{ "cells": [ { "cell_type": "markdown", "id": "09773fea-1841-407f-a58e-e4584e2f7557", "metadata": {}, "source": [ "# Timeseries analysis\n", "\n", "This notebook analyzes the National Water Model timeseries. Our previous notebook used datasets that were chunked in time, which enables fast access to a temporal snapshot of the entire Continental United States. For this notebook, we'll used a *rechunked* dataset that's (primarily) chunked in space." ] }, { "cell_type": "code", "execution_count": 1, "id": "11e03ac3-9a94-434e-aa8e-1e10f936c085", "metadata": { "tags": [] }, "outputs": [], "source": [ "import xarray as xr\n", "import pyproj\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "\n", "storage_options = {\"account_name\": \"noaanwm\"}" ] }, { "cell_type": "code", "execution_count": 2, "id": "ea3b1c0f-0d82-4122-b256-57c3009ab9eb", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:         (time: 7306, y: 3840, x: 4608, reference_time: 1)\n",
       "Coordinates:\n",
       "    crs             int64 0\n",
       "  * reference_time  (reference_time) datetime64[ns] 2023-04-27T11:00:00\n",
       "  * time            (time) datetime64[ns] 2022-06-29 ... 2023-04-29T10:00:00\n",
       "  * x               (x) float64 -2.303e+06 -2.302e+06 ... 2.303e+06 2.304e+06\n",
       "  * y               (y) float64 -1.92e+06 -1.919e+06 ... 1.918e+06 1.919e+06\n",
       "Data variables:\n",
       "    LWDOWN          (time, y, x) float64 dask.array<chunksize=(168, 240, 288), meta=np.ndarray>\n",
       "    PSFC            (time, y, x) float64 dask.array<chunksize=(168, 240, 288), meta=np.ndarray>\n",
       "    Q2D             (time, y, x) float64 dask.array<chunksize=(168, 240, 288), meta=np.ndarray>\n",
       "    RAINRATE        (time, y, x) float32 dask.array<chunksize=(168, 240, 288), meta=np.ndarray>\n",
       "    SWDOWN          (time, y, x) float64 dask.array<chunksize=(168, 240, 288), meta=np.ndarray>\n",
       "    T2D             (time, y, x) float64 dask.array<chunksize=(168, 240, 288), meta=np.ndarray>\n",
       "    U2D             (time, y, x) float64 dask.array<chunksize=(168, 240, 288), meta=np.ndarray>\n",
       "    V2D             (time, y, x) float64 dask.array<chunksize=(168, 240, 288), meta=np.ndarray>\n",
       "Attributes:\n",
       "    NWM_version_number:         v2.2\n",
       "    model_configuration:        short_range\n",
       "    model_initialization_time:  2023-04-27_11:00:00\n",
       "    model_output_type:          forcing\n",
       "    model_output_valid_time:    2023-04-27_12:00:00\n",
       "    model_total_valid_times:    18\n",
       "    pangeo-forge:inputs_hash:   59784c1feed1b881dc936b070ac5a83cbc680599cb9b6...\n",
       "    pangeo-forge:recipe_hash:   25e9980cd34a6a0871883fc7375f224d34f403c944f95...\n",
       "    pangeo-forge:version:       0.9.4
" ], "text/plain": [ "\n", "Dimensions: (time: 7306, y: 3840, x: 4608, reference_time: 1)\n", "Coordinates:\n", " crs int64 0\n", " * reference_time (reference_time) datetime64[ns] 2023-04-27T11:00:00\n", " * time (time) datetime64[ns] 2022-06-29 ... 2023-04-29T10:00:00\n", " * x (x) float64 -2.303e+06 -2.302e+06 ... 2.303e+06 2.304e+06\n", " * y (y) float64 -1.92e+06 -1.919e+06 ... 1.918e+06 1.919e+06\n", "Data variables:\n", " LWDOWN (time, y, x) float64 dask.array\n", " PSFC (time, y, x) float64 dask.array\n", " Q2D (time, y, x) float64 dask.array\n", " RAINRATE (time, y, x) float32 dask.array\n", " SWDOWN (time, y, x) float64 dask.array\n", " T2D (time, y, x) float64 dask.array\n", " U2D (time, y, x) float64 dask.array\n", " V2D (time, y, x) float64 dask.array\n", "Attributes:\n", " NWM_version_number: v2.2\n", " model_configuration: short_range\n", " model_initialization_time: 2023-04-27_11:00:00\n", " model_output_type: forcing\n", " model_output_valid_time: 2023-04-27_12:00:00\n", " model_total_valid_times: 18\n", " pangeo-forge:inputs_hash: 59784c1feed1b881dc936b070ac5a83cbc680599cb9b6...\n", " pangeo-forge:recipe_hash: 25e9980cd34a6a0871883fc7375f224d34f403c944f95...\n", " pangeo-forge:version: 0.9.4" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ds = xr.open_dataset(\n", " \"az://ciroh/zarr/ts/short-range-forcing-rechunked-test.zarr\",\n", " engine=\"zarr\",\n", " consolidated=True,\n", " storage_options=storage_options,\n", " chunks={},\n", " decode_cf=\"all\",\n", ")\n", "crs = pyproj.CRS.from_cf(ds.crs.attrs)\n", "ds = ds.rio.write_crs(crs)\n", "ds" ] }, { "cell_type": "markdown", "id": "dd2df8f2-f443-4ce3-890d-31cda2c9f5ba", "metadata": {}, "source": [ "The actual data values at `ciroh/zarr/ts/short-range-forcing-rechunked-test.zarr` are identical to the data we accessed from `ciroh/short-range-forcing-kerchunk/reference.json`.\n", "\n", "However, instead of a Kerchunk index file referencing the NetCDF files, this data is stored as Zarr. And notice the chunksize of `168` along the `time` dimension. That means 168 hour's worth of data are in a single chunk, rather than 1 hour in the NetCDF files.\n", "\n", "We'll extract a timeseries for a small region of data." ] }, { "cell_type": "code", "execution_count": 3, "id": "5ec73e8d-ecfd-4898-809b-1e3c7563170e", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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NAMESTATE_NAMEgeometry
0LoganKentuckyPOLYGON ((-87.06037 36.68085, -87.06002 36.708...
1QueensNew YorkPOLYGON ((-73.96262 40.73903, -73.96243 40.739...
2HudsonNew JerseyMULTIPOLYGON (((-74.04220 40.69997, -74.03900 ...
3HunterdonNew JerseyPOLYGON ((-75.19511 40.57969, -75.19466 40.581...
4McCrearyKentuckyPOLYGON ((-84.77845 36.60329, -84.73068 36.665...
............
3229BroomfieldColoradoMULTIPOLYGON (((-105.10667 39.95783, -105.1073...
3230WashingtonColoradoPOLYGON ((-103.70655 39.73989, -103.70655 39.7...
3231DakotaMinnesotaPOLYGON ((-93.32967 44.77948, -93.32962 44.791...
3232SheridanNebraskaPOLYGON ((-102.79287 42.82249, -102.79211 42.9...
3233QuayNew MexicoPOLYGON ((-104.12936 34.92420, -104.12902 34.9...
\n", "

