From d366f55bed26f4dd29b148322e4f3a0034d3bd70 Mon Sep 17 00:00:00 2001 From: Chris Mauzey Date: Wed, 16 Sep 2026 09:52:57 -0700 Subject: [PATCH 1/5] Update to version 3.16.0 --- .github/workflows/nightly-build.yml | 2 +- CITATION.cff | 4 ++-- configure | 18 +++++++++--------- configure.ac | 2 +- include/cmor.h | 4 ++-- 5 files changed, 15 insertions(+), 15 deletions(-) diff --git a/.github/workflows/nightly-build.yml b/.github/workflows/nightly-build.yml index bbad5fd0..7857d9df 100644 --- a/.github/workflows/nightly-build.yml +++ b/.github/workflows/nightly-build.yml @@ -39,7 +39,7 @@ jobs: runs-on: ${{ matrix.runner.RUNNER_OS }} env: PACKAGE_NAME: cmor - PACKAGE_VERSION: 3.15.3 + PACKAGE_VERSION: 3.16.0 PYTHON_VERSION: ${{ matrix.python_version }} CONDA_FORGE_CHANNEL: conda-forge CONDA_USER: pcmdi diff --git a/CITATION.cff b/CITATION.cff index 7be18eca..c96ed1ce 100644 --- a/CITATION.cff +++ b/CITATION.cff @@ -67,7 +67,7 @@ authors: orcid: "https://orcid.org/0000-0002-4040-0215" affiliation: "German Climate Computing Centre (DKRZ)" title: "The Climate Model Output Rewriter (CMOR)" -version: 3.15.3 +version: 3.16.0 doi: 10.5281/zenodo.592733 -date-released: 2026-08-13 +date-released: 2026-09-16 url: "https://github.com/PCMDI/cmor" diff --git a/configure b/configure index 700ebe6b..8e0c80f8 100755 --- a/configure +++ b/configure @@ -1,6 +1,6 @@ #! /bin/sh # Guess values for system-dependent variables and create Makefiles. -# Generated by GNU Autoconf 2.72 for cmor 3.15.3. +# Generated by GNU Autoconf 2.72 for cmor 3.16.0. # # Report bugs to . # @@ -604,8 +604,8 @@ MAKEFLAGS= # Identity of this package. PACKAGE_NAME='cmor' PACKAGE_TARNAME='cmor' -PACKAGE_VERSION='3.15.3' -PACKAGE_STRING='cmor 3.15.3' +PACKAGE_VERSION='3.16.0' +PACKAGE_STRING='cmor 3.16.0' PACKAGE_BUGREPORT='mauzey1@llnl.gov' PACKAGE_URL='' @@ -1288,7 +1288,7 @@ if test "$ac_init_help" = "long"; then # Omit some internal or obsolete options to make the list less imposing. # This message is too long to be a string in the A/UX 3.1 sh. cat <<_ACEOF -'configure' configures cmor 3.15.3 to adapt to many kinds of systems. +'configure' configures cmor 3.16.0 to adapt to many kinds of systems. Usage: $0 [OPTION]... [VAR=VALUE]... @@ -1355,7 +1355,7 @@ fi if test -n "$ac_init_help"; then case $ac_init_help in - short | recursive ) echo "Configuration of cmor 3.15.3:";; + short | recursive ) echo "Configuration of cmor 3.16.0:";; esac cat <<\_ACEOF @@ -1461,7 +1461,7 @@ fi test -n "$ac_init_help" && exit $ac_status if $ac_init_version; then cat <<\_ACEOF -cmor configure 3.15.3 +cmor configure 3.16.0 generated by GNU Autoconf 2.72 Copyright (C) 2023 Free Software Foundation, Inc. @@ -1709,7 +1709,7 @@ cat >config.log <<_ACEOF This file contains any messages produced by compilers while running configure, to aid debugging if configure makes a mistake. -It was created by cmor $as_me 3.15.3, which was +It was created by cmor $as_me 3.16.0, which was generated by GNU Autoconf 2.72. Invocation command line was $ $0$ac_configure_args_raw @@ -5881,7 +5881,7 @@ cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1 # report actual input values of CONFIG_FILES etc. instead of their # values after options handling. ac_log=" -This file was extended by cmor $as_me 3.15.3, which was +This file was extended by cmor $as_me 3.16.0, which was generated by GNU Autoconf 2.72. Invocation command line was CONFIG_FILES = $CONFIG_FILES @@ -5936,7 +5936,7 @@ ac_cs_config_escaped=`printf "%s\n" "$ac_cs_config" | sed "s/^ //; s/'/'\\\\\\\\ cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1 ac_cs_config='$ac_cs_config_escaped' ac_cs_version="\\ -cmor config.status 3.15.3 +cmor config.status 3.16.0 configured by $0, generated by GNU Autoconf 2.72, with options \\"\$ac_cs_config\\" diff --git a/configure.ac b/configure.ac index 5d36848d..d643d10f 100644 --- a/configure.ac +++ b/configure.ac @@ -2,7 +2,7 @@ dnl dnl Process this file with autoconf to produce a configure script. dnl AC_PREREQ([2.71]) -AC_INIT([cmor],[3.15.3],[mauzey1@llnl.gov]) +AC_INIT([cmor],[3.16.0],[mauzey1@llnl.gov]) GIT_TAG=`cd $srcdir ; git log -n 1 --pretty="format:%H"` diff --git a/include/cmor.h b/include/cmor.h index d7f40c5d..cc75ca8b 100644 --- a/include/cmor.h +++ b/include/cmor.h @@ -2,8 +2,8 @@ #define CMOR_H #define CMOR_VERSION_MAJOR 3 -#define CMOR_VERSION_MINOR 15 -#define CMOR_VERSION_PATCH 3 +#define CMOR_VERSION_MINOR 16 +#define CMOR_VERSION_PATCH 0 #define CMOR_CF_VERSION_MAJOR 1 #define CMOR_CF_VERSION_MINOR 7 From 440ee65c6f15f80178f6fa8845965e65161ceb36 Mon Sep 17 00:00:00 2001 From: Chris Mauzey Date: Wed, 16 Sep 2026 10:00:06 -0700 Subject: [PATCH 2/5] Update CMIP7 tables and tests --- Test/test_cmor_CMIP7.py | 2 +- Test/test_cmor_check_cv_structure.py | 2 +- Test/test_cmor_chunking.py | 2 +- Test/test_cmor_cv_root_string_attributes.py | 2 +- Test/test_cmor_frequency_required.py | 2 +- Test/test_cmor_license_attributes.py | 2 +- Test/test_cmor_parent_attrs.py | 2 +- Test/test_cmor_path_and_file_templates.py | 2 +- Test/test_cmor_store_with_time1.py | 2 +- Test/test_cmor_time_value_and_bounds_mismatch.py | 2 +- cmip7-cmor-tables | 2 +- 11 files changed, 11 insertions(+), 11 deletions(-) diff --git a/Test/test_cmor_CMIP7.py b/Test/test_cmor_CMIP7.py index 54a51d2e..d6310f68 100644 --- a/Test/test_cmor_CMIP7.py +++ b/Test/test_cmor_CMIP7.py @@ -19,7 +19,7 @@ "cv_version": "6.2.19.0", "experiment_id": "amip", "forcing_index": "f3", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "CCCma", "license_id": "CC-BY-4.0", diff --git a/Test/test_cmor_check_cv_structure.py