From 60d9f51e7717a9074bb183f74f5dbbdb86329ecd Mon Sep 17 00:00:00 2001 From: aaronspring <aaron.spring@mpimet.mpg.de> Date: Mon, 21 Dec 2020 23:05:02 +0100 Subject: [PATCH] multi-var MPIESM intake --- notebooks/intake-esm_multi-var.ipynb | 1048 ++++++++++++++++++++++++++ notebooks/my_exps.csv.gz | Bin 0 -> 1312410 bytes notebooks/my_exps.json | 63 ++ 3 files changed, 1111 insertions(+) create mode 100644 notebooks/intake-esm_multi-var.ipynb create mode 100644 notebooks/my_exps.csv.gz create mode 100644 notebooks/my_exps.json diff --git a/notebooks/intake-esm_multi-var.ipynb b/notebooks/intake-esm_multi-var.ipynb new file mode 100644 index 0000000..953e3dd --- /dev/null +++ b/notebooks/intake-esm_multi-var.ipynb @@ -0,0 +1,1048 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# `intake-esm` multi-var files\n", + "`intake-esm` is mostly used for cmorized files containing one variable over many years.\n", + "However, the standard output from `MPI-ESM1-2-LR` is stored in one-year files with many variables.\n", + "`intake-esm` can also open these data structures.\n", + "\n", + "This notebook applies https://intake-esm.readthedocs.io/en/latest/user-guide/multi-variable-assets.html to MPI-ESM1-2-LR standard output." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# basepath for all your experiments\n", + "exp_path = '/work/bm1124/m300524/experiments'" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "persist_path='filenames'" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "import shutil\n", + "shutil.rmtree(persist_path)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import re\n", + "import subprocess\n", + "from tqdm.auto import tqdm\n", + "from pathlib import Path\n", + "def get_file_list(exppath,expids,persist_path):\n", + " persist_path = Path(persist_path)\n", + " persist_path.mkdir(exist_ok=True)\n", + " for expid in tqdm(expids):\n", + " p = f'{exppath}/{expid}/outdata/'\n", + " if not os.path.exists(p):\n", + " continue\n", + " root = Path(p)\n", + " dirs = [x for x in root.iterdir() if (x.is_dir() and x not in ['oasis','cvdp'])]\n", + " for directory in dirs:\n", + " stem = directory.stem\n", + " if stem in ['jsbach','echam6','mpiom','hamocc']:\n", + " #print(directory,stem)\n", + " f = open(f\"{persist_path}/{stem}.txt\", \"a\")\n", + " for ending in ['nc','grb']:\n", + " cmd = [\"find\", \"-L\", directory.as_posix(), \"-name\", f\"*.{ending}\"]\n", + " p = subprocess.Popen(cmd, stderr=subprocess.PIPE, stdout=f)\n", + " p.wait()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "#expids = ['vga0220a_Rerun','asp_PMassim_reconvga0220a_Rerun_init1896_m004','asp_PMassim_reconvga0220a_Rerun_init1896_m003']" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "expids = !ls /work/bm1124/m300524/experiments" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "adb5b36e94a047deabeb4b45151868c2", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "HBox(children=(HTML(value=''), FloatProgress(value=0.0, max=340.0), HTML(value='')))" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + } + ], + "source": [ + "# loop over all experiments and collect paths\n", + "get_file_list(exp_path, expids, persist_path)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div>\n", + "<style scoped>\n", + " .dataframe tbody tr th:only-of-type {\n", + " vertical-align: middle;\n", + " }\n", + "\n", + " .dataframe tbody tr th {\n", + " vertical-align: top;\n", + " }\n", + "\n", + " .dataframe thead th {\n", + " text-align: right;\n", + " }\n", + "</style>\n", + "<table border=\"1\" class=\"dataframe\">\n", + " <thead>\n", + " <tr style=\"text-align: right;\">\n", + " <th></th>\n", + " <th>path</th>\n", + " </tr>\n", + " </thead>\n", + " <tbody>\n", + " <tr>\n", + " <th>0</th>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " </tr>\n", + " <tr>\n", + " <th>1</th>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " </tr>\n", + " <tr>\n", + " <th>2</th>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " </tr>\n", + " <tr>\n", + " <th>3</th>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " </tr>\n", + " <tr>\n", + " <th>4</th>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " </tr>\n", + " </tbody>\n", + "</table>\n", + "</div>" + ], + "text/plain": [ + " path\n", + "0 /work/bm1124/m300524/experiments/asp_esmContro...