3234 rows × 3 columns

\n", "
" ], "text/plain": [ " NAME STATE_NAME \n", "0 Logan Kentucky \\\n", "1 Queens New York \n", "2 Hudson New Jersey \n", "3 Hunterdon New Jersey \n", "4 McCreary Kentucky \n", "... ... ... \n", "3229 Broomfield Colorado \n", "3230 Washington Colorado \n", "3231 Dakota Minnesota \n", "3232 Sheridan Nebraska \n", "3233 Quay New Mexico \n", "\n", " geometry \n", "0 POLYGON ((-87.06037 36.68085, -87.06002 36.708... \n", "1 POLYGON ((-73.96262 40.73903, -73.96243 40.739... \n", "2 MULTIPOLYGON (((-74.04220 40.69997, -74.03900 ... \n", "3 POLYGON ((-75.19511 40.57969, -75.19466 40.581... \n", "4 POLYGON ((-84.77845 36.60329, -84.73068 36.665... \n", "... ... \n", "3229 MULTIPOLYGON (((-105.10667 39.95783, -105.1073... \n", "3230 POLYGON ((-103.70655 39.73989, -103.70655 39.7... \n", "3231 POLYGON ((-93.32967 44.77948, -93.32962 44.791... \n", "3232 POLYGON ((-102.79287 42.82249, -102.79211 42.9... \n", "3233 POLYGON ((-104.12936 34.92420, -104.12902 34.9... \n", "\n", "[3234 rows x 3 columns]" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Get the state boundary for Polk County, Iowa\n", "import pystac_client\n", "import planetary_computer\n", "import geopandas\n", "\n", "catalog = pystac_client.Client.open(\n", " \"http://planetarycomputer.microsoft.com/api/stac/v1\",\n", " modifier=planetary_computer.sign_inplace,\n", ")\n", "collection = catalog.get_collection(\"us-census\")\n", "\n", "counties = collection.get_item(\"2020-cb_2020_us_county_500k\").assets[\"data\"]\n", "\n", "df = geopandas.read_parquet(\n", " counties.href,\n", " storage_options=counties.extra_fields[\"table:storage_options\"],\n", " columns=[\"NAME\", \"STATE_NAME\", \"geometry\"],\n", ")\n", "df" ] }, { "cell_type": "code", "execution_count": 4, "id": "99f76571-fa15-45e5-8efa-b79bd08b65d4", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/svg+xml": [ "" ], "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "geom = df.loc[(df.NAME == \"Polk\") & (df.STATE_NAME == \"Iowa\"), \"geometry\"].item()\n", "geom" ] }, { "cell_type": "code", "execution_count": 5, "id": "b6c48afe-b158-470e-9257-6323c33ed18e", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.Dataset>\n",
       "Dimensions:   (time: 7306, x: 41, y: 40)\n",
       "Coordinates:\n",
       "  * time      (time) datetime64[ns] 2022-06-29 ... 2023-04-29T10:00:00\n",
       "  * x         (x) float64 2.555e+05 2.565e+05 2.575e+05 ... 2.945e+05 2.955e+05\n",
       "  * y         (y) float64 1.675e+05 1.685e+05 1.695e+05 ... 2.055e+05 2.065e+05\n",
       "    crs       int64 0\n",
       "Data variables:\n",
       "    LWDOWN    (time, y, x) float64 dask.array<chunksize=(168, 40, 33), meta=np.ndarray>\n",
       "    PSFC      (time, y, x) float64 dask.array<chunksize=(168, 40, 33), meta=np.ndarray>\n",
       "    Q2D       (time, y, x) float64 dask.array<chunksize=(168, 40, 33), meta=np.ndarray>\n",
       "    RAINRATE  (time, y, x) float32 dask.array<chunksize=(168, 40, 33), meta=np.ndarray>\n",
