{ "cells": [ { "cell_type": "markdown", "id": "cc59a522-e4a1-45a4-8d31-4420cce96395", "metadata": {}, "source": [ "# Combining tiles" ] }, { "cell_type": "code", "execution_count": 8, "id": "5de0a880-6c27-47b2-a31b-38cddd194d56", "metadata": {}, "outputs": [], "source": [ "import glob\n", "import distributed\n", "import numpy as np\n", "\n", "dirname = \"/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF\"" ] }, { "cell_type": "markdown", "id": "dfdab307-7dfb-434f-a1a7-d69b228e1c0e", "metadata": {}, "source": [ "## Request resources" ] }, { "cell_type": "code", "execution_count": 2, "id": "ceb50410-0209-4db0-89cf-888080e4c736", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/glade/u/home/dcherian/miniconda3/envs/pump/lib/python3.10/site-packages/dask_jobqueue/core.py:20: FutureWarning: tmpfile is deprecated and will be removed in a future release. Please use dask.utils.tmpfile instead.\n", " from distributed.utils import tmpfile\n", "/glade/u/home/dcherian/miniconda3/envs/pump/lib/python3.10/site-packages/distributed/node.py:179: UserWarning: Port 8787 is already in use.\n", "Perhaps you already have a cluster running?\n", "Hosting the HTTP server on port 42221 instead\n", " warnings.warn(\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "3a1c95647d9046a99d2aa5866d3d4546", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Tab(children=(HTML(value='
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Client

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Cluster Info

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PBSCluster

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Scheduler

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Workers

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" ], "text/plain": [ "" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "client = distributed.Client(cluster)\n", "client" ] }, { "cell_type": "code", "execution_count": 16, "id": "f2c8d7ec-dd86-4ec4-98b6-90d7384b2a67", "metadata": {}, "outputs": [], "source": [ "cluster.scale(2)" ] }, { "cell_type": "markdown", "id": "95e290e0-e562-4216-ab4a-15b6865b0323", "metadata": {}, "source": [ "## Note\n", "\n", "The files are stored under paths that look like\n", "\n", "```\n", "'/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0118',\n", "'/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0119',\n", "'/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0120',\n", "`/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0121',\n", "...\n", "```" ] }, { "cell_type": "markdown", "id": "61d31d1f-60c1-40e5-b2c8-f43475fcb486", "metadata": {}, "source": [ "## Test out combining\n", "\n", "Here's what the files for a single day looks like." ] }, { "cell_type": "code", "execution_count": 12, "id": "269707c4-e85d-46ed-8387-e5048daa6c82", "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "['/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0118',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0119',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0120',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0121',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0122',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0123',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0136',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0137',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0138',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0139',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0140',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0141',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0154',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0155',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0156',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0157',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0158',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0159',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0172',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0173',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0174',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0175',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0176',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0177',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0190',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0191',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0192',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0193',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0194',\n", " '/glade/campaign/cgd/oce/people/bachman/ETP_1_20_tides/SHELF/ocean_shelf__1993_001.nc.0195']" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pattern = \"1993_001\"\n", "files = sorted(glob.glob(f\"{dirname}/*{pattern}*\"))[:30]\n", "files" ] }, { "cell_type": "markdown", "id": "b9ef166a-53b6-4b55-ae99-b618a30bf2cf", "metadata": {}, "source": [ "Lets read the raw files using `read_raw_files`" ] }, { "cell_type": "code", "execution_count": null, "id": "43f94ce8-8d13-40b5-86b6-d5b6b1942a0c", "metadata": {}, "outputs": [], "source": [ "from mom6_tools.sections import read_raw_files\n", "dsets = read_raw_files(files, parallel=True)" ] }, { "cell_type": "markdown", "id": "be7b3e29-c50b-4872-9aa2-0732cbecc0b4", "metadata": {}, "source": [ "This returns a 1D list of Datasets" ] }, { "cell_type": "code", "execution_count": 18, "id": "64180dc6-8588-4bf0-b2c5-919594f99cb6", "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "[\n", " Dimensions: (xq: 51, yh: 35, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 51,\n", " yq: 35)\n", " Coordinates:\n", " * xq (xq) float64 263.0 263.1 263.1 263.1 ... 265.4 265.4 265.5\n", " * yh (yh) float64 2.975 3.025 3.075 3.125 ... 4.575 4.625 4.675\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 263.0 263.0 263.1 263.1 ... 265.4 265.4 265.5\n", " * yq (yq) float64 3.0 3.05 3.1 3.15 3.2 ... 4.5 4.55 4.6 4.65 4.7\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 56, yh: 35, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 55,\n", " yq: 35)\n", " Coordinates:\n", " * xq (xq) float64 265.5 265.6 265.6 265.6 ... 268.1 268.2 268.2\n", " * yh (yh) float64 2.975 3.025 3.075 3.125 ... 4.575 4.625 4.675\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 265.5 265.6 265.6 265.7 ... 268.1 268.2 268.2\n", " * yq (yq) float64 3.0 3.05 3.1 3.15 3.2 ... 4.5 4.55 4.6 4.65 4.7\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 56, yh: 35, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 55,\n", " yq: 35)\n", " Coordinates:\n", " * xq (xq) float64 268.2 268.3 268.4 268.4 ... 270.9 270.9 271.0\n", " * yh (yh) float64 2.975 3.025 3.075 3.125 ... 4.575 4.625 4.675\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 268.3 268.3 268.4 268.4 ... 270.9 270.9 271.0\n", " * yq (yq) float64 3.0 3.05 3.1 3.15 3.2 ... 4.5 4.55 4.6 4.65 4.7\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 57, yh: 35, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 56,\n", " yq: 35)\n", " Coordinates:\n", " * xq (xq) float64 271.0 271.1 271.1 271.1 ... 273.7 273.8 273.8\n", " * yh (yh) float64 2.975 3.025 3.075 3.125 ... 4.575 4.625 4.675\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 271.0 271.1 271.1 271.2 ... 273.7 273.7 273.8\n", " * yq (yq) float64 3.0 3.05 3.1 3.15 3.2 ... 4.5 4.55 4.6 4.65 4.7\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 57, yh: 35, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 56,\n", " yq: 35)\n", " Coordinates:\n", " * xq (xq) float64 273.8 273.9 273.9 273.9 ... 276.5 276.6 276.6\n", " * yh (yh) float64 2.975 3.025 3.075 3.125 ... 4.575 4.625 4.675\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 273.8 273.9 273.9 274.0 ... 276.5 276.5 276.6\n", " * yq (yq) float64 3.0 3.05 3.1 3.15 3.2 ... 4.5 4.55 4.6 4.65 4.7\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 9, yh: 35, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 8,\n", " yq: 35)\n", " Coordinates:\n", " * xq (xq) float64 276.6 276.6 276.7 276.8 ... 276.9 276.9 277.0\n", " * yh (yh) float64 2.975 3.025 3.075 3.125 ... 4.575 4.625 4.675\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 276.6 276.7 276.7 276.8 276.8 276.9 276.9 277.0\n", " * yq (yq) float64 3.0 3.05 3.1 3.15 3.2 ... 4.5 4.55 4.6 4.65 4.7\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 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float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 51, yh: 56, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 51,\n", " yq: 57)\n", " Coordinates:\n", " * xq (xq) float64 263.0 263.1 263.1 263.1 ... 265.4 265.4 265.5\n", " * yh (yh) float64 7.525 7.575 7.625 7.675 ... 10.18 10.23 10.27\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 263.0 263.0 263.1 263.1 ... 