b/Test/test_cmor_check_cv_structure.py index f15d7958..a636abd9 100644 --- a/Test/test_cmor_check_cv_structure.py +++ b/Test/test_cmor_check_cv_structure.py @@ -17,7 +17,7 @@ "cv_version": "6.2.19.0", "experiment_id": "amip", "forcing_index": "f3", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "CCCma", "license_id": "CC-BY-4.0", diff --git a/Test/test_cmor_chunking.py b/Test/test_cmor_chunking.py index 8f747a3b..95eef180 100644 --- a/Test/test_cmor_chunking.py +++ b/Test/test_cmor_chunking.py @@ -21,7 +21,7 @@ "cv_version": "6.2.19.0", "experiment_id": "amip", "forcing_index": "f3", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "CCCma", "license_id": "CC-BY-4.0", diff --git a/Test/test_cmor_cv_root_string_attributes.py b/Test/test_cmor_cv_root_string_attributes.py index ceadf6bd..6370eb09 100644 --- a/Test/test_cmor_cv_root_string_attributes.py +++ b/Test/test_cmor_cv_root_string_attributes.py @@ -21,7 +21,7 @@ "cv_version": "6.2.19.0", "experiment_id": "amip", "forcing_index": "f3", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "CCCma", "license_id": "CC-BY-4.0", diff --git a/Test/test_cmor_frequency_required.py b/Test/test_cmor_frequency_required.py index 3469c094..f8aaa30a 100644 --- a/Test/test_cmor_frequency_required.py +++ b/Test/test_cmor_frequency_required.py @@ -22,7 +22,7 @@ def _create_cmip7_json(self, frequency=None, extra_fields=None): "_controlled_vocabulary_file": CV_PATH, "mip_era": "CMIP7", "forcing_index": "f3", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "CCCma", "license_id": "CC-BY-4.0", diff --git a/Test/test_cmor_license_attributes.py b/Test/test_cmor_license_attributes.py index bb82ea36..0a95f97c 100644 --- a/Test/test_cmor_license_attributes.py +++ b/Test/test_cmor_license_attributes.py @@ -19,7 +19,7 @@ "cv_version": "6.2.19.0", "experiment_id": "amip", "forcing_index": "f3", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "CCCma", "license_id": "CC-BY-4.0", diff --git a/Test/test_cmor_parent_attrs.py b/Test/test_cmor_parent_attrs.py index e4a0cd00..80476792 100644 --- a/Test/test_cmor_parent_attrs.py +++ b/Test/test_cmor_parent_attrs.py @@ -20,7 +20,7 @@ "cv_version": "6.2.19.0", "experiment_id": "amip", "forcing_index": "f3", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "CCCma", "license_id": "CC-BY-4.0", diff --git a/Test/test_cmor_path_and_file_templates.py b/Test/test_cmor_path_and_file_templates.py index c7e469e1..a3196100 100644 --- a/Test/test_cmor_path_and_file_templates.py +++ b/Test/test_cmor_path_and_file_templates.py @@ -18,7 +18,7 @@ "cv_version": "6.2.19.0", "experiment_id": "amip", "forcing_index": "f3", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "CCCma", "license_id": "CC-BY-4.0", diff --git a/Test/test_cmor_store_with_time1.py b/Test/test_cmor_store_with_time1.py index c92a51e1..9637ae4b 100644 --- a/Test/test_cmor_store_with_time1.py +++ b/Test/test_cmor_store_with_time1.py @@ -29,7 +29,7 @@ def write_user_input(output_dir, frequency): "experiment_id": "amip", "forcing_index": "f3", "frequency": frequency, - "grid_label": "g999", + "grid_label": "g010", "host_collection": "CMIP7", "initialization_index": "i1", "institution_id": "CCCma", diff --git a/Test/test_cmor_time_value_and_bounds_mismatch.py b/Test/test_cmor_time_value_and_bounds_mismatch.py index ebfd444a..b63aefa8 100644 --- a/Test/test_cmor_time_value_and_bounds_mismatch.py +++ b/Test/test_cmor_time_value_and_bounds_mismatch.py @@ -18,7 +18,7 @@ "cv_version": "6.2.19.0", "experiment_id": "amip", "forcing_index": "f3", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "CCCma", "license_id": "CC-BY-4.0", diff --git a/cmip7-cmor-tables b/cmip7-cmor-tables index ee94f52b..334df9bf 160000 --- a/cmip7-cmor-tables +++ b/cmip7-cmor-tables @@ -1 +1 @@ -Subproject commit ee94f52b2070d0b074b02fae80380b52c402db3a +Subproject commit 334df9bf7f7e428fe3350ff5ceabb6d0d21f1681 From 7d37d7b7e3081010c0698ba08ba7c2108dfbd85f Mon Sep 17 00:00:00 2001 From: Chris Mauzey Date: Wed, 16 Sep 2026 12:08:29 -0700 Subject: [PATCH 3/5] Update notebooks --- .../01_basic_ocean_surface_temperature.ipynb | 58 ++--- .../02_atmos_surface_air_temperature.ipynb | 54 ++--- .../03_pressure_level_air_temperature.ipynb | 54 ++--- .../04_hybrid_sigma_humidity_tendency.ipynb | 82 +++---- .../05_ocean_heat_transport_by_basin.ipynb | 50 ++-- notebooks/06_land_use_fraction.ipynb | 54 ++--- ...07_non_lat_lon_sea_ice_concentration.ipynb | 218 +++++++++--------- 7 files changed, 290 insertions(+), 280 deletions(-) diff --git a/notebooks/01_basic_ocean_surface_temperature.ipynb b/notebooks/01_basic_ocean_surface_temperature.ipynb index a4b2d4f9..42bf2091 100644 --- a/notebooks/01_basic_ocean_surface_temperature.ipynb +++ b/notebooks/01_basic_ocean_surface_temperature.ipynb @@ -656,8 +656,8 @@ " parent_experiment: N/A\n", " modeling_realm: ocean\n", " realization: 5\n", - " cmor_version: 2.5.4" ], "text/plain": [ " Size: 2MB\n", @@ -1788,7 +1788,7 @@ " area_label: sea\n", " branded_variable: tos_tavg-u-hxy-sea\n", " branding_suffix: tavg-u-hxy-sea\n", - " creation_date: 2026-07-07T18:52:42Z\n", + " creation_date: 2026-09-16T19:04:53Z\n", " data_specs_version: MIP-DS7.1.0.0\n", " description: Simulation of the climate of the recent past with ...\n", " drs_specs: MIP-DRS7\n", @@ -1797,8 +1797,8 @@ " external_variables: areacello\n", " forcing_index: f3\n", " frequency: mon\n", - " grid_label: g999\n", - " history: 2026-07-07T18:52:42Z ; CMOR rewrote data to be con...\n", + " grid_label: g010\n", + " history: 2026-09-16T19:04:53Z ; CMOR rewrote data to be con...