From 1a4ed766036a228079229d441826d68b70738aa3 Mon Sep 17 00:00:00 2001 From: Romain Beucher Date: Tue, 27 Aug 2024 14:12:40 +1000 Subject: [PATCH] Intake conversion Querying_Scalar_Quantities_and_Annually_Averaged_Timeseries (#365) * converting from cc to intake * add icon for intake tutorial * complete conversion to intake --------- Co-authored-by: max Co-authored-by: Navid C. Constantinou Co-authored-by: julia-neme --- ...ies_and_Annually_Averaged_Timeseries.ipynb | 2542 ++++++++++------- 1 file changed, 1470 insertions(+), 1072 deletions(-) diff --git a/Recipes/Querying_Scalar_Quantities_and_Annually_Averaged_Timeseries.ipynb b/Recipes/Querying_Scalar_Quantities_and_Annually_Averaged_Timeseries.ipynb index cd7925aa..cefd23a6 100644 --- a/Recipes/Querying_Scalar_Quantities_and_Annually_Averaged_Timeseries.ipynb +++ b/Recipes/Querying_Scalar_Quantities_and_Annually_Averaged_Timeseries.ipynb @@ -2,43 +2,45 @@ "cells": [ { "cell_type": "markdown", + "id": "f1a25655", "metadata": { "tags": [] }, "source": [ "# Querying Scalar Quantities and Annually Averaged Timeseries\n", "\n", - "Models compute globally averaged quantities that are stored in `ocean_scalars.nc` files. This notebook shows how we do data discovery on scalar quantities and plot them as time series.\n", - "\n", - "**Requirements:** `conda/analysis3-22.10` (or later)." + "ACCESS-OM2 computes globally averaged quantities that are stored in `ocean_scalars.nc` files. This notebook shows how we do data discovery on scalar quantities and plot them as time series." ] }, { "cell_type": "code", "execution_count": 1, + "id": "72639adb", "metadata": {}, "outputs": [], "source": [ - "%matplotlib inline\n", - "\n", - "import cosima_cookbook as cc\n", - "import pandas as pd\n", + "import intake\n", "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", "from dask.distributed import Client" ] }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "It's often a good idea to start a cluster with multiple cores for you to work with. " - ] - }, { "cell_type": "code", "execution_count": 2, + "id": "8fdb0b9a", "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/g/data/hh5/public/apps/miniconda3/envs/analysis3-24.04/lib/python3.10/site-packages/distributed/node.py:182: UserWarning: Port 8787 is already in use.\n", + "Perhaps you already have a cluster running?\n", + "Hosting the HTTP server on port 42923 instead\n", + " warnings.warn(\n" + ] + }, { "data": { "text/html": [ @@ -46,7 +48,7 @@ "
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Worker: 27

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It is composed of several independent runs of the model." + ] + }, + { + "cell_type": "markdown", + "id": "552da60c", + "metadata": {}, + "source": [ + "Here is a list of experiments from the 0.25 degree ACCESS-OM2 physics only global configuration with JRA55-do v1.4 IAF Interannual Forcing, following the OMIP-2 protocol." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "10e9e920-7c93-4526-99d0-7c6a63d8d1a3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['025deg_jra55_iaf_omip2_cycle1',\n", + " '025deg_jra55_iaf_omip2_cycle2',\n", + " '025deg_jra55_iaf_omip2_cycle3',\n", + " '025deg_jra55_iaf_omip2_cycle4',\n", + " '025deg_jra55_iaf_omip2_cycle5',\n", + " '025deg_jra55_iaf_omip2_cycle6']" ] }, - "execution_count": 5, + "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "cc.querying.get_frequencies(session, \"025deg_jra55_iaf_omip2_cycle5\")" + "cat_subset = catalog.search(name='.*025deg_jra55_iaf_omip2_cycle.*')\n", + "sorted(set(cat_subset.df['name']))" + ] + }, + { + "cell_type": "markdown", + "id": "38738838", + "metadata": {}, + "source": [ + "An experiment is composed of many different **variables** which are stored at different **frequencies**.\n", + "\n", + "Let's use the catalog subset to see which frequencies are available for a certain cycle:" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "c966244f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "frequency='1mon'\n", + "frequency='1yr'\n", + "frequency='1day'\n", + "frequency='fx'\n" + ] + } + ], + "source": [ + "print('\\n'.join(f\"frequency='{f}'\" for f in set(cat_subset['025deg_jra55_iaf_omip2_cycle5'].df['frequency'])))" ] }, { "cell_type": "markdown", + "id": "e8cd8188", "metadata": {}, "source": [ "Here are all of the variables that are stored at the frequency of `1 monthly` and also are files of the form `ocean/ocean_scalar.nc`." @@ -581,7 +1555,8 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 9, + "id": "77c2c562", "metadata": {}, "outputs": [ { @@ -605,736 +1580,239 @@ " \n", " \n", " \n", - " name\n", - " long_name\n", - " units\n", - " frequency\n", - " ncfile\n", - " cell_methods\n", - " # ncfiles\n", - " time_start\n", - " time_end\n", + " variable\n", + " variable_long_name\n", + " variable_standard_name\n", + " variable_units\n", " \n", " \n", " \n", " \n", - " 20\n", - " average_DT\n", - " Length of average period\n", - " days\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " None\n", - " 308\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 21\n", - " average_T1\n", - " Start time for average period\n", - " days since 0001-01-01 00:00:00\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " None\n", - " 308\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 22\n", - " average_T2\n", - " End time for average period\n", - " days since 0001-01-01 00:00:00\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " None\n", - " 308\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 36\n", - " eta_global\n", - " global ave eta_t plus patm_t/(g*rho0)\n", - " meter\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 0\n", + " total_mass_seawater\n", + " total mass of liquid seawater\n", + " sea_water_mass\n", + " kg\n", " \n", " \n", - " 64\n", - " ke_tot\n", - " Globally integrated ocean kinetic energy\n", - " 10^15 Joules\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 1\n", + " total_volume_seawater\n", + " total volume of liquid seawater\n", + " sea_water_volume\n", + " m^3\n", " \n", " \n", - " 75\n", - " nv\n", - " vertex number\n", - " none\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " None\n", - " 308\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 2\n", + " eta_adjust\n", + " global eta adjustment to include steric effect in Boussinesq fluid\n", + " \n", + " m\n", " \n", " \n", - " 77\n", - " pe_tot\n", - " Globally integrated ocean potential energy\n", - " 10^15 Joules\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 3\n", + " pbot_adjust\n", + " pbot adjustment to counteract spurious mass source in Boussinesq fluid\n", + " \n", + " dbar\n", " \n", " \n", - " 81\n", + " 4\n", " rhoave\n", - " global mean ocean in-situ density from ocean_d...\n", + " global mean ocean in-situ density from ocean_density_mod\n", + " \n", " kg/m^3\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 85\n", - " salt_global_ave\n", - " Global mean salt in liquid seawater\n", - " psu\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 86\n", - " salt_surface_ave\n", - " Global mass weighted mean surface salt in liqu...\n", - " psu\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", " \n", " \n", - " 87\n", - " scalar_axis\n", - " none\n", - " none\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " None\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 5\n", + " eta_global\n", + " global ave eta_t plus patm_t/(g*rho0)\n", + " \n", + " meter\n", " \n", " \n", - " 125\n", + " 6\n", " temp_global_ave\n", " Global mean temp in liquid seawater\n", + " sea_water_potential_temperature\n", " deg_C\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 129\n", - " temp_surface_ave\n", - " Global mass weighted mean surface temp in liqu...\n", - " deg_C\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 145\n", - " time\n", - " time\n", - " days since 0001-01-01 00:00:00\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " None\n", - " 462\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 147\n", - " time_bounds\n", - " time axis boundaries\n", - " days\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " None\n", - " 308\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 150\n", - " total_net_sfc_heating\n", - " total ocean surface flux from coupler and mass...\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 151\n", - " total_ocean_calving\n", - " total water entering ocean from calving land ice\n", - " (kg/sec)/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", " \n", " \n", - " 152\n", - " total_ocean_calving_heat\n", - " total ocean heat flux from calving land ice\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 7\n", + " salt_global_ave\n", + " Global mean salt in liquid seawater\n", + " sea_water_salinity\n", + " psu\n", " \n", " \n", - " 153\n", - " total_ocean_calving_melt_heat\n", - " total heat flux to melt frozen land ice (<0 co...\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 8\n", + " salt_surface_ave\n", + " Global mass weighted mean surface salt in liquid seawater\n", + " \n", + " psu\n", " \n", " \n", - " 154\n", - " total_ocean_evap\n", - " total evaporative ocean mass flux (>0 enters o...