       "    SWDOWN    (time, y, x) float64 dask.array<chunksize=(168, 40, 33), meta=np.ndarray>\n",
       "    T2D       (time, y, x) float64 dask.array<chunksize=(168, 40, 33), meta=np.ndarray>\n",
       "    U2D       (time, y, x) float64 dask.array<chunksize=(168, 40, 33), meta=np.ndarray>\n",
       "    V2D       (time, y, x) float64 dask.array<chunksize=(168, 40, 33), meta=np.ndarray>\n",
       "Attributes:\n",
       "    NWM_version_number:         v2.2\n",
       "    model_configuration:        short_range\n",
       "    model_initialization_time:  2023-04-27_11:00:00\n",
       "    model_output_type:          forcing\n",
       "    model_output_valid_time:    2023-04-27_12:00:00\n",
       "    model_total_valid_times:    18\n",
       "    pangeo-forge:inputs_hash:   59784c1feed1b881dc936b070ac5a83cbc680599cb9b6...\n",
       "    pangeo-forge:recipe_hash:   25e9980cd34a6a0871883fc7375f224d34f403c944f95...\n",
       "    pangeo-forge:version:       0.9.4
" ], "text/plain": [ "\n", "Dimensions: (time: 7306, x: 41, y: 40)\n", "Coordinates:\n", " * time (time) datetime64[ns] 2022-06-29 ... 2023-04-29T10:00:00\n", " * x (x) float64 2.555e+05 2.565e+05 2.575e+05 ... 2.945e+05 2.955e+05\n", " * y (y) float64 1.675e+05 1.685e+05 1.695e+05 ... 2.055e+05 2.065e+05\n", " crs int64 0\n", "Data variables:\n", " LWDOWN (time, y, x) float64 dask.array\n", " PSFC (time, y, x) float64 dask.array\n", " Q2D (time, y, x) float64 dask.array\n", " RAINRATE (time, y, x) float32 dask.array\n", " SWDOWN (time, y, x) float64 dask.array\n", " T2D (time, y, x) float64 dask.array\n", " U2D (time, y, x) float64 dask.array\n", " V2D (time, y, x) float64 dask.array\n", "Attributes:\n", " NWM_version_number: v2.2\n", " model_configuration: short_range\n", " model_initialization_time: 2023-04-27_11:00:00\n", " model_output_type: forcing\n", " model_output_valid_time: 2023-04-27_12:00:00\n", " model_total_valid_times: 18\n", " pangeo-forge:inputs_hash: 59784c1feed1b881dc936b070ac5a83cbc680599cb9b6...\n", " pangeo-forge:recipe_hash: 25e9980cd34a6a0871883fc7375f224d34f403c944f95...\n", " pangeo-forge:version: 0.9.4" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# this is lazy\n", "ts = ds.rio.clip([geom.simplify(0.1)], crs=\"epsg:4326\")\n", "ts" ] }, { "cell_type": "markdown", "id": "f86d7a02-4261-479f-97c2-4c9529b64f03", "metadata": {}, "source": [ "Accessing a single timestamp of data from this subset is fast:" ] }, { "cell_type": "code", "execution_count": 6, "id": "ae711b46-aa40-4ca2-b0e3-8b47ade0b93c", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ts.T2D.isel(time=0).plot();" ] }, { "cell_type": "markdown", "id": "e2ead528-45b8-4de2-a1cf-c8bc789464ec", "metadata": {}, "source": [ "Accessing data through time is also relatively fast (compared to using the dataset that's chunked in time)." ] }, { "cell_type": "code", "execution_count": 7, "id": "5680572d-99e8-4223-ad1c-772668f9e1a9", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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Client

