{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Using Intake-ESM to Analyze Data from CESM2-LE\n", "\n", "In mid June, the [CESM2 Large Ensemble](https://www.cesm.ucar.edu/projects/community-projects/LENS2/) dataset was made available to the public. This model was run in collaboration with the [IBS Center for Climate Physics](https://ibsclimate.org/) and the [National Center for Atmospheric Research](https://ncar.ucar.edu/) This dataset includes 100 ensemble members, at one degree spatial resolution, with each ensemble member including data from 1850 to 2100. If you are interested in learning more about how this ensemble was setup, be sure to check out [the main webpage](https://www.cesm.ucar.edu/projects/community-projects/LENS2/) or read the pre-print of [Rodgers et al. 2021](https://esd.copernicus.org/preprints/esd-2021-50/) which describes this dataset in detail.\n", "\n", "## Main Challenge\n", "\n", "One of these challenges with this dataset is dealing with the massive amount of output. The data are available through the [NCAR Climate Data Gateway](https://www.cesm.ucar.edu/projects/community-projects/LENS2/data-sets.html) and via the [IBS OpenDAP Server](https://climatedata.ibs.re.kr/data/cesm2-lens). There is also a subset of the dataset available on the GLADE file system on NCAR HPC resources available within the directory `/glade/campaign/cgd/cesm/CESM2-LE/timeseries/`. \n", "\n", "Through these traditional file-access methods, one would need to scroll through and find one or a few of the **millions** of files produced by the model. Fortunately, this dataset has been catalogued, available using the [`Intake-esm`](https://intake-esm.readthedocs.io/en/latest/) package, which enables one to query the data, and read into a dictionary of `xarray.Datasets`, preventing the user from having to setup the concatenation and file search themselves.\n", "\n", "Within the [intake-esm FAQ](https://intake-esm.readthedocs.io/en/latest/supplemental-guide/faq.html) section, there is a list of existing catalogs, as shown below:\n", "\n", "![intake-esm catalogs](../images/intake_esm_catalogs.png)\n", "\n", "At the top of the [\"Is there a list of existing catalogs\"](https://intake-esm.readthedocs.io/en/latest/supplemental-guide/faq.html) section, you can see the `CMIP6-GLADE` catalog, which includes:\n", "* Description of the catalog\n", "* Platform\n", "* Catalog path or url\n", "* Data format\n", "* Documentation page\n", "\n", "---\n", "\n", "For the CESM2-LE Catalog, we see:\n", "\n", "**CESM2-LE-GLADE**\n", "\n", "* Description: ESM collection for the CESM2 LENS data stored on GLADE in /glade/campaign/cgd/cesm/CESM2-LE/timeseries\n", "* Platform: NCAR-GLADE\n", "* Catalog path or url: /glade/collections/cmip/catalog/intake-esm-datastore/catalogs/glade-cesm2-le.json\n", "* Data Format: netCDF\n", "* Documentation Page: https://www.cesm.ucar.edu/projects/community-projects/LENS2/\n", "\n", "We are **most interested** in the catalog path here" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Using the Catalog\n", "\n", "Now that we found the catalog file, and see that it is the dataset we are interested in, we can start our analysis!\n", "\n", "### Imports" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "import intake\n", "import matplotlib.pyplot as plt\n", "import xarray as xr\n", "from distributed import Client\n", "from ncar_jobqueue import NCARCluster" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Spin up our Dask Cluster" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Create our NCAR Cluster - which uses PBSCluster under the hood\n", "cluster = NCARCluster()\n", "\n", "# Spin up 20 workers\n", "cluster.scale(20)\n", "\n", "# Assign the cluster to our Client\n", "client = Client(cluster)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
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\n", " " ], "text/plain": [ "" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "client" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Read in the data catalog\n", "\n", "As mentioned before, we use the catalog path `/glade/collections/cmip/catalog/intake-esm-datastore/catalogs/glade-cesm2-le.json`" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/glade/u/home/mgrover/miniconda3/envs/hires-marbl/lib/python3.7/site-packages/IPython/core/interactiveshell.py:3437: DtypeWarning: Columns (8,9) have mixed types.Specify dtype option on import or set low_memory=False.\n", " exec(code_obj, self.user_global_ns, self.user_ns)\n" ] } ], "source": [ "cat = intake.open_esm_datastore(\n", " '/glade/collections/cmip/catalog/intake-esm-datastore/catalogs/glade-cesm2-le.json'\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's take a second to investigate the catalog - each file on disk represents an `asset`, which means that there are over 4 **million** files within the `/glade/campaign/cgd/cesm/CESM2-LE/timeseries/` directory" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

glade-cesm2-le catalog with 72114 dataset(s) from 4751677 asset(s):