\n", - " (kg/sec)/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 9\n", + " ke_tot\n", + " Globally integrated ocean kinetic energy\n", + " \n", + " 10^15 Joules\n", " \n", " \n", - " 155\n", - " total_ocean_evap_heat\n", - " total latent heat flux into ocean (<0 cools oc...\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 10\n", + " pe_tot\n", + " Globally integrated ocean potential energy\n", + " \n", + " 10^15 Joules\n", " \n", " \n", - " 156\n", - " total_ocean_fprec\n", - " total snow falling onto ocean (>0 enters ocean)\n", + " 11\n", + " total_ocean_pme_river\n", + " total ocean precip-evap+river via sbc (liquid, frozen, evaporation)\n", + " \n", " (kg/sec)/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", " \n", " \n", - " 157\n", - " total_ocean_fprec_melt_heat\n", - " total heat flux to melt frozen precip (<0 cool...\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 12\n", + " total_ocean_salt\n", + " total mass of salt in liquid seawater\n", + " \n", + " kg/1e18\n", " \n", " \n", - " 158\n", + " 13\n", " total_ocean_heat\n", - " Total heat in the liquid ocean referenced to 0...\n", + " Total heat in the liquid ocean referenced to 0degC\n", + " \n", " Joule/1e25\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 159\n", - " total_ocean_hflux_coupler\n", - " total surface heat flux passed through coupler\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 160\n", - " total_ocean_hflux_evap\n", - " total ocean heat flux from evap transferring w...\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 161\n", - " total_ocean_hflux_prec\n", - " total ocean heat flux from precip transferring...\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 162\n", - " total_ocean_lprec\n", - " total liquid precip into ocean (>0 enters ocean)\n", - " (kg/sec)/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 163\n", - " total_ocean_lw_heat\n", - " total longwave flux into ocean (<0 cools ocean)\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 164\n", - " total_ocean_melt\n", - " total liquid water melted from sea ice (>0 ent...\n", - " (kg/sec)/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 165\n", - " total_ocean_pme_river\n", - " total ocean precip-evap+river via sbc (liquid,...\n", - " (kg/sec)/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 166\n", - " total_ocean_river\n", - " total liquid river water and calving ice enter...\n", - " kg/sec/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 167\n", - " total_ocean_river_heat\n", - " total heat flux into ocean from liquid+solid r...\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 168\n", - " total_ocean_runoff\n", - " total liquid river runoff (>0 water enters ocean)\n", - " (kg/sec)/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", " \n", " \n", - " 169\n", - " total_ocean_runoff_heat\n", - " total ocean heat flux from liquid river runoff\n", + " 14\n", + " total_net_sfc_heating\n", + " total ocean surface flux from coupler and mass transfer\n", + " \n", " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", - " \n", - " \n", - " 170\n", - " total_ocean_salt\n", - " total mass of salt in liquid seawater\n", - " kg/1e18\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", " \n", " \n", - " 171\n", - " total_ocean_sens_heat\n", - " total sensible heat into ocean (<0 cools ocean)\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 15\n", + " average_T1\n", + " Start time for average period\n", + " \n", + " days since 0001-01-01 00:00:00\n", " \n", " \n", - " 172\n", - " total_ocean_sfc_salt_flux_coupler\n", - " total_ocean_sfc_salt_flux_coupler\n", - " kg/sec (*1e-15)\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 16\n", + " average_T2\n", + " End time for average period\n", + " \n", + " days since 0001-01-01 00:00:00\n", " \n", " \n", - " 173\n", - " total_ocean_swflx\n", - " total shortwave flux into ocean (>0 heats ocean)\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 17\n", + " average_DT\n", + " Length of average period\n", + " \n", + " days\n", " \n", " \n", - " 174\n", - " total_ocean_swflx_vis\n", - " total visible shortwave into ocean (>0 heats o...