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Created July 23, 2020 21:34
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dask_cpu_1Node_1Files.ipynb
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"#import cupy as cp\n",
"%matplotlib inline\n",
"import numpy as np\n",
"#cp.__version__, np.__version__, xr.__version__"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<dask.config.set at 0x2b273024b510>"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import xarray as xr\n",
"from glob import glob\n",
"from dask_jobqueue import SLURMCluster\n",
"from distributed import Client, performance_report, progress\n",
"import dask\n",
"import bokeh\n",
"import subprocess\n",
"dask.config.set({'distributed.dashboard.link': '/proxy/{port}/status'})"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"('2.20.0', '2.21.0', '2.1.1', '0.7.1')"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import dask_jobqueue\n",
"import distributed \n",
"dask.__version__,distributed.__version__,bokeh.__version__,dask_jobqueue.__version__"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "e6f6ac25e64c41768acd37c698783e78",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"VBox(children=(HTML(value='<h2>SLURMCluster</h2>'), HBox(children=(HTML(value='\\n<div>\\n <style scoped>\\n …"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"cluster = SLURMCluster(cores=1, processes=1, walltime='01:00:00', memory='100GB',\n",
" scheduler_options={\"dashboard_address\" :'0.0.0.0'},\n",
" # specify special hardware availability that the scheduler is not aware of\n",
" job_extra=['--constraint=skylake','--mem=0','--reservation=TDD_2xgp100'], \n",
" env_extra=[]) # ensure cuda is loaded\n",
"\n",
"\n",
"\n",
"client = Client(cluster)\n",
"cluster\n"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"cluster.scale(1)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"2\n",
"['/glade/scratch/jsauer/ForPeople/ForCISL/ForSIPARCS/CBL_5m/output/FE_CBL.550000', '/glade/scratch/jsauer/ForPeople/ForCISL/ForSIPARCS/CBL_5m/output/FE_CBL.550080']\n"
]
}
],
"source": [
"files = sorted(glob(\"/glade/scratch/jsauer/ForPeople/ForCISL/ForSIPARCS/CBL_5m/output/*\"))\n",
"files = files[:2]\n",
"print(len(files))\n",
"print(files)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 42.4 ms, sys: 8.11 ms, total: 50.5 ms\n",
"Wall time: 679 ms\n"
]
},
{
"data": {
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"</defs>\n",
"</svg>\n",
"<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
" *\n",
" */\n",
"\n",
":root {\n",
" --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
" --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
" --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
" --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
" --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
" --xr-background-color: var(--jp-layout-color0, white);\n",
" --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
" --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
"}\n",
"\n",
"html[theme=dark],\n",
"body.vscode-dark {\n",
" --xr-font-color0: rgba(255, 255, 255, 1);\n",
" --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
" --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
" --xr-border-color: #1F1F1F;\n",
" --xr-disabled-color: #515151;\n",
" --xr-background-color: #111111;\n",
" --xr-background-color-row-even: #111111;\n",
" --xr-background-color-row-odd: #313131;\n",
"}\n",
"\n",
".xr-wrap {\n",
" display: block;\n",
" min-width: 300px;\n",
" max-width: 700px;\n",
"}\n",
"\n",
".xr-text-repr-fallback {\n",
" /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
" display: none;\n",
"}\n",
"\n",
".xr-header {\n",
" padding-top: 6px;\n",
" padding-bottom: 6px;\n",
" margin-bottom: 4px;\n",
" border-bottom: solid 1px var(--xr-border-color);\n",
"}\n",
"\n",
".xr-header > div,\n",
".xr-header > ul {\n",
" display: inline;\n",
" margin-top: 0;\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-obj-type,\n",
".xr-array-name {\n",
" margin-left: 2px;\n",
" margin-right: 10px;\n",
"}\n",
"\n",
".xr-obj-type {\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-sections {\n",
" padding-left: 0 !important;\n",
" display: grid;\n",
" grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
"}\n",
"\n",
".xr-section-item {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-section-item input {\n",
" display: none;\n",
"}\n",
"\n",
".xr-section-item input + label {\n",
" color: var(--xr-disabled-color);\n",
"}\n",
"\n",