\n", + "1 /work/bm1124/m300524/experiments/asp_esmContro...\n", + "2 /work/bm1124/m300524/experiments/asp_esmContro...\n", + "3 /work/bm1124/m300524/experiments/asp_esmContro...\n", + "4 /work/bm1124/m300524/experiments/asp_esmContro..." + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import dask.dataframe as dd\n", + "df = dd.read_csv(f\"{persist_path}/*.txt\", header=None).compute()\n", + "df.columns = [\"path\"]\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 272 ms, sys: 18 ms, total: 290 ms\n", + "Wall time: 846 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "# exclude paths, here cmorized variables by c6_cmor_land.sh\n", + "exclude_patterns = ['*Lmon*']\n", + "import fnmatch\n", + "def _filter_func(path):\n", + " return not any(\n", + " fnmatch.fnmatch(path, pat=exclude_pattern) for exclude_pattern in exclude_patterns\n", + " )\n", + "\n", + "files = df.path.tolist()\n", + "filelist = list(filter(_filter_func, files))" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "from intake.source.utils import reverse_format\n", + " \n", + "def get_attrs(filepath):\n", + " \"\"\"Get attributes based on filepath.\"\"\"\n", + " basename = os.path.basename(filepath)\n", + " dirname = os.path.dirname(filepath)\n", + " expid = dirname.split('/')[-3]\n", + " model = dirname.split('/')[-1]\n", + " ending = basename.split('.')[-1]\n", + " f = basename.split('_')\n", + " if ending == 'nc':\n", + " time_range = '_'.join(f[-2:]).replace(f'.{ending}','')\n", + " left = basename.replace(expid,'').replace(time_range,'').replace(f'.{ending}','')\n", + " stream = left[1:-1]\n", + " elif ending == 'grb':\n", + " time_range = f[-1].replace(f\".{ending}\",'')\n", + " left = basename.replace(expid,'').replace(time_range,'').replace(f'.{ending}','').replace(f\"_{model}_\",\"\")\n", + " stream = left[:-1]\n", + " fileparts = {'experiment':expid, 'time_range':time_range, 'stream': stream}\n", + "\n", + " parent = os.path.dirname(filepath).strip('/')\n", + " fileparts['institution_id'] = 'MPI-M'# part_1[-1]\n", + " fileparts['source_id'] = 'MPI-ESM1-2-LR'\n", + " fileparts['model']=model\n", + " fileparts['grid_label']='gr' if model in ['jsbach','echam6'] else 'gn'\n", + " fileparts['path'] = filepath\n", + " return fileparts " + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "#filelist[-50]" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "#get_attrs(filelist[-30])" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 511 ms, sys: 22 ms, total: 533 ms\n", + "Wall time: 532 ms\n" + ] + } + ], + "source": [ + "%%time\n", + "entries = list(map(get_attrs, filelist))" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div>\n", + "<style scoped>\n", + " .dataframe tbody tr th:only-of-type {\n", + " vertical-align: middle;\n", + " }\n", + "\n", + " .dataframe tbody tr th {\n", + " vertical-align: top;\n", + " }\n", + "\n", + " .dataframe thead th {\n", + " text-align: right;\n", + " }\n", + "</style>\n", + "<table border=\"1\" class=\"dataframe\">\n", + " <thead>\n", + " <tr style=\"text-align: right;\">\n", + " <th></th>\n", + " <th>experiment</th>\n", + " <th>time_range</th>\n", + " <th>stream</th>\n", + " <th>institution_id</th>\n", + " <th>source_id</th>\n", + " <th>model</th>\n", + " <th>grid_label</th>\n", + " <th>path</th>\n", + " </tr>\n", + " </thead>\n", + " <tbody>\n", + " <tr>\n", + " <th>0</th>\n", + " <td>asp_esmControl_PMassim_1850_ATM_over_2006</td>\n", + " <td>1866</td>\n", + " <td>tracer_mm</td>\n", + " <td>MPI-M</td>\n", + " <td>MPI-ESM1-2-LR</td>\n", + " <td>echam6</td>\n", + " <td>gr</td>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " </tr>\n", + " <tr>\n", + " <th>1</th>\n", + " <td>asp_esmControl_PMassim_1850_ATM_over_2006</td>\n", + " <td>1862</td>\n", + " <td>LOG_mm</td>\n", + " <td>MPI-M</td>\n", + " <td>MPI-ESM1-2-LR</td>\n", + " <td>echam6</td>\n", + " <td>gr</td>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " </tr>\n", + " <tr>\n", + " <th>2</th>\n", + " <td>asp_esmControl_PMassim_1850_ATM_over_2006</td>\n", + " <td>1860</td>\n", + " <td>echam</td>\n", + " <td>MPI-M</td>\n", + " <td>MPI-ESM1-2-LR</td>\n", + " <td>echam6</td>\n", + " <td>gr</td>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " </tr>\n", + " <tr>\n", + " <th>3</th>\n", + " <td>asp_esmControl_PMassim_1850_ATM_over_2006</td>\n", + " <td>1889</td>\n", + " <td>echam</td>\n", + " <td>MPI-M</td>\n", + " <td>MPI-ESM1-2-LR</td>\n", + " <td>echam6</td>\n", + " <td>gr</td>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " </tr>\n", + " <tr>\n", + " <th>4</th>\n", + " <td>asp_esmControl_PMassim_1850_ATM_over_2006</td>\n", + " <td>1879</td>\n", + " <td>echam</td>\n", + " <td>MPI-M</td>\n", + " <td>MPI-ESM1-2-LR</td>\n", + " <td>echam6</td>\n", + " <td>gr</td>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " </tr>\n", + " </tbody>\n", + "</table>\n", + "</div>" + ], + "text/plain": [ + " experiment time_range stream \\\n", + "0 asp_esmControl_PMassim_1850_ATM_over_2006 1866 tracer_mm \n", + "1 asp_esmControl_PMassim_1850_ATM_over_2006 1862 LOG_mm \n", + "2 asp_esmControl_PMassim_1850_ATM_over_2006 1860 echam \n", + "3 asp_esmControl_PMassim_1850_ATM_over_2006 1889 echam \n", + "4 asp_esmControl_PMassim_1850_ATM_over_2006 1879 echam \n", + "\n", + " institution_id source_id model grid_label \\\n", + "0 MPI-M MPI-ESM1-2-LR echam6 gr \n", + "1 MPI-M MPI-ESM1-2-LR echam6 gr \n", + "2 MPI-M MPI-ESM1-2-LR echam6 gr \n", + "3 MPI-M MPI-ESM1-2-LR echam6 gr \n", + "4 MPI-M MPI-ESM1-2-LR echam6 gr \n", + "\n", + " path \n", + "0 /work/bm1124/m300524/experiments/asp_esmContro... \n", + "1 /work/bm1124/m300524/experiments/asp_esmContro... \n", + "2 /work/bm1124/m300524/experiments/asp_esmContro... \n", + "3 /work/bm1124/m300524/experiments/asp_esmContro... \n", + "4 /work/bm1124/m300524/experiments/asp_esmContro... " + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd\n", + "df1 = pd.DataFrame(entries)\n", + "\n", + "df1.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [], + "source": [ + "# remove wrong inputs manually\n", + "df1 = df1[df1.stream != '']\n", + "df1 = df1[df1.time_range != 'mm']" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 5.24 s, sys: 34 ms, total: 5.28 s\n", + "Wall time: 6.19 s\n" + ] + } + ], + "source": [ + "def strip_year(entry):\n", + " entry['time_range'] = entry['time_range'][:4]\n", + " return entry\n", + "\n", + "%time df1 = df1.apply(lambda row: strip_year(row), axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 2.22 s, sys: 4.2 s, total: 6.42 s\n", + "Wall time: 35 s\n" + ] + } + ], + "source": [ + "# add variable ids\n", + "import cdo\n", + "cdo=cdo.Cdo()\n", + "def add_variable_ids(entry):\n", + " model = entry['model']\n", + " stream = entry['stream']\n", + " expid = entry['experiment']\n", + " ending = entry['path'].split('.')