\n", - " Watts/1e15\n", - " 1 monthly\n", - " output153/ocean/ocean_scalar.nc\n", - " time: mean\n", - " 154\n", - " 1957-12-30 00:00:00\n", - " 2257-12-30 00:00:00\n", + " 18\n", + " time_bounds\n", + " time axis boundaries\n", + " \n", + " days\n", " \n", " \n", "\n", "" ], "text/plain": [ - " name \\\n", - "20 average_DT \n", - "21 average_T1 \n", - "22 average_T2 \n", - "36 eta_global \n", - "64 ke_tot \n", - "75 nv \n", - "77 pe_tot \n", - "81 rhoave \n", - "85 salt_global_ave \n", - "86 salt_surface_ave \n", - "87 scalar_axis \n", - "125 temp_global_ave \n", - "129 temp_surface_ave \n", - "145 time \n", - "147 time_bounds \n", - "150 total_net_sfc_heating \n", - "151 total_ocean_calving \n", - "152 total_ocean_calving_heat \n", - "153 total_ocean_calving_melt_heat \n", - "154 total_ocean_evap \n", - "155 total_ocean_evap_heat \n", - "156 total_ocean_fprec \n", - "157 total_ocean_fprec_melt_heat \n", - "158 total_ocean_heat \n", - "159 total_ocean_hflux_coupler \n", - "160 total_ocean_hflux_evap \n", - "161 total_ocean_hflux_prec \n", - "162 total_ocean_lprec \n", - "163 total_ocean_lw_heat \n", - "164 total_ocean_melt \n", - "165 total_ocean_pme_river \n", - "166 total_ocean_river \n", - "167 total_ocean_river_heat \n", - "168 total_ocean_runoff \n", - "169 total_ocean_runoff_heat \n", - "170 total_ocean_salt \n", - "171 total_ocean_sens_heat \n", - "172 total_ocean_sfc_salt_flux_coupler \n", - "173 total_ocean_swflx \n", - "174 total_ocean_swflx_vis \n", - "\n", - " long_name \\\n", - "20 Length of average period \n", - "21 Start time for average period \n", - "22 End time for average period \n", - "36 global ave eta_t plus patm_t/(g*rho0) \n", - "64 Globally integrated ocean kinetic energy \n", - "75 vertex number \n", - "77 Globally integrated ocean potential energy \n", - "81 global mean ocean in-situ density from ocean_d... \n", - "85 Global mean salt in liquid seawater \n", - "86 Global mass weighted mean surface salt in liqu... \n", - "87 none \n", - "125 Global mean temp in liquid seawater \n", - "129 Global mass weighted mean surface temp in liqu... \n", - "145 time \n", - "147 time axis boundaries \n", - "150 total ocean surface flux from coupler and mass... \n", - "151 total water entering ocean from calving land ice \n", - "152 total ocean heat flux from calving land ice \n", - "153 total heat flux to melt frozen land ice (<0 co... \n", - "154 total evaporative ocean mass flux (>0 enters o... \n", - "155 total latent heat flux into ocean (<0 cools oc... \n", - "156 total snow falling onto ocean (>0 enters ocean) \n", - "157 total heat flux to melt frozen precip (<0 cool... \n", - "158 Total heat in the liquid ocean referenced to 0... \n", - "159 total surface heat flux passed through coupler \n", - "160 total ocean heat flux from evap transferring w... \n", - "161 total ocean heat flux from precip transferring... \n", - "162 total liquid precip into ocean (>0 enters ocean) \n", - "163 total longwave flux into ocean (<0 cools ocean) \n", - "164 total liquid water melted from sea ice (>0 ent... \n", - "165 total ocean precip-evap+river via sbc (liquid,... \n", - "166 total liquid river water and calving ice enter... \n", - "167 total heat flux into ocean from liquid+solid r... \n", - "168 total liquid river runoff (>0 water enters ocean) \n", - "169 total ocean heat flux from liquid river runoff \n", - "170 total mass of salt in liquid seawater \n", - "171 total sensible heat into ocean (<0 cools ocean) \n", - "172 total_ocean_sfc_salt_flux_coupler \n", - "173 total shortwave flux into ocean (>0 heats ocean) \n", - "174 total visible shortwave into ocean (>0 heats o... \n", - "\n", - " units frequency \\\n", - "20 days 1 monthly \n", - "21 days since 0001-01-01 00:00:00 1 monthly \n", - "22 days since 0001-01-01 00:00:00 1 monthly \n", - "36 meter 1 monthly \n", - "64 10^15 Joules 1 monthly \n", - "75 none 1 monthly \n", - "77 10^15 Joules 1 monthly \n", - "81 kg/m^3 1 monthly \n", - "85 psu 1 monthly \n", - "86 psu 1 monthly \n", - "87 none 1 monthly \n", - "125 deg_C 1 monthly \n", - "129 deg_C 1 monthly \n", - "145 days since 0001-01-01 00:00:00 1 monthly \n", - "147 days 1 monthly \n", - "150 Watts/1e15 1 monthly \n", - "151 (kg/sec)/1e15 1 monthly \n", - "152 Watts/1e15 1 monthly \n", - "153 Watts/1e15 1 monthly \n", - "154 (kg/sec)/1e15 1 monthly \n", - "155 Watts/1e15 1 monthly \n", - "156 (kg/sec)/1e15 1 monthly \n", - "157 Watts/1e15 1 monthly \n", - "158 Joule/1e25 1 monthly \n", - "159 Watts/1e15 1 monthly \n", - "160 Watts/1e15 1 monthly \n", - "161 Watts/1e15 1 monthly \n", - "162 (kg/sec)/1e15 1 monthly \n", - "163 Watts/1e15 1 monthly \n", - "164 (kg/sec)/1e15 1 monthly \n", - "165 (kg/sec)/1e15 1 monthly \n", - "166 kg/sec/1e15 1 monthly \n", - "167 Watts/1e15 1 monthly \n", - "168 (kg/sec)/1e15 1 monthly \n", - "169 Watts/1e15 1 monthly \n", - "170 kg/1e18 1 monthly \n", - "171 Watts/1e15 1 monthly \n", - "172 kg/sec (*1e-15) 1 monthly \n", - "173 Watts/1e15 