\n", " horizontal_label: hxy\n", " host_collection: CMIP7\n", " initialization_index: i1\n", @@ -1814,15 +1814,15 @@ " region: glb\n", " source: ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3...\n", " source_id: ACCESS-ESM1-6\n", - " table_info: Name: CMIP7_ocean.json; Creation Date:(2026-07-01 ...\n", + " table_info: Name: CMIP7_ocean.json; Creation Date:(2026-09-15 ...\n", " temporal_label: tavg\n", " title: ACCESS-ESM1-6 output prepared for CMIP7\n", - " tracking_id: hdl:21.14107/aebd91ce-46d5-4674-97cc-e28a0711a773\n", + " tracking_id: hdl:21.14107/c432a8d5-381d-4b71-9c45-6937cefbe317\n", " variable_id: tos\n", " variant_label: r9i1p1f3\n", " vertical_label: u\n", " license: CC-BY-4.0; CMIP7 data produced by CCCma is license...\n", - " cmor_version: 3.15.2" + " cmor_version: 3.15.3" ] }, "metadata": {}, diff --git a/notebooks/02_atmos_surface_air_temperature.ipynb b/notebooks/02_atmos_surface_air_temperature.ipynb index 73bdc96e..ddf1a70a 100644 --- a/notebooks/02_atmos_surface_air_temperature.ipynb +++ b/notebooks/02_atmos_surface_air_temperature.ipynb @@ -653,14 +653,14 @@ " parent_experiment: pre-industrial control\n", " modeling_realm: atmos\n", " realization: 1\n", - " cmor_version: 2.5.7
  • institution :
    NASA/GISS (Goddard Institute for Space Studies) New York, NY
    institute_id :
    NASA-GISS
    experiment_id :
    historical
    source :
    GISS-E2-H-Eh137Tcadf9a Atmosphere: GISS-E2; Ocean: H
    model_id :
    GISS-E2-H
    forcing :
    GHG, LU, Sl, Vl, BC, OC, SA, Oz (also includes orbital change - BC on snow - Nitrate aerosols)
    parent_experiment_id :
    piControl
    parent_experiment_rip :
    r1i1p2
    branch_time :
    2490.0
    contact :
    Kenneth Lo (cdkkl@giss.nasa.gov)
    references :
    http://data.giss.nasa.gov/modelE/ar5
    initialization_method :
    1
    physics_version :
    2
    tracking_id :
    d43050cd-5c43-4dc5-914a-f724463bc109
    product :
    output
    experiment :
    historical
    frequency :
    mon
    creation_date :
    2011-10-18T13:06:09Z
    history :
    2011-10-18T13:06:09Z CMOR rewrote data to comply with CF standards and CMIP5 requirements.
    Conventions :
    CF-1.4
    project_id :
    CMIP5
    table_id :
    Table Amon (31 January 2011) 53b766a395ac41696af40aab76a49ae5
    title :
    GISS-E2-H model output prepared for CMIP5 historical
    parent_experiment :
    pre-industrial control
    modeling_realm :
    atmos
    realization :
    1
    cmor_version :
    2.5.7
  • " ], "text/plain": [ " Size: 524kB\n", @@ -898,7 +898,7 @@ " \"experiment_id\": \"amip\",\n", " \"forcing_index\": \"f3\",\n", " \"frequency\": \"mon\",\n", - " \"grid_label\": \"g999\",\n", + " \"grid_label\": \"g010\",\n", " \"host_collection\": \"CMIP7\",\n", " \"initialization_index\": \"i1\",\n", " \"institution_id\": \"CCCma\",\n", @@ -939,7 +939,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "output/02_atmos_surface_air_temperature/cmor_output/MIP-DRS7/CMIP7/CMIP/CCCma/ACCESS-ESM1-6/amip/r9i1p1f3/glb/mon/tas/tavg-h2m-hxy-u/g999/v20260707/tas_tavg-h2m-hxy-u_mon_glb_g999_ACCESS-ESM1-6_amip_r9i1p1f3_195101-195110.nc\n" + "output/02_atmos_surface_air_temperature/cmor_output/MIP-DRS7/CMIP7/CMIP/CCCma/ACCESS-ESM1-6/amip/r9i1p1f3/glb/mon/tas/tavg-h2m-hxy-u/g010/v20260916/tas_tavg-h2m-hxy-u_mon_glb_g010_ACCESS-ESM1-6_amip_r9i1p1f3_195101-195110.nc\n" ] } ], @@ -1547,7 +1547,7 @@ " area_label: u\n", " branded_variable: tas_tavg-h2m-hxy-u\n", " branding_suffix: tavg-h2m-hxy-u\n", - " creation_date: 2026-07-07T18:52:45Z\n", + " creation_date: 2026-09-16T19:04:56Z\n", " data_specs_version: MIP-DS7.1.0.0\n", " description: Simulation of the climate of the recent past with ...\n", " drs_specs: MIP-DRS7\n", @@ -1556,8 +1556,8 @@ " external_variables: areacella\n", " forcing_index: f3\n", " frequency: mon\n", - " grid_label: g999\n", - " history: 2026-07-07T18:52:45Z ; CMOR rewrote data to be con...\n", + " grid_label: g010\n", + " history: 2026-09-16T19:04:56Z ; CMOR rewrote data to be con...\n", " horizontal_label: hxy\n", " host_collection: CMIP7\n", " initialization_index: i1\n", @@ -1573,22 +1573,22 @@ " region: glb\n", " source: ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3...\n", " source_id: ACCESS-ESM1-6\n", - " table_info: Name: CMIP7_atmos.json; Creation Date:(2026-07-01 ...\n", + " table_info: Name: CMIP7_atmos.json; Creation Date:(2026-09-15 ...\n", " temporal_label: tavg\n", " title: ACCESS-ESM1-6 output prepared for CMIP7\n", - " tracking_id: hdl:21.14107/890bbbfe-d9bb-48d6-b402-d7d075540ed6\n", + " tracking_id: hdl:21.14107/879cd115-fc44-4f9d-9cee-06d955f384c8\n", " variable_id: tas\n", " variant_label: r9i1p1f3\n", " vertical_label: h2m\n", " license: CC-BY-4.0; CMIP7 data produced by CCCma is license...\n", - " cmor_version: 3.15.2
  • Conventions :
    CF-1.12
    activity_id :
    CMIP
    area_label :
    u
    branded_variable :
    tas_tavg-h2m-hxy-u
    branding_suffix :
    tavg-h2m-hxy-u
    creation_date :
    2026-09-16T19:04:56Z
    data_specs_version :
    MIP-DS7.1.0.0
    description :
    Simulation of the climate of the recent past with prescribed sea surface temperatures and sea ice concentrations.
    drs_specs :
    MIP-DRS7
    experiment :
    Simulation of the climate of the recent past with prescribed sea surface temperatures and sea ice concentrations.
    experiment_id :
    amip
    external_variables :
    areacella
    forcing_index :
    f3
    frequency :
    mon
    grid_label :
    g010
    history :
    2026-09-16T19:04:56Z ; CMOR rewrote data to be consistent with CF-1.12 and CMIP7 data requirements.