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Client-632558ef-f4bf-11ed-83c7-32bb6486e0f8

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Connection method: Cluster objectCluster type: distributed.LocalCluster
\n", " Dashboard: /user/taugspurger/proxy/8787/status\n", "
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Cluster Info

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LocalCluster

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67d77040

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\n", " Dashboard: /user/taugspurger/proxy/8787/status\n", " \n", " Workers: 4\n", "
\n", " Total threads: 8\n", " \n", " Total memory: 7.50 GiB\n", "
Status: runningUsing processes: True
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Scheduler Info

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Scheduler

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Scheduler-f6320a91-76fc-4263-add6-d560952fadca

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\n", " Comm: tcp://127.0.0.1:37413\n", " \n", " Workers: 4\n", "
\n", " Dashboard: /user/taugspurger/proxy/8787/status\n", " \n", " Total threads: 8\n", "
\n", " Started: Just now\n", " \n", " Total memory: 7.50 GiB\n", "
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Workers

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Worker: 0

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\n", " Comm: tcp://127.0.0.1:46111\n", " \n", " Total threads: 2\n", "
\n", " Dashboard: /user/taugspurger/proxy/34917/status\n", " \n", " Memory: 1.88 GiB\n", "
\n", " Nanny: tcp://127.0.0.1:33065\n", "
\n", " Local directory: /tmp/dask-worker-space/worker-vumqckxz\n", "
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Worker: 1

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\n", " Comm: tcp://127.0.0.1:45429\n", " \n", " Total threads: 2\n", "
\n", " Dashboard: /user/taugspurger/proxy/44995/status\n", " \n", " Memory: 1.88 GiB\n", "
\n", " Nanny: tcp://127.0.0.1:34179\n", "
\n", " Local directory: /tmp/dask-worker-space/worker-xbn6qzu4\n", "
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Worker: 2

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\n", " Comm: tcp://127.0.0.1:38817\n", " \n", " Total threads: 2\n", "
\n", " Dashboard: /user/taugspurger/proxy/41733/status\n", " \n", " Memory: 1.88 GiB\n", "
\n", " Nanny: tcp://127.0.0.1:39513\n", "
\n", " Local directory: /tmp/dask-worker-space/worker-_k5g9cyp\n", "
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Worker: 3

