{ "cells": [ { "cell_type": "markdown", "id": "1728a25c-6bba-46c2-a9d4-c2f1e7696914", "metadata": {}, "source": [ "# Analyzing and visualizing CAM-SE output in Python\n", "\n", "## Overview\n", "\n", "We demonstrate a variety of options for analyzing and visualizing output from the Community Atmosphere Model (CAM) with the spectral element (SE) grid in Python. This notebook was developed for the ESDS [Collaborative Work Time on Unstructured Grids](https://ncar.github.io/esds/posts/2023/unstructured-grid-collab-1/), which took place on April 17, 2023. A recap of the related CAM-SE discussion can be found [here](https://ncar.github.io/esds/posts/2023/unstructured-grid-collab-1/#katie-dagon-cgd).\n", "\n", "## Contents\n", "1. [Regrid CAM-SE output using map file](#section1)\n", "2. [Use a CAM-SE remap function to scale up](#section2)\n", "3. [Regrid CAM-SE output using xESMF](#section3)\n", "4. [Direct sparse matrix multiply-add](#section4)" ] }, { "cell_type": "markdown", "id": "d2e28c5e-becf-4c5d-a7f7-e578a6212b96", "metadata": {}, "source": [ "## Imports" ] }, { "cell_type": "code", "execution_count": 1, "id": "5449ce5a-74ec-4312-92e7-3ec4653a0cbf", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "sys : 3.10.10 | packaged by conda-forge | (main, Mar 24 2023, 20:08:06) [GCC 11.3.0]\n", "xesmf : 0.7.1\n", "distributed : 2023.4.1\n", "json : 2.0.9\n", "ncar_jobqueue: 2021.4.14\n", "xarray : 2023.3.0\n", "numpy : 1.23.5\n", "scipy : 1.10.1\n", "opt_einsum : 3.3.0\n", "\n" ] } ], "source": [ "%load_ext watermark\n", "\n", "import distributed\n", "import ncar_jobqueue\n", "import numpy as np\n", "import opt_einsum\n", "import scipy as sp\n", "import xarray as xr\n", "import xesmf\n", "\n", "%watermark -iv" ] }, { "cell_type": "markdown", "id": "724159c5-1ef1-4828-b820-f71dd1a626ac", "metadata": {}, "source": [ "## Spin up a Cluster" ] }, { "cell_type": "code", "execution_count": 2, "id": "63bdae88-aaf2-46e9-ba1d-b7c753e08c26", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ "PBSCluster(3d08bca5, 'tcp://10.12.206.45:39748', workers=0, threads=0, memory=0 B)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cluster = ncar_jobqueue.NCARCluster()\n", "cluster" ] }, { "cell_type": "markdown", "id": "d5467928-2637-413d-9c05-5f152be5d271", "metadata": {}, "source": [ "### Distributed client with adaptive scaling" ] }, { "cell_type": "code", "execution_count": 3, "id": "6e3cd69e-8312-4635-882c-e66506235611", "metadata": {}, "outputs": [], "source": [ "client = distributed.Client(cluster)\n", "cluster.adapt(minimum_jobs=1, maximum_jobs=4);" ] }, { "cell_type": "code", "execution_count": 4, "id": "e23060f9-751e-4f7d-8849-03340552d592", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "client" ] }, { "cell_type": "markdown", "id": "18ddd93f-de81-44d4-8376-f6081eb0a63f", "metadata": {}, "source": [ "## Set CAM-SE output location and map file\n", "Here we are using 3-hourly surface temperature (TS) output from a historical simulation using the ne120 grid (0.25deg resolution)." ] }, { "cell_type": "code", "execution_count": 5, "id": "299263fb-f047-47bc-bcde-ecf7dde87839", "metadata": {}, "outputs": [], "source": [ "data_path = '/glade/campaign/cgd/ccr/jet/nanr_forKatie/3hrly/b.e13.B20TRC5CN.ne120_g16.003/'\n", "data_file = 'b.e13.B20TRC5CN.ne120_g16.003.cam.h4.TS.2000010100Z-2000123121Z.nc' # TS file is 3-hourly avg for year 2000" ] }, { "cell_type": "markdown", "id": "af0fad8e-9782-4f5f-8e74-2d1fef26afe0", "metadata": {}, "source": [ "The map file is a set of weights that is used to remap the CAM-SE unstructured output to a regular latitude by longitude grid. This particular map file uses bilinear interpolation.\n", "\n", "[ESMF_RegridWeightGen](https://earthsystemmodeling.org/docs/release/ESMF_8_0_1/ESMF_refdoc/node3.html#SECTION03020000000000000000) is a tool that can be used to generate map files, and [this ESMPy tutorial](https://earthsystemmodeling.org/esmpy_doc/release/latest/html/examples.html#regridding) has additional information on creating these files." ] }, { "cell_type": "code", "execution_count": 6, "id": "bf8cddb5-92c5-4240-925d-b8790af83c7c", "metadata": {}, "outputs": [], "source": [ "map_path = '/glade/campaign/cgd/amp/jet/ClimateNet/data_processing/maps/'\n", "map_file = 'map_ne120_to_0.23x0.31_bilinear.nc'" ] }, { "cell_type": "markdown", "id": "9ff91abf-67f1-40fa-8102-320b0f4b6644", "metadata": { "tags": [] }, "source": [ "\n", "## 1. Regrid CAM-SE output using map file\n", "\n", "This method aims to produce a Python-based alternative to the [ncremap](https://nco.sourceforge.net/nco.html#ncremap-netCDF-Remapper) tool from the [NCO package](https://nco.sourceforge.net/nco.html). The benefits of this method could include remapping within a Python script or notebook, for example to visualize unstructured data without having to write a netCDF file, remap, and read it back in. See related discussion from [this issue](https://github.com/UXARRAY/uxarray/issues/183#issuecomment-1343388433) in the UXarray github repository, and [this example notebook](https://uxarray.readthedocs.io/en/latest/examples/005-to-geodataframe-for-holoviz.html) with visualization examples from the UXarray documentation." ] }, { "cell_type": "markdown", "id": "0799529c-bc17-4236-ad90-ee8415f4994a", "metadata": { "tags": [] }, "source": [ "### Read in map file (weights)" ] }, { "cell_type": "code", "execution_count": 7, "id": "ff8715c3-a1cf-48b3-9b16-ef8b383521d6", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:        (src_grid_rank: 1, dst_grid_rank: 2, n_a: 777602,\n",