1 monthly \n", - "174 Watts/1e15 1 monthly \n", - "\n", - " ncfile cell_methods # ncfiles \\\n", - "20 output153/ocean/ocean_scalar.nc None 308 \n", - "21 output153/ocean/ocean_scalar.nc None 308 \n", - "22 output153/ocean/ocean_scalar.nc None 308 \n", - "36 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "64 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "75 output153/ocean/ocean_scalar.nc None 308 \n", - "77 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "81 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "85 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "86 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "87 output153/ocean/ocean_scalar.nc None 154 \n", - "125 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "129 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "145 output153/ocean/ocean_scalar.nc None 462 \n", - "147 output153/ocean/ocean_scalar.nc None 308 \n", - "150 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "151 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "152 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "153 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "154 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "155 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "156 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "157 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "158 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "159 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "160 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "161 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "162 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "163 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "164 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "165 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "166 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "167 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "168 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "169 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "170 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "171 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "172 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "173 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "174 output153/ocean/ocean_scalar.nc time: mean 154 \n", - "\n", - " time_start time_end \n", - "20 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "21 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "22 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "36 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "64 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "75 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "77 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "81 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "85 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "86 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "87 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "125 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "129 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "145 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "147 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "150 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "151 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "152 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "153 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "154 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "155 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "156 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "157 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "158 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "159 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "160 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "161 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "162 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "163 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "164 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "165 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "166 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "167 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "168 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "169 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "170 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "171 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "172 