\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
unique
component6
stream25
case36
member_id90
experiment2
forcing_variant2
control_branch_year14
variable1868
start_time184
end_time185
time_range192
long_name1721
units181
vertical_levels1
frequency7
path4751677
experiment_id180
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" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cat" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Querying for our desired variable\n", "In this case, we are interested in the surface temperature in Boulder, Colorado. There are **numerous** temperature variables in the dataset, we can search for all the `long_names` from atmospheric output.\n", "\n", "We can use the wildcard here `*` to look for where both captial and lowercase `temperature` show up in the `long_name`" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['sea surface temperature',\n", " 'Minimum reference height temperature over output period',\n", " 'Tropopause Temperature', 'Reference height temperature',\n", " 'Total temperature tendency',\n", " 'Minimum surface temperature over output period',\n", " 'Temperature tendency',\n", " 'Maximum reference height temperature over output period',\n", " 'Temperature', 'Maximum surface temperature over output period',\n", " 'Potential Temperature', 'Temperature Variance',\n", " 'Surface temperature (radiative)',\n", " 'Temperature at 700 mbar pressure surface',\n", " 'Temperature at 700 mbar pressure surface',\n", " 'Temperature at 200 mbar pressure surface',\n", " 'Temperature at 200 mbar pressure surface',\n", " 'Temperature at 1000 mbar pressure surface',\n", " 'Temperature at 100 mbar pressure surface',\n", " 'Temperature at 50 mbar pressure surface',\n", " 'Temperature at 500 mbar pressure surface',\n", " 'Temperature at 500 mbar pressure surface',\n", " 'Lowest model level temperature',\n", " 'Temperature at 10 mbar pressure surface',\n", " 'Temperature at 850 mbar pressure surface',\n", " 'Temperature at 850 mbar pressure surface'], dtype=object)" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cat.search(component='atm', long_name=['temperature*', 'Temperature*']).df.long_name.unique()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Query and Subset our Catalog\n", "Let's go with `Lowest model level temperature` since this represents the closest to the surface without being at the **actual** surface of the earth. We pass the `component` and `long_name` into the query, which reduces the number of datasets to 8!" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "subset = cat.search(component='atm', long_name='Lowest model level temperature')" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "

glade-cesm2-le catalog with 8 dataset(s) from 1032 asset(s):

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unique
component1
stream1
case8
member_id40
experiment2
forcing_variant1
control_branch_year4
variable1
start_time26
end_time26
time_range26
long_name1
units1
vertical_levels1
frequency1
path1032
experiment_id80
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" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "subset" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Read in using `.to_dataset_dict()`\n", "\n", "We include the additional `dask.config.set()` to help with splitting up large chunks when reading in" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "--> The keys in the returned dictionary of datasets are constructed as follows:\n", "\t'component.experiment.stream.forcing_variant.control_branch_year.variable'\n" ] }, { "data": { "text/html": [ "\n", "
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\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "with dask.config.set(**{'array.slicing.split_large_chunks': True}):\n", " dsets = subset.to_dataset_dict()" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "dict_keys(['atm.historical.cam.h1.smbb.1231.TBOT', 'atm.historical.cam.h1.smbb.1251.TBOT', 'atm.ssp370.cam.h1.smbb.1281.TBOT', 'atm.historical.cam.h1.smbb.1301.TBOT', 'atm.ssp370.cam.h1.smbb.1251.TBOT', 'atm.ssp370.cam.h1.smbb.1301.TBOT', 'atm.historical.cam.h1.smbb.1281.TBOT', 'atm.ssp370.cam.h1.smbb.1231.TBOT'])" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dsets.keys()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's take a look at the keys - these are defined by the `groupby` attributes in the catalog. The groupby attributes in this case are:\n", "\n", "`component.experiment.stream.forcing_variant.control_branch_year.variable`\n", "* Component - which component this output is from (ex. atm represents the atmosphere)\n", "* Experiment - which experiment this is from, in this case, this is `ssp370` which is one of the CMIP6 future experiments\n", "* Stream - which stream this output is from, in this case, this is `cam.h1`, which represents daily output\n", "* Control Branch Year - which year the ensemble branched off from, these are described within the [CESM2-LE documentation page](https://www.cesm.ucar.edu/projects/community-projects/LENS2/)\n", "* Variable - which variable you are working with\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Define a helper function which subsets the data, groups by year, and returns the data array" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [], "source": [ "def subset_ds(ds):\n", " # Subset for TBOT and choose Boulder, Colorado's lat and lon and convert to degC\n", " da = ds.TBOT.sel(lat=40.015, lon=-105.2705, method='nearest') - 273.15\n", " da = da.groupby('time.year').mean()\n", "\n", " # Make sure that time is the format of a string\n", " da['year'] = da.year.astype(int)\n", "\n", " return da" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Look at one of the datasets" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [], "source": [ "ds = dsets['atm.ssp370.cam.h1.smbb.1301.TBOT']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Apply our function" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "da = subset_ds(ds)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plot our Results!" ] }, { "cell_type": "code", "execution_count": 51, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Setup the figure\n", "fig = plt.figure(figsize=(12, 8))\n", "ax = plt.subplot(111)\n", "\n", "# Loop through and plot each member_id\n", "for member_id in da.member_id.values:\n", " da.sel(member_id=member_id).plot(ax=ax, label=member_id)\n", "\n", "# Limit the axis from 2015 to 2100\n", "plt.xlim(2015, 2100)\n", "\n", "# Increase the ticksize\n", "plt.xticks(fontsize=14)\n", "plt.yticks(fontsize=14)\n", "\n", "# Add some labels and increase the size\n", "plt.xlabel('Year', fontsize=16)\n", "plt.ylabel('Temperature (degC)', fontsize=16)\n", "\n", "# Add a legend\n", "plt.legend(title='Member IDs', fontsize=12)\n", "\n", "# Add a title\n", "plt.title(\n", " 'Experiment: SSP370 \\n Forcing Variant: Smoothed Biomass \\n Control Branch Year: 1301 \\n 2015 - 2100',\n", " fontsize=20,\n", ");" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conclusion\n", "While this was a generally simple analysis, I hope this helps you see how powerful `intake-esm` can be when working with large datasets such as the CESM2-Large Ensemble!" ] } ], "metadata": { "author": "Max Grover", "date": "2021-08-06", "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": "3.8.5" }, "tags": "intake,cesm,cesm2-le", "title": "Using Intake-ESM to Analyze Data from CESM2-LE " }, "nbformat": 4, "nbformat_minor": 5 }