       "                    n_b: 884736, nv_a: 3, nv_b: 4, n_s: 2654208)\n",
       "Dimensions without coordinates: src_grid_rank, dst_grid_rank, n_a, n_b, nv_a,\n",
       "                                nv_b, n_s\n",
       "Data variables: (12/19)\n",
       "    src_grid_dims  (src_grid_rank) int32 ...\n",
       "    dst_grid_dims  (dst_grid_rank) int32 ...\n",
       "    yc_a           (n_a) float64 ...\n",
       "    yc_b           (n_b) float64 ...\n",
       "    xc_a           (n_a) float64 ...\n",
       "    xc_b           (n_b) float64 ...\n",
       "    ...             ...\n",
       "    area_b         (n_b) float64 ...\n",
       "    frac_a         (n_a) float64 ...\n",
       "    frac_b         (n_b) float64 ...\n",
       "    col            (n_s) int32 ...\n",
       "    row            (n_s) int32 ...\n",
       "    S              (n_s) float64 ...\n",
       "Attributes:\n",
       "    title:               ESMF Offline Regridding Weight Generator\n",
       "    normalization:       destarea\n",
       "    map_method:          Bilinear remapping\n",
       "    ESMF_regrid_method:  Bilinear\n",
       "    conventions:         NCAR-CSM\n",
       "    domain_a:            /glade/p/cgd/ccr/people/nanr/mapfiles/ne120.nc\n",
       "    domain_b:            /glade/p/cgd/ccr/people/nanr/mapfiles/0.23x0.31.nc\n",
       "    grid_file_src:       /glade/p/cgd/ccr/people/nanr/mapfiles/ne120.nc\n",
       "    grid_file_dst:       /glade/p/cgd/ccr/people/nanr/mapfiles/0.23x0.31.nc\n",
       "    CVS_revision:        6.3.0r
" ], "text/plain": [ "\n", "Dimensions: (src_grid_rank: 1, dst_grid_rank: 2, n_a: 777602,\n", " n_b: 884736, nv_a: 3, nv_b: 4, n_s: 2654208)\n", "Dimensions without coordinates: src_grid_rank, dst_grid_rank, n_a, n_b, nv_a,\n", " nv_b, n_s\n", "Data variables: (12/19)\n", " src_grid_dims (src_grid_rank) int32 ...\n", " dst_grid_dims (dst_grid_rank) int32 ...\n", " yc_a (n_a) float64 ...\n", " yc_b (n_b) float64 ...\n", " xc_a (n_a) float64 ...\n", " xc_b (n_b) float64 ...\n", " ... ...\n", " area_b (n_b) float64 ...\n", " frac_a (n_a) float64 ...\n", " frac_b (n_b) float64 ...\n", " col (n_s) int32 ...\n", " row (n_s) int32 ...\n", " S (n_s) float64 ...\n", "Attributes:\n", " title: ESMF Offline Regridding Weight Generator\n", " normalization: destarea\n", " map_method: Bilinear remapping\n", " ESMF_regrid_method: Bilinear\n", " conventions: NCAR-CSM\n", " domain_a: /glade/p/cgd/ccr/people/nanr/mapfiles/ne120.nc\n", " domain_b: /glade/p/cgd/ccr/people/nanr/mapfiles/0.23x0.31.nc\n", " grid_file_src: /glade/p/cgd/ccr/people/nanr/mapfiles/ne120.nc\n", " grid_file_dst: /glade/p/cgd/ccr/people/nanr/mapfiles/0.23x0.31.nc\n", " CVS_revision: 6.3.0r" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "weights = xr.open_dataset(map_path + map_file)\n", "weights" ] }, { "cell_type": "markdown", "id": "a4928e2f-cc2f-4c4e-90cb-e2d11f858ccb", "metadata": { "tags": [] }, "source": [ "### Make source / destination grids" ] }, { "cell_type": "code", "execution_count": 8, "id": "51cddc82-4ce5-462f-8f19-4d4245bcb853", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Src grid dims: [777602], dst grid dims: [1152 768]\n", "Map contains 884736 rows, 777602 cols and 2654208 nnz values\n" ] } ], "source": [ "srclat = weights['yc_a']\n", "srclon = weights['xc_a']\n", "dstlat = weights['yc_b']\n", "dstlon = weights['xc_b']\n", "src_grid_dims = weights['src_grid_dims'].values\n", "dst_grid_dims = weights['dst_grid_dims'].values\n", "\n", "print(f\"Src grid dims: {src_grid_dims}, dst grid dims: {dst_grid_dims}\")\n", "\n", "n_a = weights['n_a'].size # col dimension\n", "n_b = weights['n_b'].size # row dimension\n", "n_s = weights['n_s'].size # nnz dimension\n", "\n", "print(f\"Map contains {n_b} rows, {n_a} cols and {n_s} nnz values\")\n", "\n", "rows = weights['row'][:] - 1 # row indices (1-based)\n", "cols = weights['col'][:] - 1 # col indices (1-based)\n", "nnzvals = weights['S'][:] # nnz map values" ] }, { "cell_type": "markdown", "id": "f15d2431-808d-45dc-a1b4-b66429fd6d48", "metadata": { "tags": [] }, "source": [ "### Create sparse matrix map" ] }, { "cell_type": "code", "execution_count": 