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\n", " Comm: tcp://127.0.0.1:35347\n", " \n", " Total threads: 2\n", "
\n", " Dashboard: /user/taugspurger/proxy/40943/status\n", " \n", " Memory: 1.88 GiB\n", "
\n", " Nanny: tcp://127.0.0.1:45679\n", "
\n", " Local directory: /tmp/dask-worker-space/worker-ob5iaaus\n", "
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" ], "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from distributed import Client\n", "\n", "client = Client()\n", "client" ] }, { "cell_type": "code", "execution_count": 8, "id": "0cfc7ddf-2956-4972-a7bd-ebc57bb07c7f", "metadata": { "tags": [] }, "outputs": [], "source": [ "t = ts[[\"RAINRATE\", \"T2D\"]].mean(dim=(\"y\", \"x\")).compute()" ] }, { "cell_type": "code", "execution_count": 9, "id": "c9eab854-7407-4e46-9d50-1b523a470621", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "t.to_dataframe()[[\"RAINRATE\", \"T2D\"]].plot(subplots=True);" ] }, { "cell_type": "code", "execution_count": 10, "id": "fe57023e-a85c-4e85-9bd7-2ed68b7e6d84", "metadata": { "tags": [] }, "outputs": [], "source": [ "client.close()" ] }, { "cell_type": "markdown", "id": "9daa9a3e-1626-4d0d-8a6d-6ff2b875ca77", "metadata": {}, "source": [ "Now let's do a fun computation. We'll calculate an average temperature at each hour, and look at the difference (anomaly?) from it over the course of our timeseries.\n", "\n", "This will be a large computation, so let's parallelize it on a cluster." ] }, { "cell_type": "code", "execution_count": 11, "id": "0f14e366-ba47-42a3-9956-227c8b458bae", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Client

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Client-7e49bf19-f4bf-11ed-83c7-32bb6486e0f8

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Connection method: Cluster objectCluster type: dask_gateway.GatewayCluster
\n", " Dashboard: /services/dask-gateway/clusters/default.c0d5d67063384fe2acdb71d0e6615657/status\n", "
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Cluster Info