".xr-section-item input:enabled + label {\n",
" cursor: pointer;\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-section-item input:enabled + label:hover {\n",
" color: var(--xr-font-color0);\n",
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".xr-section-summary {\n",
" grid-column: 1;\n",
" color: var(--xr-font-color2);\n",
" font-weight: 500;\n",
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"\n",
".xr-section-summary > span {\n",
" display: inline-block;\n",
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".xr-section-summary-in:disabled + label {\n",
" color: var(--xr-font-color2);\n",
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".xr-section-summary-in + label:before {\n",
" display: inline-block;\n",
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".xr-section-summary,\n",
".xr-section-inline-details {\n",
" padding-top: 4px;\n",
" padding-bottom: 4px;\n",
"}\n",
"\n",
".xr-section-inline-details {\n",
" grid-column: 2 / -1;\n",
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".xr-section-details {\n",
" display: none;\n",
" grid-column: 1 / -1;\n",
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".xr-section-summary-in:checked ~ .xr-section-details {\n",
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".xr-array-wrap {\n",
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" display: grid;\n",
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".xr-array-wrap > label {\n",
" grid-column: 1;\n",
" vertical-align: top;\n",
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".xr-preview {\n",
" color: var(--xr-font-color3);\n",
"}\n",
"\n",
".xr-array-preview,\n",
".xr-array-data {\n",
" padding: 0 5px !important;\n",
" grid-column: 2;\n",
"}\n",
"\n",
".xr-array-data,\n",
".xr-array-in:checked ~ .xr-array-preview {\n",
" display: none;\n",
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" display: inline-block;\n",
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"\n",
".xr-dim-list {\n",
" display: inline-block !important;\n",
" list-style: none;\n",
" padding: 0 !important;\n",
" margin: 0;\n",
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".xr-dim-list li {\n",
" display: inline-block;\n",
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".xr-dim-list li:not(:last-child):after {\n",
" content: ',';\n",
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" font-weight: bold;\n",
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".xr-var-item label,\n",
".xr-var-item > .xr-var-name span {\n",
" background-color: var(--xr-background-color-row-even);\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-var-item > .xr-var-name:hover span {\n",
" padding-right: 5px;\n",
"}\n",
"\n",
".xr-var-list > li:nth-child(odd) > div,\n",
".xr-var-list > li:nth-child(odd) > label,\n",
".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
" background-color: var(--xr-background-color-row-odd);\n",
"}\n",
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".xr-var-name {\n",
" grid-column: 1;\n",
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".xr-var-dtype {\n",
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" grid-column: 4;\n",
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".xr-var-name,\n",
".xr-var-dims,\n",
".xr-var-dtype,\n",
".xr-preview,\n",
".xr-attrs dt {\n",
" white-space: nowrap;\n",
" overflow: hidden;\n",
" text-overflow: ellipsis;\n",
" padding-right: 10px;\n",
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"\n",
".xr-var-name:hover,\n",
".xr-var-dims:hover,\n",
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
"Dimensions: (time: 2, xIndex: 1200, yIndex: 1194, zIndex: 122)\n",
"Coordinates:\n",
" * xIndex (xIndex) int32 0 1 2 3 4 5 6 ... 1193 1194 1195 1196 1197 1198 1199\n",
" * yIndex (yIndex) int32 0 1 2 3 4 5 6 ... 1187 1188 1189 1190 1191 1192 1193\n",
" * zIndex (zIndex) int32 0 1 2 3 4 5 6 7 ... 114 115 116 117 118 119 120 121\n",
"Dimensions without coordinates: time\n",
"Data variables:\n",
" zPos (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" u (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" v (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" w (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" theta (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" TKE_0 (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" Tau11 (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" Tau21 (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" Tau31 (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" Tau32 (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" Tau22 (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" Tau33 (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" TauTH3 (time, zIndex, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;\n",