265.4 265.4 265.5\n", " * yq (yq) float64 7.5 7.55 7.6 7.65 7.7 ... 10.15 10.2 10.25 10.3\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 56, yh: 56, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 55,\n", " yq: 57)\n", " Coordinates:\n", " * xq (xq) float64 265.5 265.6 265.6 265.6 ... 268.1 268.2 268.2\n", " * yh (yh) float64 7.525 7.575 7.625 7.675 ... 10.18 10.23 10.27\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 265.5 265.6 265.6 265.7 ... 268.1 268.2 268.2\n", " * yq (yq) float64 7.5 7.55 7.6 7.65 7.7 ... 10.15 10.2 10.25 10.3\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 56, yh: 56, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 55,\n", " yq: 57)\n", " Coordinates:\n", " * xq (xq) float64 268.2 268.3 268.4 268.4 ... 270.9 270.9 271.0\n", " * yh (yh) float64 7.525 7.575 7.625 7.675 ... 10.18 10.23 10.27\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 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title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 57, yh: 56, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 56,\n", " yq: 57)\n", " Coordinates:\n", " * xq (xq) float64 273.8 273.9 273.9 273.9 ... 276.5 276.6 276.6\n", " * yh (yh) float64 10.32 10.38 10.43 10.48 ... 12.98 13.02 13.07\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 273.8 273.9 273.9 274.0 ... 276.5 276.5 276.6\n", " * yq (yq) float64 10.3 10.35 10.4 10.45 ... 12.95 13.0 13.05 13.1\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, 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...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 56, yh: 38, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 55,\n", " yq: 39)\n", " Coordinates:\n", " * xq (xq) float64 265.5 265.6 265.6 265.6 ... 268.1 268.2 268.2\n", " * yh (yh) float64 13.12 13.18 13.23 13.27 ... 14.88 14.93 14.98\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 265.5 265.6 265.6 265.7 ... 268.1 268.2 268.2\n", " * yq (yq) float64 13.1 13.15 13.2 13.25 ... 14.85 14.9 14.95 15.0\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 56, yh: 38, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 55,\n", " yq: 39)\n", " Coordinates:\n", " * xq (xq) float64 268.2 268.3 268.4 268.4 ... 270.9 270.9 271.0\n", " * yh (yh) float64 13.12 13.18 13.23 13.27 ... 14.88 14.93 14.98\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 268.3 268.3 268.4 268.4 ... 270.9 270.9 271.0\n", " * yq (yq) float64 13.1 13.15 13.2 13.25 ... 14.85 14.9 14.95 15.0\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 57, yh: 38, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 56,\n", " yq: 39)\n", " Coordinates:\n", " * xq (xq) float64 271.0 271.1 271.1 271.1 ... 273.7 273.8 273.8\n", " * yh (yh) float64 13.12 13.18 13.23 13.27 ... 14.88 14.93 14.98\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 271.0 271.1 271.1 271.2 ... 273.7 273.7 273.8\n", " * yq (yq) float64 13.1 13.15 13.2 13.25 ... 14.85 14.9 14.95 15.0\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 57, yh: 38, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 56,\n", " yq: 39)\n", " Coordinates:\n", " * xq (xq) float64 273.8 273.9 273.9 273.9 ... 276.5 276.6 276.6\n", " * yh (yh) float64 13.12 13.18 13.23 13.27 ... 14.88 14.93 14.98\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 273.8 273.9 273.9 274.0 ... 276.5 276.5 276.6\n", " * yq (yq) float64 13.1 13.15 13.2 13.25 ... 14.85 14.9 14.95 15.0\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A,\n", " \n", " Dimensions: (xq: 9, yh: 38, z_l: 140, z_i: 141, time: 8, nv: 2, xh: 8,\n", " yq: 39)\n", " Coordinates:\n", " * xq (xq) float64 276.6 276.6 276.7 276.8 ... 276.9 276.9 277.0\n", " * yh (yh) float64 13.12 13.18 13.23 13.27 ... 14.88 14.93 14.98\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * nv (nv) float64 1.0 2.0\n", " * xh (xh) float64 276.6 276.7 276.7 276.8 276.8 276.9 276.9 277.0\n", " * yq (yq) float64 13.1 13.15 13.2 13.25 ... 14.85 14.9 14.95 15.0\n", " Data variables: (12/16)\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " ... ...