    horizontal_label :
    hxy
    host_collection :
    CMIP7
    initialization_index :
    i1
    institution :
    Environment and Climate Change Canada
    institution_id :
    CCCma
    license_id :
    CC-BY-4.0
    mip_era :
    CMIP7
    nominal_resolution :
    100 km
    physics_index :
    p1
    product :
    model-output
    realization_index :
    r9
    realm :
    atmos
    region :
    glb
    source :
    ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3; land-surface: cable3; ocean-biogeochemistry: wombatlite; ocean: mom5; sea-ice: cice5
    source_id :
    ACCESS-ESM1-6
    table_info :
    Name: CMIP7_atmos.json; Creation Date:(2026-09-15 12:08:04) MD5:62118a61f5a58931374a1792f77ca09e
    temporal_label :
    tavg
    title :
    ACCESS-ESM1-6 output prepared for CMIP7
    tracking_id :
    hdl:21.14107/879cd115-fc44-4f9d-9cee-06d955f384c8
    variable_id :
    tas
    variant_label :
    r9i1p1f3
    vertical_label :
    h2m
    license :
    CC-BY-4.0; CMIP7 data produced by CCCma is licensed under a Creative Commons Attribution 4.0 International License (https://creativecommons.org/licenses/by/4.0). Consult https://wcrp-cmip.github.io/cmip7-guidance/docs/CMIP7/Guidance_for_users/#2-terms-of-use-and-citations-requirements for terms of use governing CMIP7 output, including citation requirements and proper acknowledgment. The data producers and data providers make no warranty, either express or implied, including, but not limited to, warranties of merchantability and fitness for a particular purpose. All liabilities arising from the supply of the information (including any liability arising in negligence) are excluded to the fullest extent permitted by law.
    cmor_version :
    3.15.3
  • " ], "text/plain": [ " Size: 524kB\n", @@ -1754,7 +1754,7 @@ " area_label: u\n", " branded_variable: tas_tavg-h2m-hxy-u\n", " branding_suffix: tavg-h2m-hxy-u\n", - " creation_date: 2026-07-07T18:52:45Z\n", + " creation_date: 2026-09-16T19:04:56Z\n", " data_specs_version: MIP-DS7.1.0.0\n", " description: Simulation of the climate of the recent past with ...\n", " drs_specs: MIP-DRS7\n", @@ -1763,8 +1763,8 @@ " external_variables: areacella\n", " forcing_index: f3\n", " frequency: mon\n", - " grid_label: g999\n", - " history: 2026-07-07T18:52:45Z ; CMOR rewrote data to be con...\n", + " grid_label: g010\n", + " history: 2026-09-16T19:04:56Z ; CMOR rewrote data to be con...\n", " horizontal_label: hxy\n", " host_collection: CMIP7\n", " initialization_index: i1\n", @@ -1780,15 +1780,15 @@ " region: glb\n", " source: ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3...\n", " source_id: ACCESS-ESM1-6\n", - " table_info: Name: CMIP7_atmos.json; Creation Date:(2026-07-01 ...\n", + " table_info: Name: CMIP7_atmos.json; Creation Date:(2026-09-15 ...\n", " temporal_label: tavg\n", " title: ACCESS-ESM1-6 output prepared for CMIP7\n", - " tracking_id: hdl:21.14107/890bbbfe-d9bb-48d6-b402-d7d075540ed6\n", + " tracking_id: hdl:21.14107/879cd115-fc44-4f9d-9cee-06d955f384c8\n", " variable_id: tas\n", " variant_label: r9i1p1f3\n", " vertical_label: h2m\n", " license: CC-BY-4.0; CMIP7 data produced by CCCma is license...\n", - " cmor_version: 3.15.2" + " cmor_version: 3.15.3" ] }, "metadata": {}, diff --git a/notebooks/03_pressure_level_air_temperature.ipynb b/notebooks/03_pressure_level_air_temperature.ipynb index e2266970..a124629e 100644 --- a/notebooks/03_pressure_level_air_temperature.ipynb +++ b/notebooks/03_pressure_level_air_temperature.ipynb @@ -677,7 +677,7 @@ " variant_label: r1i1p1f1\n", " version: v20250810\n", " license: CMIP6 model data produced by E3SM-Project is lice...\n", - " cmor_version: 3.11.0" ], "text/plain": [ " Size: 10MB\n", @@ -1789,7 +1789,7 @@ " area_label: air\n", " branded_variable: ta_tavg-p19-hxy-air\n", " branding_suffix: tavg-p19-hxy-air\n", - " creation_date: 2026-07-07T18:52:49Z\n", + " creation_date: 2026-09-16T19:05:00Z\n", " data_specs_version: MIP-DS7.1.0.0\n", " description: Simulation of the climate of the recent past with ...\n", " drs_specs: MIP-DRS7\n", @@ -1798,8 +1798,8 @@ " external_variables: areacella\n", " forcing_index: f3\n", " frequency: mon\n", - " grid_label: g999\n", - " history: 2026-07-07T18:52:49Z ; CMOR rewrote data to be con...\n", + " grid_label: g010\n", + " history: 2026-09-16T19:05:00Z ; CMOR rewrote data to be con...\n", " horizontal_label: hxy\n", " host_collection: CMIP7\n", " initialization_index: i1\n", @@ -1815,15 +1815,15 @@ " region: glb\n", " source: ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3...\n", " source_id: ACCESS-ESM1-6\n", - " table_info: Name: CMIP7_atmos.json; Creation Date:(2026-07-01 ...\n", + " table_info: Name: CMIP7_atmos.json; Creation Date:(2026-09-15 ...\n", " temporal_label: tavg\n", " title: ACCESS-ESM1-6 output prepared for CMIP7\n", - " tracking_id: hdl:21.14107/4e2beb50-e97d-4bf0-8429-8dcecffe7856\n", + " tracking_id: hdl:21.14107/e3e6de3f-e12a-4690-a5ec-c8a7f8ed4d82\n", " variable_id: ta\n", " variant_label: r9i1p1f3\n", " vertical_label: p19\n", " license: CC-BY-4.0; CMIP7 data produced by CCCma is license...\n", - " cmor_version: 3.15.2" + " cmor_version: 3.15.3" ] }, "metadata": {}, diff --git a/notebooks/04_hybrid_sigma_humidity_tendency.ipynb b/notebooks/04_hybrid_sigma_humidity_tendency.ipynb index 1e118519..5e20b0f8 100644 --- a/notebooks/04_hybrid_sigma_humidity_tendency.ipynb +++ b/notebooks/04_hybrid_sigma_humidity_tendency.ipynb @@ -671,12 +671,12 @@ " variant_label: r2i1p1f2\n", " license: CMIP6 model data produced by MIROC is licensed und...