9, "id": "246a1033-809c-473e-859d-161a913eaf91", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "<884736x777602 sparse matrix of type ''\n", "\twith 2654208 stored elements in COOrdinate format>" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sparse_map = sp.sparse.coo_matrix((nnzvals, (rows, cols)), shape=(n_b, n_a))\n", "sparse_map" ] }, { "cell_type": "markdown", "id": "b4eeeee5-59e1-4c93-9008-5246617b2cae", "metadata": { "tags": [] }, "source": [ "### Read in CAM-SE output" ] }, { "cell_type": "code", "execution_count": 10, "id": "72776ce2-cfce-4497-b1d7-6ad5e6aa15ad", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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       "Dimensions:       (lev: 30, ilev: 31, ncol: 777602, time: 2920, nbnd: 2)\n",
       "Coordinates:\n",
       "  * lev           (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n",
       "  * ilev          (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * time          (time) object 2000-01-01 03:00:00 ... 2001-01-01 00:00:00\n",
       "Dimensions without coordinates: ncol, nbnd\n",
       "Data variables: (12/31)\n",
       "    hyam          (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    hybm          (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    P0            float64 ...\n",
       "    hyai          (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    hybi          (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    lat           (ncol) float64 dask.array<chunksize=(50000,), meta=np.ndarray>\n",
       "    ...            ...\n",
       "    n2ovmr        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    f11vmr        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    f12vmr        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    sol_tsi       (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    nsteph        (time) int32 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    TS            (time, ncol) float32 dask.array<chunksize=(50, 50000), meta=np.ndarray>\n",
       "Attributes:\n",
       "    np:               4\n",
       "    ne:               120\n",
       "    Conventions:      CF-1.0\n",
       "    source:           CAM\n",
       "    case:             b.e13.B20TRC5CN.ne120_g16.003\n",
       "    title:            UNSET\n",
       "    logname:          \n",
       "    host:             \n",
       "    Version:          $Name$\n",
       "    revision_Id:      $Id$\n",
       "    initial_file:     /projects/ccsm/inputdata/atm/cam/inic/homme/cami-mam3_0...\n",
       "    topography_file:  /projects/ccsm/inputdata/atm/cam/topo/USGS-gtopo30_ne12...
" ], "text/plain": [ "\n", "Dimensions: (lev: 30, ilev: 31, ncol: 777602, time: 2920, nbnd: 2)\n", "Coordinates:\n", " * lev (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n", " * ilev (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n", " * time (time) object 2000-01-01 03:00:00 ... 2001-01-01 00:00:00\n", "Dimensions without coordinates: ncol, nbnd\n", "Data variables: (12/31)\n", " hyam (lev) float64 dask.array\n", " hybm (lev) float64 dask.array\n", " P0 float64 ...\n", " hyai (ilev) float64 dask.array\n", " hybi (ilev) float64 dask.array\n", " lat (ncol) float64 dask.array\n", " ... ...\n", " n2ovmr (time) float64 dask.array\n", " f11vmr (time) float64 dask.array\n", " f12vmr (time) float64 dask.array\n", " sol_tsi (time) float64 dask.array\n", " nsteph (time) int32 dask.array\n", " TS (time, ncol) float32 dask.array\n", "Attributes:\n", " np: 4\n", " ne: 120\n", " Conventions: CF-1.0\n", " source: CAM\n", " case: b.e13.B20TRC5CN.ne120_g16.003\n", " title: UNSET\n", " logname: \n", " host: \n", " Version: $Name$\n", " revision_Id: $Id$\n", " initial_file: /projects/ccsm/inputdata/atm/cam/inic/homme/cami-mam3_0...\n", " topography_file: /projects/ccsm/inputdata/atm/cam/topo/USGS-gtopo30_ne12..." ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tsfile = xr.open_dataset(data_path + data_file, chunks={\"time\": 50, \"ncol\": 50000})\n", "tsfile" ] }, { "cell_type": "markdown", "id": "b52b90d7-5680-4b3e-b99c-de2504337a46", "metadata": {}, "source": [ "### Extract surface temperature variable (TS)" ] }, { "cell_type": "code", "execution_count": 11, "id": "616f2877-069e-4846-8497-cbbc99037e25", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'TS' (time: 2920, ncol: 777602)>\n",
       "dask.array<open_dataset-bb5b27d0821608d3fc5037525bd2f985TS, shape=(2920, 777602), dtype=float32, chunksize=(50, 50000), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * time     (time) object 2000-01-01 03:00:00 ... 2001-01-01 00:00:00\n",
       "Dimensions without coordinates: ncol\n",
       "Attributes:\n",
       "    units:      K\n",
       "    long_name:  Surface temperature (radiative)
