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" <td> float32 </td>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Lat_bounds</span></div><div class='xr-var-dims'>(Time, Latitude, nv)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 960, 2), meta=np.ndarray&gt;</div><input id='attrs-8dce9265-7540-4b68-adb1-0879e92ec936' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8dce9265-7540-4b68-adb1-0879e92ec936' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9ba286d9-782f-4730-bca8-f806ddee2ee4' class='xr-var-data-in' type='checkbox'><label for='data-9ba286d9-782f-4730-bca8-f806ddee2ee4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>comment :</span></dt><dd>latitude values at the north and south bounds of each pixel.</dd></dl></div><div class='xr-var-data'><table>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SLA</span></div><div class='xr-var-dims'>(Time, Longitude, Latitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 2160, 960), meta=np.ndarray&gt;</div><input id='attrs-20f01d8b-bfd5-4f4c-b516-16157aa45ce0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-20f01d8b-bfd5-4f4c-b516-16157aa45ce0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1c60126e-274c-4fca-bd71-24cf62130853' class='xr-var-data-in' type='checkbox'><label for='data-1c60126e-274c-4fca-bd71-24cf62130853' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m</dd><dt><span>long_name :</span></dt><dd>Sea Level Anomaly Estimate</dd><dt><span>standard_name :</span></dt><dd>sea_surface_height_above_sea_level</dd><dt><span>alias :</span></dt><dd>sea_surface_height_above_sea_level</dd></dl></div><div class='xr-var-data'><table>\n",
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"</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-08594ff1-f7e7-43ed-84ef-0c20206b4624' class='xr-section-summary-in' type='checkbox' ><label for='section-08594ff1-f7e7-43ed-84ef-0c20206b4624' class='xr-section-summary' >Attributes: <span>(13)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>ncei_template_version :</span></dt><dd>NCEI_NetCDF_Grid_Template_v2.0</dd><dt><span>Institution :</span></dt><dd>Jet Propulsion Laboratory</dd><dt><span>geospatial_lat_min :</span></dt><dd>-79.916664</dd><dt><span>geospatial_lat_max :</span></dt><dd>79.916664</dd><dt><span>geospatial_lon_min :</span></dt><dd>0.083333336</dd><dt><span>geospatial_lon_max :</span></dt><dd>359.91666</dd><dt><span>time_coverage_start :</span></dt><dd>1993-05-05</dd><dt><span>time_coverage_end :</span></dt><dd>1993-05-05</dd><dt><span>date_created :</span></dt><dd>2019-02-11T20:20:41.809201</dd><dt><span>version_number :</span></dt><dd>1812</dd><dt><span>summary :</span></dt><dd>Sea level anomaly grids from altimeter data using Kriging interpolation, which gives best linear prediction based upon prior knowledge of covariance. </dd><dt><span>title :</span></dt><dd>Sea Level Anormaly Estimate based on Altimeter Data</dd></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (Time: 26, Longitude: 2160, nv: 2, Latitude: 960)\n",
"Coordinates:\n",
" * Longitude (Longitude) float32 0.08333 0.25 0.4167 ... 359.6 359.8 359.9\n",
" * Latitude (Latitude) float32 -79.92 -79.75 -79.58 ... 79.58 79.75 79.92\n",
" * Time (Time) datetime64[ns] 1993-05-05T12:00:00 ... 2018-05-04T12:...\n",
"Dimensions without coordinates: nv\n",
"Data variables:\n",
" Lon_bounds (Time, Longitude, nv) float32 dask.array<chunksize=(1, 2160, 2), meta=np.ndarray>\n",
" Lat_bounds (Time, Latitude, nv) float32 dask.array<chunksize=(1, 960, 2), meta=np.ndarray>\n",
" Time_bounds (Time, nv) datetime64[ns] dask.array<chunksize=(1, 2), meta=np.ndarray>\n",