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "173 1957-12-30 00:00:00 2257-12-30 00:00:00 \n", - "174 1957-12-30 00:00:00 2257-12-30 00:00:00 " + " variable \\\n", + "0 total_mass_seawater \n", + "1 total_volume_seawater \n", + "2 eta_adjust \n", + "3 pbot_adjust \n", + "4 rhoave \n", + "5 eta_global \n", + "6 temp_global_ave \n", + "7 salt_global_ave \n", + "8 salt_surface_ave \n", + "9 ke_tot \n", + "10 pe_tot \n", + "11 total_ocean_pme_river \n", + "12 total_ocean_salt \n", + "13 total_ocean_heat \n", + "14 total_net_sfc_heating \n", + "15 average_T1 \n", + "16 average_T2 \n", + "17 average_DT \n", + "18 time_bounds \n", + "\n", + " variable_long_name \\\n", + "0 total mass of liquid seawater \n", + "1 total volume of liquid seawater \n", + "2 global eta adjustment to include steric effect in Boussinesq fluid \n", + "3 pbot adjustment to counteract spurious mass source in Boussinesq fluid \n", + "4 global mean ocean in-situ density from ocean_density_mod \n", + "5 global ave eta_t plus patm_t/(g*rho0) \n", + "6 Global mean temp in liquid seawater \n", + "7 Global mean salt in liquid seawater \n", + "8 Global mass weighted mean surface salt in liquid seawater \n", + "9 Globally integrated ocean kinetic energy \n", + "10 Globally integrated ocean potential energy \n", + "11 total ocean precip-evap+river via sbc (liquid, frozen, evaporation) \n", + "12 total mass of salt in liquid seawater \n", + "13 Total heat in the liquid ocean referenced to 0degC \n", + "14 total ocean surface flux from coupler and mass transfer \n", + "15 Start time for average period \n", + "16 End time for average period \n", + "17 Length of average period \n", + "18 time axis boundaries \n", + "\n", + " variable_standard_name variable_units \n", + "0 sea_water_mass kg \n", + "1 sea_water_volume m^3 \n", + "2 m \n", + "3 dbar \n", + "4 kg/m^3 \n", + "5 meter \n", + "6 sea_water_potential_temperature deg_C \n", + "7 sea_water_salinity psu \n", + "8 psu \n", + "9 10^15 Joules \n", + "10 10^15 Joules \n", + "11 (kg/sec)/1e15 \n", + "12 kg/1e18 \n", + "13 Joule/1e25 \n", + "14 Watts/1e15 \n", + "15 days since 0001-01-01 00:00:00 \n", + "16 days since 0001-01-01 00:00:00 \n", + "17 days \n", + "18 days " ] }, - "execution_count": 6, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pd.set_option(\"display.max_rows\", 200) # to ensure all rows of the pandas DataFrame are displayed\n", - "df = cc.querying.get_variables(session, \"025deg_jra55_iaf_omip2_cycle5\", \n", - " frequency = \"1 monthly\")\n", - "df[df.ncfile.str.contains(\"ocean_scalar.nc\")]" + "var_search = cat_subset['025deg_jra55_iaf_omip2_cycle5'].search(frequency = '1mon', filename = 'ocean_scalar.nc')\n", + "one_file = var_search.df.iloc[0]\n", + "pd.DataFrame({var:one_file[var] for var in ['variable', 'variable_long_name', 'variable_standard_name', 'variable_units']})" ] }, { "cell_type": "markdown", + "id": "02bd6392", "metadata": {}, "source": [ - "Say, we want to look at one of these variables such as \"total_ocean_salt\". We use `cc.querying.getvar()` for this." + "Say, we want to look at one of these variables such as \"total_ocean_salt\". We use open it using `intake` like this:" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 10, + "id": "1ee0a297", "metadata": {}, "outputs": [ { @@ -1703,22 +2181,17 @@ " stroke: currentColor;\n", " fill: currentColor;\n", "}\n", - "
<xarray.DataArray 'total_ocean_salt' (time: 732, scalar_axis: 1)>\n",
+       "
<xarray.DataArray 'total_ocean_salt' (time: 732, scalar_axis: 1)> Size: 3kB\n",
        "dask.array<concatenate, shape=(732, 1), dtype=float32, chunksize=(1, 1), chunktype=numpy.ndarray>\n",
        "Coordinates:\n",
-       "  * scalar_axis  (scalar_axis) float64 0.0\n",
-       "  * time         (time) datetime64[ns] 1958-01-14T12:00:00 ... 2018-12-14T12:...\n",
+       "  * scalar_axis  (scalar_axis) float64 8B 0.0\n",
+       "  * time         (time) datetime64[ns] 6kB 1958-01-14T12:00:00 ... 2018-12-14...\n",
        "Attributes:\n",
        "    long_name:      total mass of salt in liquid seawater\n",
        "    units:          kg/1e18\n",
        "    valid_range:    [-1.e+02  1.e+10]\n",
        "    cell_methods:   time: mean\n",
-       "    time_avg_info:  average_T1,average_T2,average_DT\n",
-       "    ncfiles:        ['/g/data/ik11/outputs/access-om2-025/025deg_jra55_iaf_om...\n",
-       "    contact:        Ryan Holmes\n",
-       "    email:          ryan.holmes@unsw.edu.au\n",
-       "    created:        2020-11-03\n",
-       "    description:    0.25 degree ACCESS-OM2 global model configuration under i...