\n", " cmor_version: 3.3.2\n", - " tracking_id: hdl:21.14100/f575a148-89c0-40d7-bdd5-b67e0f73cf4a" ], "text/plain": [ " Size: 7MB\n", @@ -2179,7 +2179,7 @@ " area_label: u\n", " branded_variable: tnhusscpbl_tavg-al-hxy-u\n", " branding_suffix: tavg-al-hxy-u\n", - " creation_date: 2026-07-07T18:52:53Z\n", + " creation_date: 2026-09-16T19:05:03Z\n", " data_specs_version: MIP-DS7.1.0.0\n", " description: Simulation of the climate of the recent past with ...\n", " drs_specs: MIP-DRS7\n", @@ -2188,8 +2188,8 @@ " external_variables: areacella\n", " forcing_index: f3\n", " frequency: mon\n", - " grid_label: g999\n", - " history: 2026-07-07T18:52:53Z ; CMOR rewrote data to be con...\n", + " grid_label: g010\n", + " history: 2026-09-16T19:05:03Z ; CMOR rewrote data to be con...\n", " horizontal_label: hxy\n", " host_collection: CMIP7\n", " initialization_index: i1\n", @@ -2205,15 +2205,15 @@ " region: glb\n", " source: ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3...\n", " source_id: ACCESS-ESM1-6\n", - " table_info: Name: CMIP7_atmos.json; Creation Date:(2026-07-01 ...\n", + " table_info: Name: CMIP7_atmos.json; Creation Date:(2026-09-15 ...\n", " temporal_label: tavg\n", " title: ACCESS-ESM1-6 output prepared for CMIP7\n", " variable_id: tnhusscpbl\n", " variant_label: r9i1p1f3\n", " vertical_label: al\n", " license: CC-BY-4.0; CMIP7 data produced by CCCma is license...\n", - " cmor_version: 3.15.2\n", - " tracking_id: hdl:21.14107/92ad49c9-2a3b-4e74-a665-903b6d263781" + " cmor_version: 3.15.3\n", + " tracking_id: hdl:21.14107/b50e6373-fef5-49aa-9716-25ca2234a38a" ] }, "metadata": {}, diff --git a/notebooks/05_ocean_heat_transport_by_basin.ipynb b/notebooks/05_ocean_heat_transport_by_basin.ipynb index accea4fe..43524b0f 100644 --- a/notebooks/05_ocean_heat_transport_by_basin.ipynb +++ b/notebooks/05_ocean_heat_transport_by_basin.ipynb @@ -669,9 +669,9 @@ " variable_name: htovgyre\n", " variant_label: r2i1p1f2\n", " license: CMIP6 model data produced by the Met Office Hadle...\n", - " cmor_version: 3.4.0" ], "text/plain": [ " Size: 2MB\n", @@ -1731,7 +1731,7 @@ " area_label: sea\n", " branded_variable: htovgyre_tavg-u-hyb-sea\n", " branding_suffix: tavg-u-hyb-sea\n", - " creation_date: 2026-07-07T18:52:56Z\n", + " creation_date: 2026-09-16T19:05:06Z\n", " data_specs_version: MIP-DS7.1.0.0\n", " description: Simulation of the climate of the recent past with ...\n", " drs_specs: MIP-DRS7\n", @@ -1739,8 +1739,8 @@ " experiment_id: amip\n", " forcing_index: f3\n", " frequency: mon\n", - " grid_label: g999\n", - " history: 2026-07-07T18:52:56Z ; CMOR rewrote data to be con...\n", + " grid_label: g010\n", + " history: 2026-09-16T19:05:06Z ; CMOR rewrote data to be con...\n", " horizontal_label: hyb\n", " host_collection: CMIP7\n", " initialization_index: i1\n", @@ -1756,15 +1756,15 @@ " region: glb\n", " source: ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3...\n", " source_id: ACCESS-ESM1-6\n", - " table_info: Name: CMIP7_ocean.json; Creation Date:(2026-07-01 ...\n", + " table_info: Name: CMIP7_ocean.json; Creation Date:(2026-09-15 ...\n", " temporal_label: tavg\n", " title: ACCESS-ESM1-6 output prepared for CMIP7\n", - " tracking_id: hdl:21.14107/97cb0ab7-b109-471d-bd1b-9036898dd2bd\n", + " tracking_id: hdl:21.14107/149c2942-14d1-49e4-b367-2db25f999e75\n", " variable_id: htovgyre\n", " variant_label: r9i1p1f3\n", " vertical_label: u\n", " license: CC-BY-4.0; CMIP7 data produced by CCCma is license...\n", - " cmor_version: 3.15.2" + " cmor_version: 3.15.3" ] }, "metadata": {}, diff --git a/notebooks/06_land_use_fraction.ipynb b/notebooks/06_land_use_fraction.ipynb index ecfda0de..dbf4e6a1 100644 --- a/notebooks/06_land_use_fraction.ipynb +++ b/notebooks/06_land_use_fraction.ipynb @@ -674,8 +674,8 @@ " variable_id: fracLut\n", " variant_info: N/A\n", " references: see further_info_url attribute\n", - " variant_label: r1i1p1f1" ], "text/plain": [ " Size: 8MB\n", @@ -1790,7 +1790,7 @@ " area_label: u\n", " branded_variable: fracLut_tpt-u-hxy-u\n", " branding_suffix: tpt-u-hxy-u\n", - " creation_date: 2026-07-07T18:53:00Z\n", + " creation_date: 2026-09-16T19:05:09Z\n", " data_specs_version: MIP-DS7.1.0.0\n", " description: Simulation of the climate of the recent past with ...\n", " drs_specs: MIP-DRS7\n", @@ -1799,8 +1799,8 @@ " external_variables: areacella\n", " forcing_index: f3\n", " frequency: mon\n", - " grid_label: g999\n", - " history: 2026-07-07T18:53:00Z ; CMOR rewrote data to be con...\n", + " grid_label: g010\n", + " history: 2026-09-16T19:05:09Z ; CMOR rewrote data to be con...\n", " horizontal_label: hxy\n", " host_collection: CMIP7\n", " initialization_index: i1\n", @@ -1816,15 +1816,15 @@ " region: glb\n", " source: ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3...\n", " source_id: ACCESS-ESM1-6\n", - " table_info: Name: CMIP7_land.json; Creation Date:(2026-07-01 1...\n", + " table_info: Name: CMIP7_land.json; Creation Date:(2026-09-15 1...\n", " temporal_label: tpt\n", " title: ACCESS-ESM1-6 output prepared for CMIP7\n", - " tracking_id: hdl:21.14107/154f2ffa-33b8-47cd-981b-401db53d3766\n", + " tracking_id: hdl:21.14107/f19bcf09-e59e-408e-b104-aa3512fd5352\n", " variable_id: fracLut\n", " variant_label: r9i1p1f3\n", " vertical_label: u\n", " license: CC-BY-4.0; CMIP7 data produced by CCCma is license...\n", - " cmor_version: 3.15.2" + " cmor_version: 3.15.3" ] }, "metadata": {}, diff --git a/notebooks/07_non_lat_lon_sea_ice_concentration.ipynb b/notebooks/07_non_lat_lon_sea_ice_concentration.ipynb index e96a99dc..a0604edc 100644 --- a/notebooks/07_non_lat_lon_sea_ice_concentration.ipynb +++ b/notebooks/07_non_lat_lon_sea_ice_concentration.ipynb @@ -685,7 +685,7 @@ " product_id: osi-450-a1\n", " doi: 10.15770/EUM_SAF_OSI_0023\n", " references: Product User Manual (2025),Algorithm Theoretic...