" SLA (Time, Longitude, Latitude) float32 dask.array<chunksize=(1, 2160, 960), meta=np.ndarray>\n",
" SLA_ERR (Time, Longitude, Latitude) float32 dask.array<chunksize=(1, 2160, 960), meta=np.ndarray>\n",
"Attributes: (12/13)\n",
" Conventions: CF-1.6\n",
" ncei_template_version: NCEI_NetCDF_Grid_Template_v2.0\n",
" Institution: Jet Propulsion Laboratory\n",
" geospatial_lat_min: -79.916664\n",
" geospatial_lat_max: 79.916664\n",
" geospatial_lon_min: 0.083333336\n",
" ... ...\n",
" time_coverage_start: 1993-05-05\n",
" time_coverage_end: 1993-05-05\n",
" date_created: 2019-02-11T20:20:41.809201\n",
" version_number: 1812\n",
" summary: Sea level anomaly grids from altimeter data using...\n",
" title: Sea Level Anormaly Estimate based on Altimeter Data"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"%%time\n",
"import xarray as xr\n",
"\n",
"granules = []\n",
"\n",
"# we just grab 1 granule from May for each year of the dataset\n",
"for year in range(1990, 2019):\n",
" granule = DataGranules().concept_id(\"C2036880672-POCLOUD\").temporal(f\"{year}-05\", f\"{year}-06\").get(1)\n",
" if len(granule)>0:\n",
" granules.append(granule[0])\n",
"\n",
"ds = xr.open_mfdataset(store.open(granules), chunks={})\n",
"ds"
]
},
{
"cell_type": "markdown",
"id": "786efff1-91d7-4960-8063-f5626f96bcde",
"metadata": {},
"source": [
"## Plotting "
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "381d255f-60b3-4464-884a-436cda1f69b2",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.collections.QuadMesh at 0x7f9c1bda9250>"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 1008x432 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"ds.SLA.where((ds.SLA>=0) & (ds.SLA < 10)).mean('Time').plot(figsize=(14,6), x='Longitude', y='Latitude')"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "5bc02507-629d-4c26-abcb-5355b50c766f",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"(1, 960)\n"
]
}
],
"source": [
"from pyproj import Geod\n",
"import numpy as np\n",
"\n",
"def ssl_area(lats):\n",
" \"\"\"\n",
" Calculate the area associated with a 1/6 by 1/6 degree box at latitude specified in 'lats'.\n",
" \n",
" Parameter\n",
" ==========\n",
" lats: a list or numpy array of size N the latitudes of interest. \n",
" \n",
" Return\n",
" =======\n",
" out: Array (N) area values (unit: m^2)\n",
" \"\"\"\n",
" # Define WGS84 as CRS:\n",
" geod = Geod(ellps='WGS84')\n",
" dx=1/12.0\n",
" # TODO: explain this\n",
" c_area=lambda lat: geod.polygon_area_perimeter(np.r_[-dx,dx,dx,-dx], lat+np.r_[-dx,-dx,dx,dx])[0]\n",
" out=[]\n",
" for lat in lats:\n",
" out.append(c_area(lat))\n",
" return np.array(out)\n",
"\n",
"ssh_area = ssl_area(ds.Latitude.data).reshape(1,-1)\n",
"print(ssh_area.shape)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "fb170068-cefb-4c16-b146-0ecbd2e603ad",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 1.68 s, sys: 104 ms, total: 1.79 s\n",
"Wall time: 1.16 s\n"
]
},
{
"data": {
"text/plain": [
"[<matplotlib.lines.Line2D at 0x7f9c126d0ee0>]"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 576x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"%%time\n",
"\n",
"import numpy as np\n",
"\n",
"def global_mean(SLA, **kwargs):\n",
" dout=((SLA*ssh_area).sum()/(SLA/SLA*ssh_area).sum())\n",
" return dout\n",
"\n",
"result = ds.SLA.groupby('Time').apply(global_mean)\n",
"\n",
"\n",
"result.plot(color=\"red\", marker=\"o\",figsize=(8,4))"
]
}
],
"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": "3.9.13"
}
},
"nbformat": 4,
"nbformat_minor": 5
}
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