\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array\n", " average_T1 (time) object dask.array\n", " average_T2 (time) object dask.array\n", " average_DT (time) timedelta64[ns] dask.array\n", " time_bnds (time, nv) timedelta64[ns] dask.array\n", " Attributes:\n", " NumFilesInSet: 0\n", " title: MOM6 diagnostic fields table for CESM case: ETP.003\n", " grid_type: regular\n", " grid_tile: N/A]" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dsets" ] }, { "cell_type": "markdown", "id": "69493915-80e5-4668-9eb4-eb902bfc13fc", "metadata": {}, "source": [ "Now visualize the bounding boxes for each tile using a single variable" ] }, { "cell_type": "code", "execution_count": 22, "id": "26b36995-33c0-4cc8-9564-a7aa2b5e5384", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 248, "width": 368 }, "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from mom6_sections import visualize_tile\n", "\n", "for ds in dsets:\n", " visualize_tile(ds.uo)" ] }, { "cell_type": "markdown", "id": "4be3005c-c728-4e7b-b7ce-7ac18073d537", "metadata": {}, "source": [ "Now lets combine those tiles into a single Dataset. For that we will first reshape our 1D list of Datasets into 2D tiles matching the figure above (6 along x, 5 along y)" ] }, { "cell_type": "code", "execution_count": 31, "id": "aff6dae7-41b5-426b-b073-bc74d0c2f30e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ncols=5, nrows=6\n" ] } ], "source": [ "from mom6_tools.sections import tile_raw_files\n", "\n", "tiled = tile_raw_files(dsets, x=6, y=5)\n", "print(f\"ncols={len(tiled)}, nrows={len(tiled[0])}\")" ] }, { "cell_type": "code", "execution_count": 32, "id": "58376a21-9b5c-49a8-9cf1-439c6d8981a0", "metadata": {}, "outputs": [], "source": [ "from mom6_tools.sections import combine_manual" ] }, { "cell_type": "code", "execution_count": 33, "id": "cb513e02-3d31-470e-b3e7-5a4a037dfee2", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.Dataset>\n",
       "Dimensions:        (xq: 281, yh: 241, z_l: 140, time: 8, xh: 281, yq: 241,\n",
       "                    z_i: 141)\n",
       "Coordinates:\n",
       "  * xq             (xq) float64 263.0 263.1 263.1 263.1 ... 276.9 276.9 277.0\n",
       "  * yh             (yh) float64 2.975 3.025 3.075 3.125 ... 14.88 14.93 14.98\n",
       "  * z_l            (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n",
       "  * time           (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n",
       "  * xh             (xh) float64 263.0 263.0 263.1 263.1 ... 276.9 276.9 277.0\n",
       "  * yq             (yq) float64 3.0 3.05 3.1 3.15 3.2 ... 14.85 14.9 14.95 15.0\n",
       "  * z_i            (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n",
       "Data variables:\n",
       "    uo             (time, z_l, yh, xq) float32 dask.array<chunksize=(8, 140, 35, 50), meta=np.ndarray>\n",
       "    vo             (time, z_l, yq, xh) float32 dask.array<chunksize=(8, 140, 34, 51), meta=np.ndarray>\n",
       "    thetao         (time, z_l, yh, xh) float32 dask.array<chunksize=(8, 140, 35, 51), meta=np.ndarray>\n",
       "    so             (time, z_l, yh, xh) float32 dask.array<chunksize=(8, 140, 35, 51), meta=np.ndarray>\n",
       "    Tflx_dia_diff  (time, z_i, yh, xh) float32 dask.array<chunksize=(8, 141, 35, 51), meta=np.ndarray>\n",
       "    Sflx_dia_diff  (time, z_i, yh, xh) float32 dask.array<chunksize=(8, 141, 35, 51), meta=np.ndarray>\n",
       "    Kd_heat        (time, z_i, yh, xh) float32 dask.array<chunksize=(8, 141, 35, 51), meta=np.ndarray>\n",
       "    Kd_salt        (time, z_i, yh, xh) float32 dask.array<chunksize=(8, 141, 35, 51), meta=np.ndarray>\n",
       "    Kd_ePBL        (time, z_i, yh, xh) float32 dask.array<chunksize=(8, 141, 35, 51), meta=np.ndarray>\n",
       "    Kd_shear       (time, z_i, yh, xh) float32 dask.array<chunksize=(8, 141, 35, 51), meta=np.ndarray>\n",
       "    Kv_u           (time, z_l, yh, xq) float32 dask.array<chunksize=(8, 140, 35, 50), meta=np.ndarray>\n",
       "    Kd_BBL         (time, z_i, yh, xh) float32 dask.array<chunksize=(8, 141, 35, 51), meta=np.ndarray>
" ], "text/plain": [ "\n", "Dimensions: (xq: 281, yh: 241, z_l: 140, time: 8, xh: 281, yq: 241,\n", " z_i: 141)\n", "Coordinates:\n", " * xq (xq) float64 263.0 263.1 263.1 263.1 ... 276.9 276.9 277.0\n", " * yh (yh) float64 2.975 3.025 3.075 3.125 ... 14.88 14.93 14.98\n", " * z_l (z_l) float64 1.25 3.75 6.25 ... 6.324e+03 6.574e+03\n", " * time (time) object 1992-12-30 01:30:00 ... 1992-12-30 22:30:00\n", " * xh (xh) float64 263.0 263.0 263.1 263.1 ... 276.9 276.9 277.0\n", " * yq (yq) float64 3.0 3.05 3.1 3.15 3.2 ... 14.85 14.9 14.95 15.0\n", " * z_i (z_i) float64 0.0 2.5 5.0 ... 