[-1]\n", + " if model in ['jsbach','echam6'] and ending == 'grb':\n", + " if stream in ['ATM','ATM_mm','LOG','LOG_mm','BOT_mm','BOT']:\n", + " table = 'echam6'\n", + " else:\n", + " table = f'{exp_path}/{expid}/log/{expid}_{model}_{stream.replace(\"_mm\",\"\")}.codes'\n", + " #print(f'use table {table}')\n", + " options = f'-t {table}'\n", + " else:\n", + " options = ''\n", + " #print(options,model,stream)\n", + " variable_ids = cdo.showname(input=entry['path'],options=options)[0].split(' ')\n", + " entry['variable']=variable_ids\n", + " return entry\n", + "\n", + "%time vars_by_stream = {s: add_variable_ids(df1[df1.stream==s].iloc[0])['variable'] for s in df1.stream.unique()}" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CPU times: user 1min 2s, sys: 1.74 s, total: 1min 4s\n", + "Wall time: 1min 24s\n" + ] + } + ], + "source": [ + "def set_variables(entry):\n", + " entry['variable'] = str(vars_by_stream[entry.stream])\n", + " return entry\n", + "\n", + "#%time df1=df1.apply(lambda row: add_variable_ids(row), axis=1)\n", + "\n", + "%time df1 = df1.apply(lambda row: set_variables(row), axis=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<div>\n", + "<style scoped>\n", + " .dataframe tbody tr th:only-of-type {\n", + " vertical-align: middle;\n", + " }\n", + "\n", + " .dataframe tbody tr th {\n", + " vertical-align: top;\n", + " }\n", + "\n", + " .dataframe thead th {\n", + " text-align: right;\n", + " }\n", + "</style>\n", + "<table border=\"1\" class=\"dataframe\">\n", + " <thead>\n", + " <tr style=\"text-align: right;\">\n", + " <th></th>\n", + " <th>experiment</th>\n", + " <th>time_range</th>\n", + " <th>stream</th>\n", + " <th>institution_id</th>\n", + " <th>source_id</th>\n", + " <th>model</th>\n", + " <th>grid_label</th>\n", + " <th>path</th>\n", + " <th>variable</th>\n", + " </tr>\n", + " </thead>\n", + " <tbody>\n", + " <tr>\n", + " <th>0</th>\n", + " <td>asp_esmControl_PMassim_1850_ATM_over_2006</td>\n", + " <td>1866</td>\n", + " <td>tracer_mm</td>\n", + " <td>MPI-M</td>\n", + " <td>MPI-ESM1-2-LR</td>\n", + " <td>echam6</td>\n", + " <td>gr</td>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " <td>['CO2']</td>\n", + " </tr>\n", + " <tr>\n", + " <th>1</th>\n", + " <td>asp_esmControl_PMassim_1850_ATM_over_2006</td>\n", + " <td>1862</td>\n", + " <td>LOG_mm</td>\n", + " <td>MPI-M</td>\n", + " <td>MPI-ESM1-2-LR</td>\n", + " <td>echam6</td>\n", + " <td>gr</td>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " <td>['t', 'u', 'v']</td>\n", + " </tr>\n", + " <tr>\n", + " <th>2</th>\n", + " <td>asp_esmControl_PMassim_1850_ATM_over_2006</td>\n", + " <td>1860</td>\n", + " <td>echam</td>\n", + " <td>MPI-M</td>\n", + " <td>MPI-ESM1-2-LR</td>\n", + " <td>echam6</td>\n", + " <td>gr</td>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " <td>['st', 'svo', 'lsp', 'sd', 'q', 'xl', 'xi', 'r...</td>\n", + " </tr>\n", + " <tr>\n", + " <th>3</th>\n", + " <td>asp_esmControl_PMassim_1850_ATM_over_2006</td>\n", + " <td>1889</td>\n", + " <td>echam</td>\n", + " <td>MPI-M</td>\n", + " <td>MPI-ESM1-2-LR</td>\n", + " <td>echam6</td>\n", + " <td>gr</td>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " <td>['st', 'svo', 'lsp', 'sd', 'q', 'xl', 'xi', 'r...</td>\n", + " </tr>\n", + " <tr>\n", + " <th>4</th>\n", + " <td>asp_esmControl_PMassim_1850_ATM_over_2006</td>\n", + " <td>1879</td>\n", + " <td>echam</td>\n", + " <td>MPI-M</td>\n", + " <td>MPI-ESM1-2-LR</td>\n", + " <td>echam6</td>\n", + " <td>gr</td>\n", + " <td>/work/bm1124/m300524/experiments/asp_esmContro...</td>\n", + " <td>['st', 'svo', 'lsp', 'sd', 'q', 'xl', 'xi', 'r...