\n", - " license: http://creativecommons.org/licenses/by/4.0/" ], "text/plain": [ @@ -852,7 +852,7 @@ " \"experiment_id\": \"amip\",\n", " \"forcing_index\": \"f3\",\n", " \"frequency\": \"mon\",\n", - " \"grid_label\": \"g999\",\n", + " \"grid_label\": \"g010\",\n", " \"host_collection\": \"CMIP7\",\n", " \"initialization_index\": \"i1\",\n", " \"institution_id\": \"CCCma\",\n", @@ -942,8 +942,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "nh output/07_non_lat_lon_sea_ice_concentration/cmor_output/MIP-DRS7/CMIP7/CMIP/CCCma/ACCESS-ESM1-6/amip/r9i1p1f3/nh/mon/siconc/tavg-u-hxy-u/g999/v20260707/siconc_tavg-u-hxy-u_mon_nh_g999_ACCESS-ESM1-6_amip_r9i1p1f3_202002-202002.nc\n", - "sh output/07_non_lat_lon_sea_ice_concentration/cmor_output/MIP-DRS7/CMIP7/CMIP/CCCma/ACCESS-ESM1-6/amip/r9i1p1f3/sh/mon/siconc/tavg-u-hxy-u/g999/v20260707/siconc_tavg-u-hxy-u_mon_sh_g999_ACCESS-ESM1-6_amip_r9i1p1f3_202002-202002.nc\n" + "nh output/07_non_lat_lon_sea_ice_concentration/cmor_output/MIP-DRS7/CMIP7/CMIP/CCCma/ACCESS-ESM1-6/amip/r9i1p1f3/nh/mon/siconc/tavg-u-hxy-u/g010/v20260916/siconc_tavg-u-hxy-u_mon_nh_g010_ACCESS-ESM1-6_amip_r9i1p1f3_202002-202002.nc\n", + "sh output/07_non_lat_lon_sea_ice_concentration/cmor_output/MIP-DRS7/CMIP7/CMIP/CCCma/ACCESS-ESM1-6/amip/r9i1p1f3/sh/mon/siconc/tavg-u-hxy-u/g010/v20260916/siconc_tavg-u-hxy-u_mon_sh_g010_ACCESS-ESM1-6_amip_r9i1p1f3_202002-202002.nc\n" ] } ], @@ -1559,27 +1559,27 @@ " stroke-width: 0.8px;\n", "}\n", "
    <xarray.Dataset> Size: 16MB\n",
    -       "Dimensions:             (time: 1, bnds: 2, x: 432, y: 432, vertices: 4)\n",
    +       "Dimensions:             (time: 1, bnds: 2, y: 432, x: 432, vertices: 4)\n",
            "Coordinates:\n",
            "  * time                (time) float64 8B 1.539e+04\n",
    -       "  * x                   (x) float64 3kB -5.388e+06 -5.362e+06 ... 5.388e+06\n",
            "  * y                   (y) float64 3kB -5.388e+06 -5.362e+06 ... 5.388e+06\n",
    -       "    latitude            (x, y) float64 1MB 16.62 16.82 17.02 ... 16.82 16.62\n",
    -       "    longitude           (x, y) float64 1MB 315.0 314.9 314.7 ... 134.9 135.0\n",
    +       "  * x                   (x) float64 3kB -5.388e+06 -5.362e+06 ... 5.388e+06\n",
    +       "    latitude            (y, x) float64 1MB 16.62 16.82 17.02 ... 16.82 16.62\n",
    +       "    longitude           (y, x) float64 1MB 315.0 315.1 315.3 ... 135.1 135.0\n",
            "Dimensions without coordinates: bnds, vertices\n",
            "Data variables:\n",
            "    time_bnds           (time, bnds) float64 16B 1.537e+04 1.54e+04\n",
            "    crs                 int32 4B -2147483647\n",
    -       "    vertices_latitude   (x, y, vertices) float64 6MB 16.42 16.62 ... 16.42 16.62\n",
    -       "    vertices_longitude  (x, y, vertices) float64 6MB 315.0 315.1 ... 135.0 135.1\n",
    -       "    siconc              (time, x, y) float32 746kB 0.0 0.0 0.0 ... 0.0 0.0 0.0\n",
    +       "    vertices_latitude   (y, x, vertices) float64 6MB 16.42 16.62 ... 16.42 16.62\n",
    +       "    vertices_longitude  (y, x, vertices) float64 6MB 315.0 315.1 ... 135.0 135.1\n",
    +       "    siconc              (time, y, x) float32 746kB 0.0 0.0 0.0 ... 0.0 0.0 0.0\n",
            "Attributes:\n",
            "    Conventions:           CF-1.12\n",
            "    activity_id:           CMIP\n",
            "    area_label:            u\n",
            "    branded_variable:      siconc_tavg-u-hxy-u\n",
            "    branding_suffix:       tavg-u-hxy-u\n",
    -       "    creation_date:         2026-07-07T18:53:04Z\n",
    +       "    creation_date:         2026-09-16T19:05:13Z\n",
            "    data_specs_version:    MIP-DS7.1.0.0\n",
            "    description:           Simulation of the climate of the recent past with ...\n",
            "    drs_specs:             MIP-DRS7\n",
    @@ -1587,8 +1587,8 @@
            "    experiment_id:         amip\n",
            "    forcing_index:         f3\n",
            "    frequency:             mon\n",
    -       "    grid_label:            g999\n",
    -       "    history:               2026-07-07T18:53:04Z ; CMOR rewrote data to be con...\n",
    +       "    grid_label:            g010\n",
    +       "    history:               2026-09-16T19:05:13Z ; CMOR rewrote data to be con...\n",
            "    horizontal_label:      hxy\n",
            "    host_collection:       CMIP7\n",
            "    initialization_index:  i1\n",
    @@ -1604,17 +1604,17 @@
            "    region:                nh\n",
            "    source:                ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3...\n",
            "    source_id:             ACCESS-ESM1-6\n",
    -       "    table_info:            Name: CMIP7_seaIce.json; Creation Date:(2026-07-01...\n",
    +       "    table_info:            Name: CMIP7_seaIce.json; Creation Date:(2026-09-15...\n",
            "    temporal_label:        tavg\n",
            "    title:                 ACCESS-ESM1-6 output prepared for CMIP7\n",
    -       "    tracking_id:           hdl:21.14107/4e7e73da-b8a4-4809-9e9c-6fb943053727\n",
    +       "    tracking_id:           hdl:21.14107/4248d8fc-7376-4101-8490-3c704059952c\n",
            "    variable_id:           siconc\n",
            "    variant_label:         r9i1p1f3\n",
            "    vertical_label:        u\n",
            "    license:               CC-BY-4.0; CMIP7 data produced by CCCma is license...\n",
    -       "    cmor_version:          3.15.2
  • Conventions :
    CF-1.12
    activity_id :
    CMIP
    area_label :
    u
    branded_variable :
    siconc_tavg-u-hxy-u
    branding_suffix :
    tavg-u-hxy-u
    creation_date :
    2026-09-16T19:05:13Z
    data_specs_version :
    MIP-DS7.1.0.0
    description :
    Simulation of the climate of the recent past with prescribed sea surface temperatures and sea ice concentrations.