" fricVel (time, yIndex, xIndex) float32 dask.array&lt;chunksize=(1, 1194, 1200), meta=np.ndarray&gt;</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-ee9f8107-ed82-4ed0-aca6-6e9c4e223802' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ee9f8107-ed82-4ed0-aca6-6e9c4e223802' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>time</span>: 2</li><li><span class='xr-has-index'>xIndex</span>: 1200</li><li><span class='xr-has-index'>yIndex</span>: 1194</li><li><span class='xr-has-index'>zIndex</span>: 122</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-0efef990-b76b-407f-87a6-27af8c26a83c' class='xr-section-summary-in' type='checkbox' checked><label for='section-0efef990-b76b-407f-87a6-27af8c26a83c' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>xIndex</span></div><div class='xr-var-dims'>(xIndex)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 ... 1196 1197 1198 1199</div><input id='attrs-b84d9886-af33-4daa-8a18-04f9fc782613' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b84d9886-af33-4daa-8a18-04f9fc782613' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0ee1615-4295-4575-a059-5ab6976496c5' class='xr-var-data-in' type='checkbox'><label for='data-c0ee1615-4295-4575-a059-5ab6976496c5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0, 1, 2, ..., 1197, 1198, 1199], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>yIndex</span></div><div class='xr-var-dims'>(yIndex)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 ... 1190 1191 1192 1193</div><input id='attrs-17fe3314-44e8-48fc-b87e-795e72b4a588' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-17fe3314-44e8-48fc-b87e-795e72b4a588' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84979dc8-2988-43be-825a-c15c318f2627' class='xr-var-data-in' type='checkbox'><label for='data-84979dc8-2988-43be-825a-c15c318f2627' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0, 1, 2, ..., 1191, 1192, 1193], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>zIndex</span></div><div class='xr-var-dims'>(zIndex)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 ... 117 118 119 120 121</div><input id='attrs-cfb809a2-9075-4d4f-9716-ef75f28bbd55' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cfb809a2-9075-4d4f-9716-ef75f28bbd55' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-684c5ebc-4738-45fc-9470-27dfab4a5d64' class='xr-var-data-in' type='checkbox'><label for='data-684c5ebc-4738-45fc-9470-27dfab4a5d64' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13,\n",
" 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27,\n",
" 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41,\n",
" 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55,\n",
" 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69,\n",
" 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83,\n",
" 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97,\n",
" 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111,\n",
" 112, 113, 114, 115, 116, 117, 118, 119, 120, 121], dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-48389f7e-af48-4eef-8b15-0fa4f90c93c5' class='xr-section-summary-in' type='checkbox' checked><label for='section-48389f7e-af48-4eef-8b15-0fa4f90c93c5' class='xr-section-summary' >Data variables: <span>(14)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>zPos</span></div><div class='xr-var-dims'>(time, zIndex, yIndex, xIndex)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;</div><input id='attrs-b037c5eb-75b7-404e-afd3-fa09a5bbb9a7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b037c5eb-75b7-404e-afd3-fa09a5bbb9a7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-01191a63-42ee-4d7e-bb34-6b279e40796d' class='xr-var-data-in' type='checkbox'><label for='data-01191a63-42ee-4d7e-bb34-6b279e40796d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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" <tr><th> Shape </th><td> (2, 122, 1194, 1200) </td> <td> (1, 122, 1194, 1200) </td></tr>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(time, zIndex, yIndex, xIndex)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;</div><input id='attrs-d6bfd6cf-05dc-4d56-b088-5d1bc12e7ca7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d6bfd6cf-05dc-4d56-b088-5d1bc12e7ca7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fbb75e20-9b3c-4a1c-b93c-350ea6cdd2f4' class='xr-var-data-in' type='checkbox'><label