"
+       "              dtype='datetime64[ns]', name='time', length=732, freq=None))
  • long_name :
    total mass of salt in liquid seawater
    units :
    kg/1e18
    valid_range :
    [-1.e+02 1.e+10]
    cell_methods :
    time: mean
    time_avg_info :
    average_T1,average_T2,average_DT
    • " ], "text/plain": [ - "\n", + " Size: 3kB\n", "dask.array\n", "Coordinates:\n", - " * scalar_axis (scalar_axis) float64 0.0\n", - " * time (time) datetime64[ns] 1958-01-14T12:00:00 ... 2018-12-14T12:...\n", + " * scalar_axis (scalar_axis) float64 8B 0.0\n", + " * time (time) datetime64[ns] 6kB 1958-01-14T12:00:00 ... 2018-12-14...\n", "Attributes:\n", " long_name: total mass of salt in liquid seawater\n", " units: kg/1e18\n", " valid_range: [-1.e+02 1.e+10]\n", " cell_methods: time: mean\n", - " time_avg_info: average_T1,average_T2,average_DT\n", - " ncfiles: ['/g/data/ik11/outputs/access-om2-025/025deg_jra55_iaf_om...\n", - " contact: Ryan Holmes\n", - " email: ryan.holmes@unsw.edu.au\n", - " created: 2020-11-03\n", - " description: 0.25 degree ACCESS-OM2 global model configuration under i..." + " time_avg_info: average_T1,average_T2,average_DT" ] }, - "execution_count": 7, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } @@ -1834,106 +2302,77 @@ "source": [ "experiment = \"025deg_jra55_iaf_omip2_cycle5\"\n", "variable = \"total_ocean_salt\"\n", - "da = cc.querying.getvar(experiment, variable, session,ncfile='ocean_scalar.nc')\n", - "da" + "var_search = catalog[experiment].search(\n", + " variable = variable, \n", + " frequency = '1mon')\n", + "darray = var_search.to_dask()\n", + "darray = darray[variable]\n", + "darray" ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 12, + "id": "f7a132de", "metadata": {}, "outputs": [ { "data": { + "image/png": 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", "text/plain": [ - "[]" + "
    " ] }, - "execution_count": 8, "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, "output_type": "display_data" } ], "source": [ - "da.plot(figsize=(10,4))" + "darray.plot(figsize = (10,4));" ] }, { "cell_type": "markdown", + "id": "f5daf3b3", "metadata": {}, "source": [ - "Suppose we want to compare this variable across several different experiments. Using our list of experiments from above, we call put that into a Python list.\n", - "\n", - "Here we select the six 61-year cycles of 1 Jan 1958 to 1 Jan 2019 from the list of experiments above. These cycles are sequential, with each cycle starting where the previous one ended, with the initialization date reset to 1959. Here we show how to plot some quantities to compare those cycles." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['025deg_jra55_iaf_omip2_cycle1',\n", - " '025deg_jra55_iaf_omip2_cycle2',\n", - " '025deg_jra55_iaf_omip2_cycle3',\n", - " '025deg_jra55_iaf_omip2_cycle4',\n", - " '025deg_jra55_iaf_omip2_cycle5',\n", - " '025deg_jra55_iaf_omip2_cycle6']" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df = cc.querying.get_experiments(session)\n", - "experiments = list(df[df['experiment'].str.contains(\"025deg_jra55_iaf_omip2_cycle\") & \n", - " (df.ncfiles > 1000)].experiment)\n", - "experiments = sorted(experiments[:6])\n", - "experiments" + "Suppose we want to compare this variable across several different experiments. Using our list of experiments from above (`cat_subset`), we can select the six 61-year cycles of 1 Jan 1958 to 1 Jan 2019 from the list of experiments above. These cycles are sequential, with each cycle starting where the previous one ended, with the initialization date reset to 1959. Here we show how to plot some quantities to compare those cycles." ] }, { "cell_type": "markdown", + "id": "668426cc", "metadata": {}, "source": [ - "And for each experiment, extract out the variable of interest and store the result in a dictionary using the experiment as the key. Notice we are computing the variables and storing the results for later visualization.