    drs_specs :
    MIP-DRS7
    experiment :
    Simulation of the climate of the recent past with prescribed sea surface temperatures and sea ice concentrations.
    experiment_id :
    amip
    forcing_index :
    f3
    frequency :
    mon
    grid_label :
    g010
    history :
    2026-09-16T19:05:13Z ; CMOR rewrote data to be consistent with CF-1.12 and CMIP7 data requirements.
    horizontal_label :
    hxy
    host_collection :
    CMIP7
    initialization_index :
    i1
    institution :
    Environment and Climate Change Canada
    institution_id :
    CCCma
    license_id :
    CC-BY-4.0
    mip_era :
    CMIP7
    nominal_resolution :
    25 km
    physics_index :
    p1
    product :
    model-output
    realization_index :
    r9
    realm :
    seaIce
    region :
    nh
    source :
    ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3; land-surface: cable3; ocean-biogeochemistry: wombatlite; ocean: mom5; sea-ice: cice5
    source_id :
    ACCESS-ESM1-6
    table_info :
    Name: CMIP7_seaIce.json; Creation Date:(2026-09-15 12:08:04) MD5:22ddfbf83b6c9b59f62e9210c0a08b65
    temporal_label :
    tavg
    title :
    ACCESS-ESM1-6 output prepared for CMIP7
    tracking_id :
    hdl:21.14107/4248d8fc-7376-4101-8490-3c704059952c
    variable_id :
    siconc
    variant_label :
    r9i1p1f3
    vertical_label :
    u
    license :
    CC-BY-4.0; CMIP7 data produced by CCCma is licensed under a Creative Commons Attribution 4.0 International License (https://creativecommons.org/licenses/by/4.0). Consult https://wcrp-cmip.github.io/cmip7-guidance/docs/CMIP7/Guidance_for_users/#2-terms-of-use-and-citations-requirements for terms of use governing CMIP7 output, including citation requirements and proper acknowledgment. The data producers and data providers make no warranty, either express or implied, including, but not limited to, warranties of merchantability and fitness for a particular purpose. All liabilities arising from the supply of the information (including any liability arising in negligence) are excluded to the fullest extent permitted by law.
    cmor_version :
    3.15.3
  • " ], "text/plain": [ " Size: 16MB\n", - "Dimensions: (time: 1, bnds: 2, x: 432, y: 432, vertices: 4)\n", + "Dimensions: (time: 1, bnds: 2, y: 432, x: 432, vertices: 4)\n", "Coordinates:\n", " * time (time) float64 8B 1.539e+04\n", - " * x (x) float64 3kB -5.388e+06 -5.362e+06 ... 5.388e+06\n", " * y (y) float64 3kB -5.388e+06 -5.362e+06 ... 5.388e+06\n", - " latitude (x, y) float64 1MB 16.62 16.82 17.02 ... 16.82 16.62\n", - " longitude (x, y) float64 1MB 315.0 314.9 314.7 ... 134.9 135.0\n", + " * x (x) float64 3kB -5.388e+06 -5.362e+06 ... 5.388e+06\n", + " latitude (y, x) float64 1MB 16.62 16.82 17.02 ... 16.82 16.62\n", + " longitude (y, x) float64 1MB 315.0 315.1 315.3 ... 135.1 135.0\n", "Dimensions without coordinates: bnds, vertices\n", "Data variables:\n", " time_bnds (time, bnds) float64 16B 1.537e+04 1.54e+04\n", " crs int32 4B -2147483647\n", - " vertices_latitude (x, y, vertices) float64 6MB 16.42 16.62 ... 16.42 16.62\n", - " vertices_longitude (x, y, vertices) float64 6MB 315.0 315.1 ... 135.0 135.1\n", - " siconc (time, x, y) float32 746kB 0.0 0.0 0.0 ... 0.0 0.0 0.0\n", + " vertices_latitude (y, x, vertices) float64 6MB 16.42 16.62 ... 16.42 16.62\n", + " vertices_longitude (y, x, vertices) float64 6MB 315.0 315.1 ... 135.0 135.1\n", + " siconc (time, y, x) float32 746kB 0.0 0.0 0.0 ... 0.0 0.0 0.0\n", "Attributes:\n", " Conventions: CF-1.12\n", " activity_id: CMIP\n", " area_label: u\n", " branded_variable: siconc_tavg-u-hxy-u\n", " branding_suffix: tavg-u-hxy-u\n", - " creation_date: 2026-07-07T18:53:04Z\n", + " creation_date: 2026-09-16T19:05:13Z\n", " data_specs_version: MIP-DS7.1.0.0\n", " description: Simulation of the climate of the recent past with ...\n", " drs_specs: MIP-DRS7\n", @@ -1757,8 +1757,8 @@ " experiment_id: amip\n", " forcing_index: f3\n", " frequency: mon\n", - " grid_label: g999\n", - " history: 2026-07-07T18:53:04Z ; CMOR rewrote data to be con...\n", + " grid_label: g010\n", + " history: 2026-09-16T19:05:13Z ; CMOR rewrote data to be con...\n", " horizontal_label: hxy\n", " host_collection: CMIP7\n", " initialization_index: i1\n", @@ -1774,15 +1774,15 @@ " region: nh\n", " source: ACCESS-ESM1-6: aerosol: classic; atmosphere: um7-3...\n", " source_id: ACCESS-ESM1-6\n", - " table_info: Name: CMIP7_seaIce.json; Creation Date:(2026-07-01...\n", + " table_info: Name: CMIP7_seaIce.json; Creation Date:(2026-09-15...\n", " temporal_label: tavg\n", " title: ACCESS-ESM1-6 output prepared for CMIP7\n", - " tracking_id: hdl:21.14107/4e7e73da-b8a4-4809-9e9c-6fb943053727\n", + " tracking_id: hdl:21.14107/4248d8fc-7376-4101-8490-3c704059952c\n", " variable_id: siconc\n", " variant_label: r9i1p1f3\n", " vertical_label: u\n", " license: CC-BY-4.0; CMIP7 data produced by CCCma is license...\n", - " cmor_version: 3.15.2" + " cmor_version: 3.15.3" ] }, "metadata": {}, @@ -1809,6 +1809,16 @@ "id": "6", "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/z5/c492yxcj2wv8t0lk52jt7fn4000w7p/T/ipykernel_16080/1668979927.py:22: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n", + " mesh = map_plot.pcolormesh(x_plot, y_plot, field, shading=\"auto\", cmap=\"Blues\", vmin=0, vmax=100)\n", + "/var/folders/z5/c492yxcj2wv8t0lk52jt7fn4000w7p/T/ipykernel_16080/1668979927.py:22: UserWarning: The input coordinates to pcolormesh are interpreted as cell centers, but are not monotonically increasing or decreasing. This may lead to incorrectly calculated cell edges, in which case, please supply explicit cell edges to pcolormesh.