" ], "text/plain": [ "\n", "dask.array\n", "Coordinates:\n", " * time (time) object 2000-01-01 03:00:00 ... 2001-01-01 00:00:00\n", "Dimensions without coordinates: ncol\n", "Attributes:\n", " units: K\n", " long_name: Surface temperature (radiative)" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ts = tsfile.TS\n", "ts" ] }, { "cell_type": "markdown", "id": "5afe84f2-ea51-4993-84e4-8c69b82d8684", "metadata": { "tags": [] }, "source": [ "### Apply sparse map onto first timestep of TS\n", "Note: this is a time consuming step, so demonstrating only the first time index here" ] }, { "cell_type": "code", "execution_count": 12, "id": "4a6fa7d1-07f6-481a-afad-ce600df5fbe7", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 2.53 s, sys: 116 ms, total: 2.64 s\n", "Wall time: 33 s\n" ] } ], "source": [ "%%time\n", "field_target = sparse_map @ ts.isel(time=0)" ] }, { "cell_type": "code", "execution_count": 13, "id": "ae6606b6-387f-4887-8837-5ae16208418d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(884736,)" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "field_target.shape" ] }, { "cell_type": "markdown", "id": "3dfa3b20-8263-444c-835c-504c087e5b75", "metadata": {}, "source": [ "### Reshape 1-D vector to destination grid" ] }, { "cell_type": "code", "execution_count": 14, "id": "ba48699e-3695-4509-866e-bdcf9ac053fd", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Reshaped array now has dimensions [1152 768]\n" ] } ], "source": [ "data_out = np.reshape(field_target, dst_grid_dims, order='F')\n", "print(f\"Reshaped array now has dimensions {dst_grid_dims}\")" ] }, { "cell_type": "markdown", "id": "20625fc8-ac0d-421d-97f2-5da401e887d4", "metadata": {}, "source": [ "### Reshape destination grid to build structured data array" ] }, { "cell_type": "code", "execution_count": 15, "id": "ba12a221-cfca-4a59-b381-16ff0887e432", "metadata": {}, "outputs": [], "source": [ "lat2d = np.reshape(dstlat.values, dst_grid_dims, order='F')\n", "lon2d = np.reshape(dstlon.values, dst_grid_dims, order='F')" ] }, { "cell_type": "code", "execution_count": 16, "id": "f7a17e7e-9ccc-4089-93c7-795643fbb301", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(1152, 768) (1152, 768)\n" ] } ], "source": [ "print(lat2d.shape, lon2d.shape)" ] }, { "cell_type": "markdown", "id": "973ea640-211e-4f05-b86f-f4805aa59060", "metadata": {}, "source": [ "### Build data array with dimension and coordinates" ] }, { "cell_type": "code", "execution_count": 17, "id": "31571f8a-8483-47f0-924a-c545c3fa0bd8", "metadata": {}, "outputs": [], "source": [ "ts_remap = xr.DataArray(\n", " data=data_out,\n", " dims=[\"lon\", \"lat\"],\n", " coords=dict(\n", " lon=([\"lon\"], lon2d[:, 0]),\n", " lat=([\"lat\"], lat2d[0, :]),\n", " ),\n", ")" ] }, { "cell_type": "code", "execution_count": 18, "id": "f26bf36c-755e-4829-a63b-c06b4b8a9c74", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray (lon: 1152, lat: 768)>\n",
       "array([[244.04267883, 243.94797035, 243.71354076, ..., 231.61040262,\n",
       "        231.07736837, 231.86198425],\n",
       "       [244.04267883, 243.94817018, 243.71394044, ..., 231.61271724,\n",
       "        231.07852571, 231.86198425],\n",
       "       [244.04267883, 243.94837698, 243.71435405, ..., 231.61500008,\n",
       "        231.07966716, 231.86198425],\n",
       "       ...,\n",
       "       [244.04267883, 243.95208424, 243.72176851, ..., 231.57748313,\n",
       "        231.06090852, 231.86198425],\n",
       "       [244.04267883, 243.95070604, 243.71901211, ..., 231.58848746,\n",
       "        231.06641072, 231.86198425],\n",
       "       [244.04267883, 243.94933473, 243.7162695 , ..., 231.59946073,\n",
       "        231.07189739, 231.86198425]])\n",
       "Coordinates:\n",
       "  * lon      (lon) float64 0.0 0.3125 0.625 0.9375 ... 358.8 359.1 359.4 359.7\n",
       "  * lat      (lat) float64 -90.0 -89.77 -89.53 -89.3 ... 89.3 89.53 89.77 90.0
" ], "text/plain": [ "\n", "array([[244.04267883, 243.94797035, 243.71354076, ..., 231.61040262,\n", " 231.07736837, 231.86198425],\n", " [244.04267883, 243.94817018, 243.71394044, ..., 231.61271724,\n", " 231.07852571, 231.86198425],\n", " [244.04267883, 243.94837698, 243.71435405, ..., 231.61500008,\n", " 231.07966716, 231.86198425],\n", " ...,\n", " [244.04267883, 243.95208424, 243.72176851, ..., 231.57748313,\n", " 231.06090852, 231.86198425],\n", " [244.04267883, 243.95070604, 243.71901211, ..., 231.58848746,\n", " 231.06641072, 231.86198425],\n", " [244.04267883, 243.94933473, 243.7162695 , ..., 231.59946073,\n", " 231.07189739, 231.86198425]])\n", "Coordinates:\n", " * lon (lon) float64 0.0 0.3125 0.625 0.9375 ... 358.8 359.1 359.4 359.7\n", " * lat (lat) float64 -90.0 -89.77 -89.53 -89.3 ... 