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GatewayCluster

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" ], "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from dask_gateway import GatewayCluster\n", "\n", "cluster = GatewayCluster()\n", "cluster.scale(16)\n", "client = cluster.get_client()\n", "client" ] }, { "cell_type": "code", "execution_count": 12, "id": "f302fe24-2fcb-491a-a678-de5dc2d4e7f8", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'T2D' (time: 7306, y: 480, x: 576)>\n",
       "dask.array<getitem, shape=(7306, 480, 576), dtype=float64, chunksize=(168, 240, 288), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    crs      int64 0\n",
       "  * time     (time) datetime64[ns] 2022-06-29 ... 2023-04-29T10:00:00\n",
       "  * x        (x) float64 5.765e+05 5.775e+05 5.785e+05 ... 1.151e+06 1.152e+06\n",
       "  * y        (y) float64 4.805e+05 4.815e+05 4.825e+05 ... 9.585e+05 9.595e+05\n",
       "Attributes:\n",
       "    cell_methods:    time: point\n",
       "    esri_pe_string:  PROJCS["Lambert_Conformal_Conic",GEOGCS["GCS_Sphere",DAT...\n",
       "    grid_mapping:    crs\n",
       "    long_name:       2-m Air Temperature\n",
       "    proj4:           +proj=lcc +units=m +a=6370000.0 +b=6370000.0 +lat_1=30.0...\n",
       "    remap:           remapped via ESMF regrid_with_weights: Bilinear\n",
       "    standard_name:   air_temperature\n",
       "    units:           K
" ], "text/plain": [ "\n", "dask.array\n", "Coordinates:\n", " crs int64 0\n", " * time (time) datetime64[ns] 2022-06-29 ... 2023-04-29T10:00:00\n", " * x (x) float64 5.765e+05 5.775e+05 5.785e+05 ... 1.151e+06 1.152e+06\n", " * y (y) float64 4.805e+05 4.815e+05 4.825e+05 ... 9.585e+05 9.595e+05\n", "Attributes:\n", " cell_methods: time: point\n", " esri_pe_string: PROJCS[\"Lambert_Conformal_Conic\",GEOGCS[\"GCS_Sphere\",DAT...\n", " grid_mapping: crs\n", " long_name: 2-m Air Temperature\n", " proj4: +proj=lcc +units=m +a=6370000.0 +b=6370000.0 +lat_1=30.0...\n", " remap: remapped via ESMF regrid_with_weights: Bilinear\n", " standard_name: air_temperature\n", " units: K" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "subset = ds[\"T2D\"].isel(y=slice(2400, 2880), x=slice(2880, 3456))\n", "subset" ] }, { "cell_type": "code", "execution_count": 13, "id": "6ce2e327-26a4-46f1-9079-2d41b3ef3f56", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'T2D' (hour: 24, y: 480, x: 576)>\n",
       "dask.array<transpose, shape=(24, 480, 576), dtype=float64, chunksize=(24, 240, 288), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    crs      int64 0\n",
       "  * x        (x) float64 5.765e+05 5.775e+05 5.785e+05 ... 1.151e+06 1.152e+06\n",
       "  * y        (y) float64 4.805e+05 4.815e+05 4.825e+05 ... 9.585e+05 9.595e+05\n",
       "  * hour     (hour) int64 0 1 2 3 4 5 6 7 8 9 ... 14 15 16 17 18 19 20 21 22 23\n",
       "Attributes:\n",
       "    cell_methods:    time: point\n",
       "    esri_pe_string:  PROJCS["Lambert_Conformal_Conic",GEOGCS["GCS_Sphere",DAT...\n",
       "    grid_mapping:    crs\n",
       "    long_name:       2-m Air Temperature\n",
       "    proj4:           +proj=lcc +units=m +a=6370000.0 +b=6370000.0 +lat_1=30.0...\n",
       "    remap:           remapped via ESMF regrid_with_weights: Bilinear\n",
       "    standard_name:   air_temperature\n",
       "    units:           K
" ], "text/plain": [ "\n", "dask.array\n", "Coordinates:\n", " crs int64 0\n", " * x (x) float64 5.765e+05 5.775e+05 5.785e+05 ... 1.151e+06 1.152e+06\n", " * y (y) float64 4.805e+05 4.815e+05 4.825e+05 ... 9.585e+05 9.595e+05\n", " * hour (hour) int64 0 1 2 3 4 5 6 7 8 9 ... 14 15 16 17 18 19 20 21 22 23\n", "Attributes:\n", " cell_methods: time: point\n", " esri_pe_string: PROJCS[\"Lambert_Conformal_Conic\",GEOGCS[\"GCS_Sphere\",DAT...\n", " grid_mapping: crs\n", " long_name: 2-m Air Temperature\n", " proj4: +proj=lcc +units=m +a=6370000.0 +b=6370000.0 +lat_1=30.0...