for='data-fbb75e20-9b3c-4a1c-b93c-350ea6cdd2f4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v</span></div><div class='xr-var-dims'>(time, zIndex, yIndex, xIndex)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;</div><input id='attrs-2edba9bd-e474-4c21-91d0-b49acadddc3c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2edba9bd-e474-4c21-91d0-b49acadddc3c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2007de5-e564-4ab9-80fd-4f2934ff0afd' class='xr-var-data-in' type='checkbox'><label for='data-f2007de5-e564-4ab9-80fd-4f2934ff0afd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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"</tr>\n",
"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Tau21</span></div><div class='xr-var-dims'>(time, zIndex, yIndex, xIndex)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;</div><input id='attrs-a3262304-6529-42f8-9324-fba9bdbf7263' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a3262304-6529-42f8-9324-fba9bdbf7263' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ce58dcd-280b-4483-9db0-a19e16f40909' class='xr-var-data-in' type='checkbox'><label for='data-6ce58dcd-280b-4483-9db0-a19e16f40909' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Tau31</span></div><div class='xr-var-dims'>(time, zIndex, yIndex, xIndex)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;</div><input id='attrs-bd910eef-fdb2-4efe-84d5-d1b31111ae2f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bd910eef-fdb2-4efe-84d5-d1b31111ae2f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4087c68e-872f-4dae-b28a-5369a67a000e' class='xr-var-data-in' type='checkbox'><label for='data-4087c68e-872f-4dae-b28a-5369a67a000e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Tau32</span></div><div class='xr-var-dims'>(time, zIndex, yIndex, xIndex)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;</div><input id='attrs-362ed35b-e7df-468e-a77b-57e909216ec4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-362ed35b-e7df-468e-a77b-57e909216ec4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1e57ff61-56f0-4d86-a273-8ad9bd11c721' class='xr-var-data-in' type='checkbox'><label for='data-1e57ff61-56f0-4d86-a273-8ad9bd11c721' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
"<tr>\n",
"<td>\n",
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" <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
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"</table>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Tau22</span></div><div class='xr-var-dims'>(time, zIndex, yIndex, xIndex)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;</div><input id='attrs-a54700c3-31da-462f-abfe-5158a9fc3237' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a54700c3-31da-462f-abfe-5158a9fc3237' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f403e3ae-31ae-4008-b001-93bad8334465' class='xr-var-data-in' type='checkbox'><label for='data-f403e3ae-31ae-4008-b001-93bad8334465' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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" <tr><th> Bytes </th><td> 1.40 GB </td> <td> 699.21 MB </td></tr>\n",
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"</td>\n",
"</tr>\n",
"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Tau33</span></div><div class='xr-var-dims'>(time, zIndex, yIndex, xIndex)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;</div><input id='attrs-7451e0a3-2b72-4dbb-a532-7b29700265d3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7451e0a3-2b72-4dbb-a532-7b29700265d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8061467c-6542-45fb-b406-d04ede13ba00' class='xr-var-data-in' type='checkbox'><label for='data-8061467c-6542-45fb-b406-d04ede13ba00' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>TauTH3</span></div><div class='xr-var-dims'>(time, zIndex, yIndex, xIndex)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 122, 1194, 1200), meta=np.ndarray&gt;</div><input id='attrs-676043f8-d309-4900-8808-1e6a3eb76168' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-676043f8-d309-4900-8808-1e6a3eb76168' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9d997f0b-f8f5-4700-94d0-7ebaee27ffd2' class='xr-var-data-in' type='checkbox'><label for='data-9d997f0b-f8f5-4700-94d0-7ebaee27ffd2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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"</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fricVel</span></div><div class='xr-var-dims'>(time, yIndex, xIndex)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1194, 1200), meta=np.ndarray&gt;</div><input id='attrs-923a98d6-c689-404e-85ed-fe1f461e514d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-923a98d6-c689-404e-85ed-fe1f461e514d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3512cde6-5302-48df-b040-5a7a6fa128a5' class='xr-var-data-in' type='checkbox'><label for='data-3512cde6-5302-48df-b040-5a7a6fa128a5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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" <tbody>\n",