89.3 89.53 89.77 90.0" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ts_remap" ] }, { "cell_type": "markdown", "id": "ce57a91e-cefb-435f-b072-729d322cfc60", "metadata": {}, "source": [ "### Visualize" ] }, { "cell_type": "code", "execution_count": 19, "id": "e79bbde8-bf4d-43fa-add0-0b9bd1043042", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 392 ms, sys: 47 ms, total: 439 ms\n", "Wall time: 2.61 s\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%time\n", "ts_remap.plot(x=\"lon\", y=\"lat\", robust=True);" ] }, { "cell_type": "markdown", "id": "d290681a-abf3-4948-b452-f6d24d1451ac", "metadata": {}, "source": [ "\n", "## 2. Use a CAM-SE remap function to scale up\n", "\n", "This method builds on the first example, by creating a function to streamline the remapping process. See related [regridding script](https://github.com/sgyeager/mypyutils/blob/main/mypyutils/regrid_utils.py).\n" ] }, { "cell_type": "markdown", "id": "e5bdf8e0-0e68-4443-a3c7-1250683e9f66", "metadata": {}, "source": [ "### Define a function to remap using weights file" ] }, { "cell_type": "code", "execution_count": 20, "id": "654f34ac-8712-439c-b43c-0d0a6d31c2a9", "metadata": {}, "outputs": [], "source": [ "def remap_camse(ds, dsw, varlst=[]):\n", " # dso = xr.full_like(ds.drop_dims('ncol'), np.nan)\n", " dso = ds.drop_dims('ncol').copy()\n", " lonb = dsw.xc_b.values.reshape([dsw.dst_grid_dims[1].values, dsw.dst_grid_dims[0].values])\n", " latb = dsw.yc_b.values.reshape([dsw.dst_grid_dims[1].values, dsw.dst_grid_dims[0].values])\n", " weights = sp.sparse.coo_matrix(\n", " (dsw.S, (dsw.row - 1, dsw.col - 1)), shape=[dsw.dims['n_b'], dsw.dims['n_a']]\n", " )\n", " if not varlst:\n", " for varname in list(ds):\n", " if 'ncol' in (ds[varname].dims):\n", " varlst.append(varname)\n", " if 'lon' in varlst:\n", " varlst.remove('lon')\n", " if 'lat' in varlst:\n", " varlst.remove('lat')\n", " if 'area' in varlst:\n", " varlst.remove('area')\n", " for varname in varlst:\n", " shape = ds[varname].shape\n", " invar_flat = ds[varname].values.reshape(-1, shape[-1])\n", " remapped_flat = weights.dot(invar_flat.T).T\n", " remapped = remapped_flat.reshape(\n", " [*shape[0:-1], dsw.dst_grid_dims[1].values, dsw.dst_grid_dims[0].values]\n", " )\n", " dimlst = list(ds[varname].dims[0:-1])\n", " dims = {}\n", " coords = {}\n", " for it in dimlst:\n", " dims[it] = dso.dims[it]\n", " coords[it] = dso.coords[it]\n", " dims['lat'] = int(dsw.dst_grid_dims[1])\n", " dims['lon'] = int(dsw.dst_grid_dims[0])\n", " coords['lat'] = latb[:, 0]\n", " coords['lon'] = lonb[0, :]\n", " remapped = xr.DataArray(remapped, coords=coords, dims=dims, attrs=ds[varname].attrs)\n", " dso = xr.merge([dso, remapped.to_dataset(name=varname)])\n", " return dso" ] }, { "cell_type": "markdown", "id": "5e7cbdfd-6327-40a8-91bc-939446652deb", "metadata": { "tags": [] }, "source": [ "### Read in CAM-SE output" ] }, { "cell_type": "code", "execution_count": 21, "id": "df714a4f-20fc-4465-a167-2e831e797839", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:       (lev: 30, ilev: 31, ncol: 777602, time: 2920, nbnd: 2)\n",
       "Coordinates:\n",
       "  * lev           (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n",
       "  * ilev          (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * time          (time) object 2000-01-01 03:00:00 ... 2001-01-01 00:00:00\n",
       "Dimensions without coordinates: ncol, nbnd\n",
       "Data variables: (12/31)\n",
       "    hyam          (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    hybm          (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    P0            float64 ...\n",
       "    hyai          (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    hybi          (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    lat           (ncol) float64 dask.array<chunksize=(777602,), meta=np.ndarray>\n",
       "    ...            ...\n",
       "    n2ovmr        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    f11vmr        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    f12vmr        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    sol_tsi       (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    nsteph        (time) int32 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    TS            (time, ncol) float32 dask.array<chunksize=(50, 777602), meta=np.ndarray>\n",
       "Attributes:\n",
       "    np:               4\n",
       "    ne:               120\n",
       "    Conventions:      CF-1.0\n",
       "    source:           CAM\n",
       "    case:             b.e13.B20TRC5CN.ne120_g16.003\n",
       "    title:            UNSET\n",
       "    logname:          \n",
       "    host:             \n",
       "    Version:          $Name$\n",
       "    revision_Id:      $Id$\n",
       "    initial_file:     /projects/ccsm/inputdata/atm/cam/inic/homme/cami-mam3_0...\n",
       "    topography_file:  /projects/ccsm/inputdata/atm/cam/topo/USGS-gtopo30_ne12...