\n", " remap: remapped via ESMF regrid_with_weights: Bilinear\n", " standard_name: air_temperature\n", " units: K" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hourly = subset.groupby(\"time.hour\").mean(dim=\"time\")\n", "hourly" ] }, { "cell_type": "markdown", "id": "95a6ff3d-ba60-4001-ae44-0ba71c5b6048", "metadata": {}, "source": [ "We'll use this result in a computation later on, so let's persist it on the cluster." ] }, { "cell_type": "code", "execution_count": 14, "id": "af6d71fc-85ff-4086-a5ec-f42a3450af1f", "metadata": { "tags": [] }, "outputs": [], "source": [ "hourly = hourly.persist()" ] }, { "cell_type": "markdown", "id": "f036c7ab-f9cd-41c7-b02c-30e5e4121106", "metadata": {}, "source": [ "And peek at the first timestamp." ] }, { "cell_type": "code", "execution_count": 15, "id": "34b5c75e-d3f1-4fc6-b0b2-8c54552226f4", "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "hourly.isel(hour=0).plot();" ] }, { "cell_type": "markdown", "id": "53a21bb8-c9c4-4893-bdf3-141d4f7e7e65", "metadata": {}, "source": [ "Now we can calculate the anomaly." ] }, { "cell_type": "code", "execution_count": 16, "id": "e4058261-5656-449a-b4c7-732eb79105c3", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'T2D' (time: 7306, y: 480, x: 576)>\n",
       "dask.array<sub, shape=(7306, 480, 576), dtype=float64, chunksize=(168, 240, 288), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    crs      (time) int64 0 0 0 0 0 0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0 0 0 0 0\n",
       "  * time     (time) datetime64[ns] 2022-06-29 ... 2023-04-29T10:00:00\n",
       "  * x        (x) float64 5.765e+05 5.775e+05 5.785e+05 ... 1.151e+06 1.152e+06\n",
       "  * y        (y) float64 4.805e+05 4.815e+05 4.825e+05 ... 9.585e+05 9.595e+05\n",
       "    hour     (time) int64 0 1 2 3 4 5 6 7 8 9 10 11 ... 0 1 2 3 4 5 6 7 8 9 10
" ], "text/plain": [ "\n", "dask.array\n", "Coordinates:\n", " crs (time) int64 0 0 0 0 0 0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0 0 0 0 0\n", " * time (time) datetime64[ns] 2022-06-29 ... 2023-04-29T10:00:00\n", " * x (x) float64 5.765e+05 5.775e+05 5.785e+05 ... 1.151e+06 1.152e+06\n", " * y (y) float64 4.805e+05 4.815e+05 4.825e+05 ... 9.585e+05 9.595e+05\n", " hour (time) int64 0 1 2 3 4 5 6 7 8 9 10 11 ... 0 1 2 3 4 5 6 7 8 9 10" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "import dask\n", "\n", "with dask.config.set(**{\"array.slicing.split_large_chunks\": True}):\n", " anomaly = subset.groupby(\"time.hour\") - hourly\n", "anomaly" ] }, { "cell_type": "code", "execution_count": 17, "id": "40994090-3ae1-475d-9ef0-90c70d7764f0", "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray 'T2D' (time: 7306)>\n",
       "dask.array<mean_agg-aggregate, shape=(7306,), dtype=float64, chunksize=(168,), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "    crs      (time) int64 0 0 0 0 0 0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0 0 0 0 0\n",
       "  * time     (time) datetime64[ns] 2022-06-29 ... 2023-04-29T10:00:00\n",
       "    hour     (time) int64 0 1 2 3 4 5 6 7 8 9 10 11 ... 0 1 2 3 4 5 6 7 8 9 10
" ], "text/plain": [ "\n", "dask.array\n", "Coordinates:\n", " crs (time) int64 0 0 0 0 0 0 0 0 0 0 0 0 0 ... 0 0 0 0 0 0 0 0 0 0 0 0\n", " * time (time) datetime64[ns] 2022-06-29 ... 2023-04-29T10:00:00\n", " hour (time) int64 0 1 2 3 4 5 6 7 8 9 10 11 ... 0 1 2 3 4 5 6 7 8 9 10" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "avg = anomaly.mean(dim=(\"y\", \"x\"))\n", "avg" ] }, { "cell_type": "markdown", "id": "3829c5bb-bf9f-450d-8738-d4d60b6fb718", "metadata": {}, "source": [ "This is a small result, so we can bring it back to the client with `.compute()`." ] }, { "cell_type": "code", "execution_count": 18, "id": "22622bce-3cb1-402e-ad05-fa06c890d873", "metadata": { "tags": [] }, "outputs": [], "source": [ "avg = avg.compute()" ] }, { "cell_type": "markdown", "id": "3abe9a26-9765-4286-bf7e-4ab69ea6c278", "metadata": {}, "source": [ "And visualize the result." ] }, { "cell_type": "code", "execution_count": 19, "id": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "avg.plot(label=\"Anomaly\", ax=ax)\n", "ax.legend()\n", "sns.despine()" ] }, { "cell_type": "markdown", "id": "b329d45b", "metadata": {}, "source": [ "Now let's clean up and move on to [Tabular](05-tabular.ipynb). When you stop the notebook kernel you'll automatically stop the cluster as well." ] } ], "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": "3.10.10" } }, "nbformat": 4, "nbformat_minor": 5 }