\n", + "For each experiment cycle, extract out the variable of interest and store the result in a dictionary using the experiment as the key. Notice we are computing the variables and storing the results for later visualization.\n", "\n", - "Here we add an exception for experiments that do not have total_ocean_salt as an output" + "Here we add an exception for in case a experiment cycle does not have `total_ocean_salt` as an output." ] }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 16, + "id": "60717772", "metadata": {}, "outputs": [], "source": [ "results = {}\n", "variable = \"total_ocean_salt\"\n", - "for experiment in experiments:\n", + "for experiment in cat_subset:\n", " try:\n", - " results[experiment] = cc.querying.getvar(experiment, variable, session, ncfile=\"ocean_scalar.nc\")\n", - " except cc.querying.VariableNotFoundError:\n", + " var_search = catalog[experiment].search(\n", + " variable = variable, \n", + " frequency = '1mon')\n", + " darray = var_search.to_dask()\n", + " darray = darray[variable]\n", + " results[experiment] = darray\n", + " except KeyError:\n", " print(f\"No {variable} in {experiment}\")" ] }, { "cell_type": "markdown", + "id": "66d300c1", "metadata": {}, "source": [ "Now, plot the results" @@ -1941,101 +2380,60 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, + "id": "8e0e16cc", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "fig, ax = plt.subplots(1, 1, figsize=(10, 8))\n", + "plt.figure(figsize = (12, 4))\n", "for experiment, result in results.items():\n", - " result.plot(label=experiment, ax=ax)\n", - "ax.legend()" + " result.plot(label = experiment)\n", + "plt.legend();" ] }, { "cell_type": "markdown", + "id": "c2443927", "metadata": {}, "source": [ "### Annually Averaged Scalar Timeseries\n", "This section presents how the data are resampled onto annual averages.\n", "\n", - "Note that the previous timeseries are monthly so we need to use groupby and a time mean to resample the data onto annual frequency." + "Note that the previous timeseries are monthly so we will use `resample` and `mean`." ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 19, + "id": "bedeb5bc", "metadata": {}, "outputs": [], "source": [ "results_annual_average = dict()\n", "for experiment, result in results.items():\n", - " results_annual_average[experiment] = results[experiment].groupby('time.year').mean(dim='time')" + " results_annual_average[experiment] = results[experiment].resample(time = '1YE').mean('time')" ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": null, + "id": "9c42cf8e", "metadata": {}, + "outputs": [], "source": [ - "**Then,** the data can be plotted as you see fit:" + "plt.figure(figsize = (12, 4))\n", + "for experiment, result in results_annual_average.items():\n", + " result.plot(label = experiment)\n", + "plt.legend();" ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, + "id": "fda9f5a5-11c8-414c-8f38-a4b5686ad776", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plt.subplots(1, 1, figsize=(10, 8))\n", - "for experiment, result_annual_average in results_annual_average.items():\n", - " result_annual_average.plot(label = experiment)\n", - "ax.legend()" - ] + "outputs": [], + "source": [] } ], "metadata": { @@ -2059,9 +2457,9 @@ } }, "kernelspec": { - "display_name": "Python [conda env:analysis3-22.07]", + "display_name": "Python [conda env:analysis3-24.04] *", "language": "python", - "name": "conda-env-analysis3-22.07-py" + "name": "conda-env-analysis3-24.04-py" }, "language_info": { "codemirror_mode": { @@ -2073,9 +2471,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.15" + "version": "3.10.14" } }, "nbformat": 4, - "nbformat_minor": 4 + "nbformat_minor": 5 }