" ], "text/plain": [ "\n", "Dimensions: (lev: 30, ilev: 31, ncol: 777602, time: 2920, nbnd: 2)\n", "Coordinates:\n", " * lev (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n", " * ilev (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n", " * time (time) object 2000-01-01 03:00:00 ... 2001-01-01 00:00:00\n", "Dimensions without coordinates: ncol, nbnd\n", "Data variables: (12/31)\n", " hyam (lev) float64 dask.array\n", " hybm (lev) float64 dask.array\n", " P0 float64 ...\n", " hyai (ilev) float64 dask.array\n", " hybi (ilev) float64 dask.array\n", " lat (ncol) float64 dask.array\n", " ... ...\n", " n2ovmr (time) float64 dask.array\n", " f11vmr (time) float64 dask.array\n", " f12vmr (time) float64 dask.array\n", " sol_tsi (time) float64 dask.array\n", " nsteph (time) int32 dask.array\n", " TS (time, ncol) float32 dask.array\n", "Attributes:\n", " np: 4\n", " ne: 120\n", " Conventions: CF-1.0\n", " source: CAM\n", " case: b.e13.B20TRC5CN.ne120_g16.003\n", " title: UNSET\n", " logname: \n", " host: \n", " Version: $Name$\n", " revision_Id: $Id$\n", " initial_file: /projects/ccsm/inputdata/atm/cam/inic/homme/cami-mam3_0...\n", " topography_file: /projects/ccsm/inputdata/atm/cam/topo/USGS-gtopo30_ne12..." ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tsfile = xr.open_dataset(data_path + data_file, chunks={\"time\": 50})\n", "tsfile" ] }, { "cell_type": "markdown", "id": "e5fd9a4d-429e-49d6-ba9f-506bd6a51e66", "metadata": { "tags": [] }, "source": [ "### Read in map file (weights)" ] }, { "cell_type": "code", "execution_count": 22, "id": "ed38617e-1941-4770-8f1b-9d8d57a713c3", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:        (src_grid_rank: 1, dst_grid_rank: 2, n_a: 777602,\n",
       "                    n_b: 884736, nv_a: 3, nv_b: 4, n_s: 2654208)\n",
       "Dimensions without coordinates: src_grid_rank, dst_grid_rank, n_a, n_b, nv_a,\n",
       "                                nv_b, n_s\n",
       "Data variables: (12/19)\n",
       "    src_grid_dims  (src_grid_rank) int32 ...\n",
       "    dst_grid_dims  (dst_grid_rank) int32 ...\n",
       "    yc_a           (n_a) float64 ...\n",
       "    yc_b           (n_b) float64 ...\n",
       "    xc_a           (n_a) float64 ...\n",
       "    xc_b           (n_b) float64 ...\n",
       "    ...             ...\n",
       "    area_b         (n_b) float64 ...\n",
       "    frac_a         (n_a) float64 ...\n",
       "    frac_b         (n_b) float64 ...\n",
       "    col            (n_s) int32 ...\n",
       "    row            (n_s) int32 ...\n",
       "    S              (n_s) float64 ...\n",
       "Attributes:\n",
       "    title:               ESMF Offline Regridding Weight Generator\n",
       "    normalization:       destarea\n",
       "    map_method:          Bilinear remapping\n",
       "    ESMF_regrid_method:  Bilinear\n",
       "    conventions:         NCAR-CSM\n",
       "    domain_a:            /glade/p/cgd/ccr/people/nanr/mapfiles/ne120.nc\n",
       "    domain_b:            /glade/p/cgd/ccr/people/nanr/mapfiles/0.23x0.31.nc\n",
       "    grid_file_src:       /glade/p/cgd/ccr/people/nanr/mapfiles/ne120.nc\n",
       "    grid_file_dst:       /glade/p/cgd/ccr/people/nanr/mapfiles/0.23x0.31.nc\n",
       "    CVS_revision:        6.3.0r
" ], "text/plain": [ "\n", "Dimensions: (src_grid_rank: 1, dst_grid_rank: 2, n_a: 777602,\n", " n_b: 884736, nv_a: 3, nv_b: 4, n_s: 2654208)\n", "Dimensions without coordinates: src_grid_rank, dst_grid_rank, n_a, n_b, nv_a,\n", " nv_b, n_s\n", "Data variables: (12/19)\n", " src_grid_dims (src_grid_rank) int32 ...\n", " dst_grid_dims (dst_grid_rank) int32 ...\n", " yc_a (n_a) float64 ...\n", " yc_b (n_b) float64 ...\n", " xc_a (n_a) float64 ...\n", " xc_b (n_b) float64 ...\n", " ... ...\n", " area_b (n_b) float64 ...\n", " frac_a (n_a) float64 ...\n", " frac_b (n_b) float64 ...\n", " col (n_s) int32 ...\n", " row (n_s) int32 ...\n", " S (n_s) float64 ...\n", "Attributes:\n", " title: ESMF Offline Regridding Weight Generator\n", " normalization: destarea\n", " map_method: Bilinear remapping\n", " ESMF_regrid_method: Bilinear\n", " conventions: NCAR-CSM\n", " domain_a: /glade/p/cgd/ccr/people/nanr/mapfiles/ne120.nc\n", " domain_b: /glade/p/cgd/ccr/people/nanr/mapfiles/0.23x0.31.nc\n", " grid_file_src: /glade/p/cgd/ccr/people/nanr/mapfiles/ne120.nc\n", " grid_file_dst: /glade/p/cgd/ccr/people/nanr/mapfiles/0.23x0.31.nc\n", " CVS_revision: 6.3.0r" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "weights = xr.open_dataset(map_path + map_file)\n", "weights" ] }, { "cell_type": "markdown", "id": "86edeb6c-0145-4b09-a8fc-dd02e44c89e3", "metadata": { "tags": [] }, "source": [ "### Apply remap function onto first timestep of TS\n", "Note: this is a time consuming step, so demonstrating only the first time index here" ] }, { "cell_type": "code", "execution_count": 23, "id": "779f4652-c546-4778-8a8e-4f2d2b414c76", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 56.2 ms, sys: 637 ms, total: 693 ms\n", "Wall time: 890 ms\n" ] } ], "source": [ "%%time\n", "out = remap_camse(tsfile.isel(time=0), weights) # single timestep" ] }, { "cell_type": "code", "execution_count": 24, "id": "fb4e5ff0-8982-436f-a23f-500d4bc3cfb0", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:       (lev: 30, ilev: 31, nbnd: 2, lat: 768, lon: 1152)\n",