</td>\n", + " </tr>\n", + " </tbody>\n", + "</table>\n", + "</div>" + ], + "text/plain": [ + " experiment time_range stream \\\n", + "0 asp_esmControl_PMassim_1850_ATM_over_2006 1866 tracer_mm \n", + "1 asp_esmControl_PMassim_1850_ATM_over_2006 1862 LOG_mm \n", + "2 asp_esmControl_PMassim_1850_ATM_over_2006 1860 echam \n", + "3 asp_esmControl_PMassim_1850_ATM_over_2006 1889 echam \n", + "4 asp_esmControl_PMassim_1850_ATM_over_2006 1879 echam \n", + "\n", + " institution_id source_id model grid_label \\\n", + "0 MPI-M MPI-ESM1-2-LR echam6 gr \n", + "1 MPI-M MPI-ESM1-2-LR echam6 gr \n", + "2 MPI-M MPI-ESM1-2-LR echam6 gr \n", + "3 MPI-M MPI-ESM1-2-LR echam6 gr \n", + "4 MPI-M MPI-ESM1-2-LR echam6 gr \n", + "\n", + " path \\\n", + "0 /work/bm1124/m300524/experiments/asp_esmContro... \n", + "1 /work/bm1124/m300524/experiments/asp_esmContro... \n", + "2 /work/bm1124/m300524/experiments/asp_esmContro... \n", + "3 /work/bm1124/m300524/experiments/asp_esmContro... \n", + "4 /work/bm1124/m300524/experiments/asp_esmContro... \n", + "\n", + " variable \n", + "0 ['CO2'] \n", + "1 ['t', 'u', 'v'] \n", + "2 ['st', 'svo', 'lsp', 'sd', 'q', 'xl', 'xi', 'r... \n", + "3 ['st', 'svo', 'lsp', 'sd', 'q', 'xl', 'xi', 'r... \n", + "4 ['st', 'svo', 'lsp', 'sd', 'q', 'xl', 'xi', 'r... " + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df1.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "81679" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df1.index.size" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [], + "source": [ + "df1.to_csv('my_exps.csv.gz', compression='gzip', index=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# data access with `intake-esm`" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<p><strong>mistral-MPI-ESM1-2-LR catalog with 2 dataset(s) from 81679 asset(s)</strong>:</p> <div>\n", + "<style scoped>\n", + " .dataframe tbody tr th:only-of-type {\n", + " vertical-align: middle;\n", + " }\n", + "\n", + " .dataframe tbody tr th {\n", + " vertical-align: top;\n", + " }\n", + "\n", + " .dataframe thead th {\n", + " text-align: right;\n", + " }\n", + "</style>\n", + "<table border=\"1\" class=\"dataframe\">\n", + " <thead>\n", + " <tr style=\"text-align: right;\">\n", + " <th></th>\n", + " <th>unique</th>\n", + " </tr>\n", + " </thead>\n", + " <tbody>\n", + " <tr>\n", + " <th>experiment</th>\n", + " <td>315</td>\n", + " </tr>\n", + " <tr>\n", + " <th>time_range</th>\n", + " <td>58</td>\n", + " </tr>\n", + " <tr>\n", + " <th>stream</th>\n", + " <td>184</td>\n", + " </tr>\n", + " <tr>\n", + " <th>institution_id</th>\n", + " <td>1</td>\n", + " </tr>\n", + " <tr>\n", + " <th>source_id</th>\n", + " <td>1</td>\n", + " </tr>\n", + " <tr>\n", + " <th>model</th>\n", + " <td>4</td>\n", + " </tr>\n", + " <tr>\n", + " <th>grid_label</th>\n", + " <td>2</td>\n", + " </tr>\n", + " <tr>\n", + " <th>path</th>\n", + " <td>81679</td>\n", + " </tr>\n", + " <tr>\n", + " <th>variable</th>\n", + " <td>1181</td>\n", + " </tr>\n", + " </tbody>\n", + "</table>\n", + "</div>" + ], + "text/plain": [ + "<IPython.core.display.HTML object>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import intake\n", + "import ast\n", + "col = intake.open_esm_datastore(\n", + " \"/mnt/lustre01/pf/zmaw/m300524/intake-esm-datastore/my_exps.json\",\n", + " csv_kwargs={\"converters\": {\"variable\": ast.literal_eval}},\n", + ")\n", + "col" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "metadata": {}, + "outputs": [], + "source": [ + "assert col._multiple_variable_assets" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [], + "source": [ + "experiments = ['asp_esmControl_PMassim_1850_ATM_over_2006','asp_esmControl_PMassim_1850_TS_over_2006',\n", + " 'asp_esmControl_PMassim_1850_ATMTSI2_over_2006','asp_esmControl_PMassim_1850_ATMTSIDICALKlandr_over_2006','vga0220a_Rerun']" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "<p><strong>mistral-MPI-ESM1-2-LR catalog with 1 dataset(s) from 197 asset(s)</strong>:</p> <div>\n", + "<style scoped>\n", + " .dataframe tbody tr th:only-of-type {\n", + " vertical-align: middle;\n", + " }\n", + "\n", + " .dataframe tbody tr th {\n", + " vertical-align: top;\n", + " }\n", + "\n", + " .dataframe thead th {\n", + " text-align: right;\n", + " }\n", + "</style>\n", + "<table border=\"1\" class=\"dataframe\">\n", + " <thead>\n", + " <tr style=\"text-align: right;\">\n", + " <th></th>\n", + " <th>unique</th>\n", + " </tr>\n", + " </thead>\n", + " <tbody>\n", + " <tr>\n", + " <th>experiment</th>\n", + " <td>4</td>\n", + " </tr>\n", + " <tr>\n", + " <th>time_range</th>\n", + " <td>50</td>\n", + " </tr>\n", + " <tr>\n", + " <th>stream</th>\n", + " <td>1</td>\n", + " </tr>\n", + " <tr>\n", + " <th>institution_id</th>\n", + " <td>1</td>\n", + " </tr>\n", + " <tr>\n", + " <th>source_id</th>\n", + " <td>1</td>\n", + " </tr>\n", + " <tr>\n", + " <th>model</th>\n", + " <td>1</td>\n", + " </tr>\n", + " <tr>\n", + " <th>grid_label</th>\n", + " <td>1</td>\n", + " </tr>\n", + " <tr>\n", + " <th>path</th>\n", + " <td>197</td>\n", + " </tr>\n", + " <tr>\n", + " <th>variable</th>\n", + " <td>82</td>\n", + " </tr>\n", + " </tbody>\n", + "</table>\n", + "</div>" + ], + "text/plain": [ + "<IPython.core.display.HTML object>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sub_col = col.search(variable=['fgco2','intpp'],experiment=experiments,\n", + " stream=['hamocc_data_2d_mm','mpiom_data_2d_mm'])\n", + "sub_col" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--> The keys in the returned dictionary of datasets are constructed as follows:\n", + "\t'grid_label'\n" + ] + }, + { + "data": { + "text/html": [ + "\n", + " <div>\n", + " <style>\n", + " /* Turns off some styling */\n", + " progress {\n", + " /* gets rid of default border in Firefox and Opera. */\n", + " border: none;\n", + " /* Needs to be in here for Safari polyfill so background images work as expected. */\n", + " background-size: auto;\n", + " }\n", + " .progress-bar-interrupted, .progress-bar-interrupted::-webkit-progress-bar {\n", + " background: #F44336;\n", + " }\n", + " </style>\n", + " <progress value='1' class='' max='1' style='width:300px; height:20px; vertical-align: middle;'></progress>\n", + " 100.00% [1/1 00:00<00:00]\n", + " </div>\n", + " " + ], + "text/plain": [ + "<IPython.core.display.HTML object>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ds_dict = sub_col.to_dataset_dict(cdf_kwargs={'chunks':-1})" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "metadata": {}, + "outputs": [], + "source": [ + "ds = ds_dict['gn']" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "<xarray.Dataset>\n", + "Dimensions: (depth: 1, experiment: 4, grid_label: 1, time: 600, x: 256, y: 220)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 1850-01-31T23:15:00 ... 1899-12-31T23:1...\n", + " lon (y, x) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n", + " lat (y, x) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n", + " * depth (depth) float64 0.0\n", + " * experiment (experiment) <U45 'asp_esmControl_PMassim_1850_ATMTSI2_over_2...\n", + " * grid_label (grid_label) <U2 'gn'\n", + "Dimensions without coordinates: x, y\n", + "Data variables:\n", + " intpp (grid_label, experiment, time, depth, y, x) float32 dask.array<chunksize=(1, 1, 12, 1, 220, 256), meta=np.ndarray>\n", + " fgco2 (grid_label, experiment, time, depth, y, x) float32 dask.array<chunksize=(1, 1, 12, 1, 220, 256), meta=np.ndarray>\n", + "Attributes:\n", + " Conventions: CF-1.4\n", + " CDI: Climate Data Interface version 1.7.0rc3 (http://...\n", + " intake_esm_varname: ['intpp', 'fgco2']\n", + " intake_esm_dataset_key: gn\n" + ] + } + ], + "source": [ + "print(ds)" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "<xarray.plot.facetgrid.FacetGrid at 0x2ac959fbd4c0>" + ] + }, + "execution_count": 73, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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