\n", + " mesh = map_plot.pcolormesh(x_plot, y_plot, field, shading=\"auto\", cmap=\"Blues\", vmin=0, vmax=100)\n" + ] + }, { "data": { "image/png": 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", From 0ff7c4c362b633329ed4be64b77e185961acbb86 Mon Sep 17 00:00:00 2001 From: Chris Mauzey Date: Wed, 16 Sep 2026 12:20:47 -0700 Subject: [PATCH 4/5] Update grid_label examples --- examples/c/cmip7_c_common.c | 2 +- examples/fortran/cmip7_fortran_common.f90 | 2 +- examples/python/example_01_usual_2d_field.py | 2 +- examples/python/example_02_pressure_levels.py | 2 +- examples/python/example_03_scalar_dimension.py | 2 +- examples/python/example_04_auxiliary_coordinates.py | 2 +- examples/python/example_05_model_levels.py | 2 +- examples/python/example_06_complex_grid.py | 2 +- examples/python/example_07_fixed_field.py | 2 +- examples/python/example_08_site_dimension.py | 2 +- 10 files changed, 10 insertions(+), 10 deletions(-) diff --git a/examples/c/cmip7_c_common.c b/examples/c/cmip7_c_common.c index c5cb2203..90327e2a 100644 --- a/examples/c/cmip7_c_common.c +++ b/examples/c/cmip7_c_common.c @@ -59,7 +59,7 @@ void cmip7_write_user_input_json(const char *output_dir, const char *input_name, fprintf(file, " \"experiment_id\": \"amip\",\n"); fprintf(file, " \"forcing_index\": \"%s\",\n", forcing_index); fprintf(file, " \"frequency\": \"%s\",\n", frequency); - fprintf(file, " \"grid_label\": \"g999\",\n"); + fprintf(file, " \"grid_label\": \"g010\",\n"); fprintf(file, " \"host_collection\": \"CMIP7\",\n"); fprintf(file, " \"initialization_index\": \"i1\",\n"); fprintf(file, " \"institution_id\": \"MOHC\",\n"); diff --git a/examples/fortran/cmip7_fortran_common.f90 b/examples/fortran/cmip7_fortran_common.f90 index 91805d96..b6eefa21 100644 --- a/examples/fortran/cmip7_fortran_common.f90 +++ b/examples/fortran/cmip7_fortran_common.f90 @@ -49,7 +49,7 @@ subroutine prepare_cmor_paths(repo_root, output_dir, input_name, frequency, & call json_string(unit, "experiment_id", "amip", .true.) call json_string(unit, "forcing_index", trim(forcing_index), .true.) call json_string(unit, "frequency", trim(frequency), .true.) - call json_string(unit, "grid_label", "g999", .true.) + call json_string(unit, "grid_label", "g010", .true.) call json_string(unit, "host_collection", "CMIP7", .true.) call json_string(unit, "initialization_index", "i1", .true.) call json_string(unit, "institution_id", "MOHC", .true.) diff --git a/examples/python/example_01_usual_2d_field.py b/examples/python/example_01_usual_2d_field.py index 518e3948..13e4d980 100644 --- a/examples/python/example_01_usual_2d_field.py +++ b/examples/python/example_01_usual_2d_field.py @@ -27,7 +27,7 @@ def configure(output_dir: Path) -> None: "experiment_id": "amip", "forcing_index": "f1", "frequency": "mon", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "MOHC", "license_id": "CC-BY-4.0", diff --git a/examples/python/example_02_pressure_levels.py b/examples/python/example_02_pressure_levels.py index fb1684ef..93cc7c73 100644 --- a/examples/python/example_02_pressure_levels.py +++ b/examples/python/example_02_pressure_levels.py @@ -27,7 +27,7 @@ def configure(output_dir: Path) -> None: "experiment_id": "amip", "forcing_index": "f1", "frequency": "mon", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "MOHC", "license_id": "CC-BY-4.0", diff --git a/examples/python/example_03_scalar_dimension.py b/examples/python/example_03_scalar_dimension.py index 5dfc22c6..d2a80552 100644 --- a/examples/python/example_03_scalar_dimension.py +++ b/examples/python/example_03_scalar_dimension.py @@ -27,7 +27,7 @@ def configure(output_dir: Path) -> None: "experiment_id": "amip", "forcing_index": "f2", "frequency": "mon", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "MOHC", "license_id": "CC-BY-4.0", diff --git a/examples/python/example_04_auxiliary_coordinates.py b/examples/python/example_04_auxiliary_coordinates.py index ca1c4cb6..adb3486a 100644 --- a/examples/python/example_04_auxiliary_coordinates.py +++ b/examples/python/example_04_auxiliary_coordinates.py @@ -27,7 +27,7 @@ def configure(output_dir: Path) -> None: "experiment_id": "amip", "forcing_index": "f1", "frequency": "mon", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "MOHC", "license_id": "CC-BY-4.0", diff --git a/examples/python/example_05_model_levels.py b/examples/python/example_05_model_levels.py index 894a9587..95273d87 100644 --- a/examples/python/example_05_model_levels.py +++ b/examples/python/example_05_model_levels.py @@ -27,7 +27,7 @@ def configure(output_dir: Path) -> None: "experiment_id": "amip", "forcing_index": "f1", "frequency": "mon", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "MOHC", "license_id": "CC-BY-4.0", diff --git a/examples/python/example_06_complex_grid.py b/examples/python/example_06_complex_grid.py index 8e218bc9..133b28dc 100644 --- a/examples/python/example_06_complex_grid.py +++ b/examples/python/example_06_complex_grid.py @@ -27,7 +27,7 @@ def configure(output_dir: Path) -> None: "experiment_id": "amip", "forcing_index": "f1", "frequency": "mon", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "MOHC", "license_id": "CC-BY-4.0", diff --git a/examples/python/example_07_fixed_field.py b/examples/python/example_07_fixed_field.py index ad7c01dc..6b8e7af0 100644 --- a/examples/python/example_07_fixed_field.py +++ b/examples/python/example_07_fixed_field.py @@ -27,7 +27,7 @@ def configure(output_dir: Path) -> None: "experiment_id": "amip", "forcing_index": "f1", "frequency": "fx", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "MOHC", "license_id": "CC-BY-4.0", diff --git a/examples/python/example_08_site_dimension.py b/examples/python/example_08_site_dimension.py index b9304bd3..4051fe21 100644 --- a/examples/python/example_08_site_dimension.py +++ b/examples/python/example_08_site_dimension.py @@ -28,7 +28,7 @@ def configure(output_dir: Path) -> None: "experiment_id": "amip", "forcing_index": "f1", "frequency": "mon", - "grid_label": "g999", + "grid_label": "g010", "initialization_index": "i1", "institution_id": "MOHC", "license_id": "CC-BY-4.0", From 3103b2897249ca10ef9771aa30c0ae46e929c6c0 Mon Sep 17 00:00:00 2001 From: Chris Mauzey Date: Thu, 17 Sep 2026 10:14:29 -0700 Subject: [PATCH 5/5] Update release date [skip ci] --- CITATION.cff | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/CITATION.cff b/CITATION.cff index c96ed1ce..89d6246a 100644 --- a/CITATION.cff +++ b/CITATION.cff @@ -69,5 +69,5 @@ authors: title: "The Climate Model Output Rewriter (CMOR)" version: 3.16.0 doi: 10.5281/zenodo.592733 -date-released: 2026-09-16 +date-released: 2026-09-17 url: "https://github.com/PCMDI/cmor"