       "Coordinates:\n",
       "  * lev           (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n",
       "  * ilev          (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "    time          object 2000-01-01 03:00:00\n",
       "  * lat           (lat) float64 -90.0 -89.77 -89.53 -89.3 ... 89.53 89.77 90.0\n",
       "  * lon           (lon) float64 0.0 0.3125 0.625 0.9375 ... 359.1 359.4 359.7\n",
       "Dimensions without coordinates: nbnd\n",
       "Data variables: (12/28)\n",
       "    hyam          (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    hybm          (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    P0            float64 ...\n",
       "    hyai          (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    hybi          (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    ntrm          int32 ...\n",
       "    ...            ...\n",
       "    n2ovmr        float64 dask.array<chunksize=(), meta=np.ndarray>\n",
       "    f11vmr        float64 dask.array<chunksize=(), meta=np.ndarray>\n",
       "    f12vmr        float64 dask.array<chunksize=(), meta=np.ndarray>\n",
       "    sol_tsi       float64 dask.array<chunksize=(), meta=np.ndarray>\n",
       "    nsteph        int32 dask.array<chunksize=(), meta=np.ndarray>\n",
       "    TS            (lat, lon) float64 244.0 244.0 244.0 ... 231.9 231.9 231.9\n",
       "Attributes:\n",
       "    np:               4\n",
       "    ne:               120\n",
       "    Conventions:      CF-1.0\n",
       "    source:           CAM\n",
       "    case:             b.e13.B20TRC5CN.ne120_g16.003\n",
       "    title:            UNSET\n",
       "    logname:          \n",
       "    host:             \n",
       "    Version:          $Name$\n",
       "    revision_Id:      $Id$\n",
       "    initial_file:     /projects/ccsm/inputdata/atm/cam/inic/homme/cami-mam3_0...\n",
       "    topography_file:  /projects/ccsm/inputdata/atm/cam/topo/USGS-gtopo30_ne12...
" ], "text/plain": [ "\n", "Dimensions: (lev: 30, ilev: 31, nbnd: 2, lat: 768, lon: 1152)\n", "Coordinates:\n", " * lev (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n", " * ilev (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n", " time object 2000-01-01 03:00:00\n", " * lat (lat) float64 -90.0 -89.77 -89.53 -89.3 ... 89.53 89.77 90.0\n", " * lon (lon) float64 0.0 0.3125 0.625 0.9375 ... 359.1 359.4 359.7\n", "Dimensions without coordinates: nbnd\n", "Data variables: (12/28)\n", " hyam (lev) float64 dask.array\n", " hybm (lev) float64 dask.array\n", " P0 float64 ...\n", " hyai (ilev) float64 dask.array\n", " hybi (ilev) float64 dask.array\n", " ntrm int32 ...\n", " ... ...\n", " n2ovmr float64 dask.array\n", " f11vmr float64 dask.array\n", " f12vmr float64 dask.array\n", " sol_tsi float64 dask.array\n", " nsteph int32 dask.array\n", " TS (lat, lon) float64 244.0 244.0 244.0 ... 231.9 231.9 231.9\n", "Attributes:\n", " np: 4\n", " ne: 120\n", " Conventions: CF-1.0\n", " source: CAM\n", " case: b.e13.B20TRC5CN.ne120_g16.003\n", " title: UNSET\n", " logname: \n", " host: \n", " Version: $Name$\n", " revision_Id: $Id$\n", " initial_file: /projects/ccsm/inputdata/atm/cam/inic/homme/cami-mam3_0...\n", " topography_file: /projects/ccsm/inputdata/atm/cam/topo/USGS-gtopo30_ne12..." ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "out" ] }, { "cell_type": "markdown", "id": "b0550b13-8da2-4009-8d51-74c850dfdabd", "metadata": {}, "source": [ "### Visualize" ] }, { "cell_type": "code", "execution_count": 25, "id": "a3f056dc-aedd-4d96-a69c-a0323415c24a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 112 ms, sys: 1.47 ms, total: 114 ms\n", "Wall time: 115 ms\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%time\n", "out.TS.plot(robust=True);" ] }, { "cell_type": "markdown", "id": "a28f105e-3d7f-4488-8d6c-e1782a7bcab2", "metadata": { "tags": [] }, "source": [ "\n", "## 3. Regrid CAM-SE output using xESMF\n", "This method utilizes the [xESMF package](https://xesmf.readthedocs.io/en/latest/index.html) which has built-in regridding functionality. See a related discussion and example in [this ESDS blog post](https://ncar.github.io/esds/posts/2022/cam-se-regridding/)." ] }, { "cell_type": "markdown", "id": "7fd451f5-cfb7-4947-881c-58743a044121", "metadata": {}, "source": [ "### Define regridding function that constructs an xESMF regridder" ] }, { "cell_type": "code", "execution_count": 26, "id": "1fe6cbbc-d0b5-4687-8906-5592fe6a5a2f", "metadata": {}, "outputs": [], "source": [ "def regrid_cam_se(dataset, weight_file):\n", " \"\"\"\n", " Regrid CAM-SE output using an existing ESMF weights file.\n", "\n", " Parameters\n", " ----------\n", " dataset: xarray.Dataset\n", " Input dataset to be regridded. Must have the `ncol` dimension.\n", " weight_file: str or Path\n", " Path to existing ESMF weights file\n", "\n", " Returns\n", " -------\n", " regridded\n", " xarray.Dataset after regridding.