6.199e+03 6.449e+03 6.699e+03\n", "Data variables:\n", " uo (time, z_l, yh, xq) float32 dask.array\n", " vo (time, z_l, yq, xh) float32 dask.array\n", " thetao (time, z_l, yh, xh) float32 dask.array\n", " so (time, z_l, yh, xh) float32 dask.array\n", " Tflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Sflx_dia_diff (time, z_i, yh, xh) float32 dask.array\n", " Kd_heat (time, z_i, yh, xh) float32 dask.array\n", " Kd_salt (time, z_i, yh, xh) float32 dask.array\n", " Kd_ePBL (time, z_i, yh, xh) float32 dask.array\n", " Kd_shear (time, z_i, yh, xh) float32 dask.array\n", " Kv_u (time, z_l, yh, xq) float32 dask.array\n", " Kd_BBL (time, z_i, yh, xh) float32 dask.array" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "combined = combine_manual(tiled)\n", "combined" ] }, { "cell_type": "markdown", "id": "de015a14-a76b-4ccd-8a78-53ec87147f6c", "metadata": {}, "source": [ "Make sure there are no artifacts" ] }, { "cell_type": "code", "execution_count": 39, "id": "e1fcf03f-4ed2-43e6-93d7-9359ea915747", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 39, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 288, "width": 399 }, "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import cf_xarray\n", "\n", "combined.uo.cf.isel(Z=0, T=0).plot(robust=True)" ] }, { "cell_type": "code", "execution_count": 40, "id": "79729c7e-9338-4462-9c1b-56a295cb9d9b", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 288, "width": 405 }, "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "combined.uo.cf.isel(Z=0, T=0).cf.diff(\"X\").plot(robust=True)" ] }, { "cell_type": "markdown", "id": "81b70d00-a7c2-4d48-b751-f7ed286d6c6b", "metadata": {}, "source": [ "## Combine files in parallel\n", "\n", "1. The idea is that we'll use `dask.delayed` to execute one task per day i.e. we parallelize across output files\n", "1. This task will \n", " - synchronously read in all files for that day using `read_raw_files`,\n", " - assemble them to one xarray.Dataset using `tile_raw_files` and `combine_manual`\n", " - write that Dataset to a new file with compression enabled\n", " \n", " \n", "The following function does all these steps" ] }, { "cell_type": "code", "execution_count": 6, "id": "054e5fcf-6f85-4082-a043-2fa6a8abdf37", "metadata": {}, "outputs": [], "source": [ "def all_steps(pattern, dirname, scheduler=\"sync\"):\n", " import glob\n", " import dask\n", " from mom_tools.sections import combine_manual, read_raw_files, tile_raw_files\n", "\n", " # compressor = zarr.Blosc(cname=\"zstd\", clevel=3, shuffle=2)\n", " # encoding = {var: {\"compressor\": compressor} for var in concat}\n", "\n", " # complevel=4 makes no difference\n", " compr_dict = dict(zlib=True, complevel=1, _FillValue=None)\n", " \n", " globstr = f\"{dirname}/*{pattern}*\"\n", " files = sorted(glob.glob(f\"{dirname}/*{pattern}*\"))\n", "\n", " with dask.config.set(scheduler=scheduler):\n", " # only parallelize if not being executed in a delayed task\n", " raw_files_list = read_raw_files(files, parallel= scheduler != \"sync\")\n", " if not raw_files_list:\n", " raise ValueError(f\"bad pattern: {pattern}; reading {globstr}\")\n", "\n", " nfiles = len(raw_files_list)\n", " # make sure number of files is what I expect\n", " if nfiles != 30:\n", " raise ValueError(f\"wrong number of files {nfiles} for pattern: {pattern}\")\n", " \n", " # reshape into 2D list of lists\n", " # then concatenate along rows, then columns\n", " combined1 = combine_manual(tile_raw_files(raw_files_list[:30], 6, 5))\n", " \n", " # write to file\n", " name = f\"{dirname}/compressed/ocean_shelf_{pattern}.nc\"\n", " combined1.to_netcdf(\n", " name,\n", " unlimited_dims=[\"time\"],\n", " encoding=dict.fromkeys(combined1.variables, compr_dict),\n", " )\n", " return pattern" ] }, { "cell_type": "markdown", "id": "f0bc577d-a581-4c3d-8e53-ca96ec09208b", "metadata": {}, "source": [ "### Test" ] }, { "cell_type": "code", "execution_count": null, "id": "99638df5-522b-408c-9d44-d3d535d564b6", "metadata": {}, "outputs": [], "source": [ "ds = all_steps(\"1993_001\", dirname)" ] }, { "cell_type": "markdown", "id": "39b84e08-1dfa-437d-a274-b4f0e786daf6", "metadata": {}, "source": [ "### Combine\n", "\n", "Now determine all unique `year_day` files" ] }, { "cell_type": "code", "execution_count": 41, "id": "f18bac02-fa61-463a-af1b-9891cba1b96f", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array(['1993_001', '1993_002', '1993_003', ..., '2018_363', '2018_364',\n", " '2018_365'], dtype='