" <tr><th> Bytes </th><td> 11.46 MB </td> <td> 5.73 MB </td></tr>\n",
" <tr><th> Shape </th><td> (2, 1194, 1200) </td> <td> (1, 1194, 1200) </td></tr>\n",
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" <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
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],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (time: 2, xIndex: 1200, yIndex: 1194, zIndex: 122)\n",
"Coordinates:\n",
" * xIndex (xIndex) int32 0 1 2 3 4 5 6 ... 1193 1194 1195 1196 1197 1198 1199\n",
" * yIndex (yIndex) int32 0 1 2 3 4 5 6 ... 1187 1188 1189 1190 1191 1192 1193\n",
" * zIndex (zIndex) int32 0 1 2 3 4 5 6 7 ... 114 115 116 117 118 119 120 121\n",
"Dimensions without coordinates: time\n",
"Data variables:\n",
" zPos (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" u (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" v (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" w (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" theta (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" TKE_0 (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" Tau11 (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" Tau21 (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" Tau31 (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" Tau32 (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" Tau22 (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" Tau33 (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" TauTH3 (time, zIndex, yIndex, xIndex) float32 dask.array<chunksize=(1, 122, 1194, 1200), meta=np.ndarray>\n",
" fricVel (time, yIndex, xIndex) float32 dask.array<chunksize=(1, 1194, 1200), meta=np.ndarray>"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"%%time\n",
"def preprocess(ds):\n",
" var_list = ['zPos','u','v','w','theta','TKE_0','Tau11','Tau21','Tau31','Tau32','Tau22',\n",
" 'Tau33','TauTH3','fricVel']\n",
" return ds[var_list]\n",
"ds = xr.open_mfdataset(files, concat_dim='time', combine='nested', parallel=True, preprocess=preprocess)\n",
"ds"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"def compute_mean(ds):\n",
" zPos = ds.zPos\n",
" ushape = ds.u.shape\n",
" u_mn = ds.u.mean(dim=['xIndex', 'yIndex'])\n",
" v_mn = ds.v.mean(dim=['xIndex', 'yIndex'])\n",
" w_mn = ds.w.mean(dim=['xIndex', 'yIndex'])\n",
" th_mn = ds.theta.mean(dim=['xIndex', 'yIndex'])\n",
" z_mn = ds.zPos.mean(dim =['xIndex', 'yIndex'])\n",
" u_p = ds.u - u_mn\n",
" v_p = ds.v - v_mn\n",
" w_p = ds.w - w_mn\n",
" th_p = ds.theta - th_mn\n",
" u_i = np.sqrt((ds.u.mean(dim=['yIndex']) ** 2) + (ds.v.mean(dim=['yIndex']) ** 2)) \n",
" # The result is still on the GPU\n",
" u_res = np.sqrt((u_mn ** 2) + (v_mn ** 2))\n",
" uw_res = np.sqrt((u_p*w_p).mean(dim=['xIndex','yIndex']) ** 2 + (v_p*w_p).mean(['xIndex','yIndex']) ** 2)\n",
" uw_i = np.sqrt(np.square(np.mean(u_p*w_p,2))+np.square(np.mean(v_p*w_p,2)))\n",
" uw_sg = np.mean(np.sqrt(np.square(ds.Tau31)+np.square(ds.Tau32)),(2,3))\n",
" wth_i = np.mean(w_p*th_p,2)\n",
" wth_res = np.mean(w_p*th_p,(2,3))\n",
" wth_sg = np.mean(ds.TauTH3,(2,3))\n",
" tke=0.5*(np.square(u_p)+np.square(v_p)+np.square(w_p));\n",
" tke_i=np.mean(tke,2);\n",
" tke_res=np.mean(tke,(2,3))\n",
" tke_sg=0.5*np.sqrt(np.mean(np.square(ds.Tau11)+np.square(ds.Tau22)+np.square(ds.Tau33),(2,3)))\n",
" hpbl=1600\n",
" kappa=0.4\n",
" z_mn=(ds.zPos[0,:,0,0]).squeeze()\n",
" zFV=z_mn[0]\n",
" ust=np.squeeze(np.mean(ds.fricVel,axis=(1,2)))\n",
" u_log=(kappa/ust)*np.log(z_mn/0.1)\n",
" return {'uw_i': uw_i, 'uw_res': uw_res, 'tke_i': tke_i, 'tke_res': tke_res, \n",
" 'wth_i': wth_i, 'wth_res': wth_res, 'u_i': u_i, 'u_res': u_res, 'u_log': u_log}\n",
"\n",
"results = compute_mean(ds)"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [
{
"data": {
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}
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