\n", " \"\"\"\n", " import numpy as np\n", " import xarray as xr\n", "\n", " assert isinstance(dataset, xr.Dataset)\n", " weights = xr.open_dataset(weight_file)\n", "\n", " # input variable shape\n", " in_shape = weights.src_grid_dims.load().data\n", "\n", " # Since xESMF expects 2D vars, we'll insert a dummy dimension of size-1\n", " if len(in_shape) == 1:\n", " in_shape = [1, in_shape.item()]\n", "\n", " # output variable shapew\n", " out_shape = weights.dst_grid_dims.load().data.tolist()[::-1]\n", "\n", " print(f\"Regridding from {in_shape} to {out_shape}\")\n", "\n", " # Insert dummy dimension\n", " vars_with_ncol = [name for name in dataset.variables if \"ncol\" in dataset[name].dims]\n", " updated = dataset.copy().update(\n", " dataset[vars_with_ncol].transpose(..., \"ncol\").expand_dims(\"dummy\", axis=-2)\n", " )\n", "\n", " # construct a regridder\n", " # use empty variables to tell xesmf the right shape\n", " # https://github.com/pangeo-data/xESMF/issues/202\n", " dummy_in = xr.Dataset(\n", " {\n", " \"lat\": (\"lat\", np.empty((in_shape[0],))),\n", " \"lon\": (\"lon\", np.empty((in_shape[1],))),\n", " }\n", " )\n", " dummy_out = xr.Dataset(\n", " {\n", " \"lat\": (\"lat\", weights.yc_b.data.reshape(out_shape)[:, 0]),\n", " \"lon\": (\"lon\", weights.xc_b.data.reshape(out_shape)[0, :]),\n", " }\n", " )\n", "\n", " regridder = xesmf.Regridder(\n", " dummy_in,\n", " dummy_out,\n", " weights=weight_file,\n", " method=\"test\",\n", " reuse_weights=True,\n", " periodic=True,\n", " )\n", " display(regridder)\n", "\n", " # Actually regrid, after renaming\n", " regridded = regridder(updated.rename({\"dummy\": \"lat\", \"ncol\": \"lon\"}))\n", "\n", " # merge back any variables that didn't have the ncol dimension\n", " # And so were not regridded\n", " return xr.merge([dataset.drop_vars(regridded.variables), regridded])" ] }, { "cell_type": "markdown", "id": "725a41f0-5a52-4cd8-a18a-6fabe2334223", "metadata": {}, "source": [ "### Read in CAM-SE output" ] }, { "cell_type": "code", "execution_count": 27, "id": "9da812e0-27b6-4aba-91b1-fb596835f3b2", "metadata": {}, "outputs": [], "source": [ "tsfile = xr.open_dataset(data_path + data_file, chunks={\"time\": 50, \"ncol\": -1})" ] }, { "cell_type": "markdown", "id": "6a2d2ef3-3e6f-4e6b-bbf0-ec46922c0452", "metadata": {}, "source": [ "### Apply the regridder" ] }, { "cell_type": "code", "execution_count": 28, "id": "e154cbb7-5d46-4d59-8af3-da28012d5d41", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Regridding from [1, 777602] to [768, 1152]\n" ] }, { "data": { "text/plain": [ "xESMF Regridder \n", "Regridding algorithm: test \n", "Weight filename: test_1x777602_768x1152_peri.nc \n", "Reuse pre-computed weights? True \n", "Input grid shape: (1, 777602) \n", "Output grid shape: (768, 1152) \n", "Periodic in longitude? True" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:       (lev: 30, ilev: 31, time: 2920, nbnd: 2, lat: 768, lon: 1152)\n",
       "Coordinates:\n",
       "  * lev           (lev) float64 3.643 7.595 14.36 24.61 ... 957.5 976.3 992.6\n",
       "  * ilev          (ilev) float64 2.255 5.032 10.16 18.56 ... 967.5 985.1 1e+03\n",
       "  * time          (time) object 2000-01-01 03:00:00 ... 2001-01-01 00:00:00\n",
       "  * lat           (lat) float64 -90.0 -89.77 -89.53 -89.3 ... 89.53 89.77 90.0\n",
       "  * lon           (lon) float64 0.0 0.3125 0.625 0.9375 ... 359.1 359.4 359.7\n",
       "Dimensions without coordinates: nbnd\n",
       "Data variables: (12/29)\n",
       "    hyam          (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    hybm          (lev) float64 dask.array<chunksize=(30,), meta=np.ndarray>\n",
       "    P0            float64 ...\n",
       "    hyai          (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    hybi          (ilev) float64 dask.array<chunksize=(31,), meta=np.ndarray>\n",
       "    ntrm          int32 ...\n",
       "    ...            ...\n",
       "    f11vmr        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    f12vmr        (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    sol_tsi       (time) float64 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    nsteph        (time) int32 dask.array<chunksize=(50,), meta=np.ndarray>\n",
       "    area          (lat, lon) float64 dask.array<chunksize=(768, 1152), meta=np.ndarray>\n",
       "    TS            (time, lat, lon) float32 dask.array<chunksize=(50, 768, 1152), meta=np.ndarray>\n",
       "Attributes:\n",
       "    np:               4\n",
       "    ne:               120\n",
       "    Conventions:      CF-1.0\n",
       "    source:           CAM\n",
       "    case:             b.e13.B20TRC5CN.ne120_g16.003\n",
       "    title:            UNSET\n",
       "    logname:          \n",
       "    host:             \n",
       "    Version:          $Name$\n",
       "    revision_Id:      $Id$\n",
       "    initial_file:     /projects/ccsm/inputdata/atm/cam/inic/homme/cami-mam3_0...\n",
       "    topography_file:  /projects/ccsm/inputdata/atm/cam/topo/USGS-gtopo30_ne12...