{ "cells": [ { "cell_type": "code", "execution_count": 1, "id": "chronic-heading", "metadata": {}, "outputs": [], "source": [ "#!conda install intake fsspec intake-xarray intake-thredds -c conda-forge -y" ] }, { "cell_type": "code", "execution_count": 2, "id": "instrumental-financing", "metadata": {}, "outputs": [], "source": [ "#!conda install eccodes cfgrib -c conda-forge -y" ] }, { "cell_type": "code", "execution_count": 3, "id": "civic-tumor", "metadata": {}, "outputs": [], "source": [ "#!pip install climetlab --quiet" ] }, { "cell_type": "code", "execution_count": 4, "id": "descending-disease", "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 4;\n", " var nbb_unformatted_code = \"# linting\\n%load_ext nb_black\\n%load_ext lab_black\";\n", " var nbb_formatted_code = \"# linting\\n%load_ext nb_black\\n%load_ext lab_black\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# linting\n", "%load_ext nb_black\n", "%load_ext lab_black" ] }, { "cell_type": "markdown", "id": "smart-knock", "metadata": {}, "source": [ "# Calculate skill for NWP model GEFS for 6-hourly global forecasts" ] }, { "cell_type": "code", "execution_count": 5, "id": "insured-feeding", "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 5;\n", " var nbb_unformatted_code = \"import intake\\nimport fsspec # caching downloads\\n\\n# specify caching location, where to store files to with their original names\\nfsspec.config.conf[\\\"simplecache\\\"] = {\\n \\\"cache_storage\\\": \\\"../my_caching_folder\\\",\\n \\\"same_names\\\": True,\\n}\\nimport intake_xarray # access files hosted via THREDDS\\nimport climetlab # download ERA5\\n\\nimport xarray as xr\\nimport numpy as np\\n\\nimport climpred # forecast verification\";\n", " var nbb_formatted_code = \"import intake\\nimport fsspec # caching downloads\\n\\n# specify caching location, where to store files to with their original names\\nfsspec.config.conf[\\\"simplecache\\\"] = {\\n \\\"cache_storage\\\": \\\"../my_caching_folder\\\",\\n \\\"same_names\\\": True,\\n}\\nimport intake_xarray # access files hosted via THREDDS\\nimport climetlab # download ERA5\\n\\nimport xarray as xr\\nimport numpy as np\\n\\nimport climpred # forecast verification\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import intake\n", "import fsspec # caching downloads\n", "\n", "# specify caching location, where to store files to with their original names\n", "fsspec.config.conf[\"simplecache\"] = {\n", " \"cache_storage\": \"../my_caching_folder\",\n", " \"same_names\": True,\n", "}\n", "import intake_xarray # access files hosted via THREDDS\n", "import climetlab # download ERA5\n", "\n", "import xarray as xr\n", "import numpy as np\n", "\n", "import climpred # forecast verification" ] }, { "cell_type": "markdown", "id": "viral-neutral", "metadata": {}, "source": [ "## Find the data" ] }, { "cell_type": "markdown", "id": "excellent-asthma", "metadata": {}, "source": [ "GEFS output can be found on a `THREDDS` server: https://www.ncei.noaa.gov/thredds/catalog/model-gefs-003/202008/20200831/catalog.html\n", "\n", "Here, we use `intake-thredds` to access the THREDDS catalog, `intake-xarray` to access the files and cache them with `fsspec`. However, you can also download the files manually, e.g. with `wget`:\n", "\n", "- https://intake.readthedocs.io/en/latest/\n", "- https://intake-xarray.readthedocs.io/en/latest/\n", "- https://intake-thredds.readthedocs.io/en/latest/\n", "- https://filesystem-spec.readthedocs.io/en/latest/" ] }, { "cell_type": "code", "execution_count": 6, "id": "durable-keeping", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/aaron.spring/anaconda3/envs/climpred-dev/lib/python3.9/site-packages/siphon/catalog.py:292: UserWarning: URL https://www.ncei.noaa.gov/thredds/catalog/model-gefs-003/202008/20200831/catalog.html returned HTML. Changing to: https://www.ncei.noaa.gov/thredds/catalog/model-gefs-003/202008/20200831/catalog.xml\n", " warnings.warn('URL {} returned HTML. Changing to: {}'.format(self.catalog_url,\n" ] }, { "data": { "application/yaml": "No name found:\n args:\n url: https://www.ncei.noaa.gov/thredds/catalog/model-gefs-003/202008/20200831/catalog.html\n description: ''\n driver: intake_thredds.cat.ThreddsCatalog\n metadata:\n authority:\n - gov.noaa.ncdc\n contributor:\n Scientific Contact:\n - Zoltar Toth\n Technical Contact:\n - Yuejian Zhu\n creator:\n - {}\n dataType: GRID\n date:\n - type: created\n value: '2007-03-27'\n - type: issued\n value: '2007-10-01'\n documentation:\n abstract:\n - The Global Ensemble Forecast System (GEFS) is a weather forecast model made\n up of 21 separate forecasts, or ensemble members. The National Centers for\n Environmental Prediction (NCEP) started the GEFS to address the nature of\n uncertainty in weather observations, which are used to initialize weather\n forecast models. The proverbial butterfly flapping her wings can have a cascading\n effect leading to wind gusts thousands of miles away. This extreme example\n illustrates that tiny, unnoticeable differences between reality and what is\n actually measured can, over time, lead to noticeable differences between what\n a weather model forecast predicts and reality itself. The GEFS attempts to\n quantify the amount of uncertainty in a forecast by generating an ensemble\n of multiple forecasts, each minutely different, or perturbed, from the original\n observations. With global coverage, GEFS is produced four times a day with\n weather forecasts going out to 16 days and a 6 hour temporal resolution.\n comment:\n - Quantify the amount of uncertainty in mesoscale guidance by generating an\n ensemble of multiple forecasts, each minutely different, or perturbed, from\n the original observations.\n format:\n - GRIB 2\n funding:\n - DOC/NOAA/NWS/NCEP/EMC > Environmental Modeling Center, National Centers for\n Environmental Prediction, National Weather Service, NOAA, U.S. Department\n of Commerce\n rights:\n - Electronic downloads of the data are free, however fees apply for data certification\n and distribution of the data on physical media. Fees vary based on order specifications.\n summary:\n - The Global Ensemble Forecast System (GEFS) is a weather forecast model made\n up of 21 separate forecasts, or ensemble members. The National Centers for\n Environmental Prediction (NCEP) started the GEFS to address the nature of\n uncertainty in weather observations, which are used to initialize weather\n forecast models. The proverbial butterfly flapping her wings can have a cascading\n effect leading to wind gusts thousands of miles away. This extreme example\n illustrates that tiny, unnoticeable differences between reality and what is\n actually measured can, over time, lead to noticeable differences between what\n a weather model forecast predicts and reality itself. The GEFS attempts to\n quantify the amount of uncertainty in a forecast by generating an ensemble\n of multiple forecasts, each minutely different, or perturbed, from the original\n observations. With global coverage, GEFS is produced four times a day with\n weather forecasts going out to 16 days and a 6 hour temporal resolution. This\n dataset has 1.0 degree horizontal resolution.\n xlink:\n - href: http://www.nco.ncep.noaa.gov/pmb/docs/grib2/\n title: Format Specification\n - href: http://www.emc.ncep.noaa.gov/gmb/ens/ens_info.html\n title: Reference Papers\n external_metadata:\n ISO 19115-2:2009(E) - Collection Level Metadata: http://gis.ncdc.noaa.gov/geoportal/rest/document?id=%7B643C822F-67BC-4357-B280-C9A8821B91D3%7D\n geospatialCoverage:\n - {}\n inherited: true\n keyword:\n - name: \"GOVERNMENT AGENCIES-U.S. FEDERAL AGENCIES, DOC, NOAA, DOC/NOAA/NESDIS/NCEI,\\\n \\ \\n\\t National Centers for Environmental Information, NESDIS, U.S. Department\\\n \\ of Commerce, \\n\\t EARTH SCIENCE SERVICES, MODELS, EARTH SCIENCE REANALYSES/ASSIMILATION\\\n \\ MODELS\"\n vocabulary: GCMD\n project:\n - name: Global Ensemble Forecast System (GEFS)\n publisher:\n - {}\n serviceName: ALL\n timeCoverage:\n - {}\n", "text/plain": [ "No name found:\n", " args:\n", " url: https://www.ncei.noaa.gov/thredds/catalog/model-gefs-003/202008/20200831/catalog.html\n", " description: ''\n", " driver: intake_thredds.cat.ThreddsCatalog\n", " metadata:\n", " authority:\n", " - gov.noaa.ncdc\n", " contributor:\n", " Scientific Contact:\n", " - Zoltar Toth\n", " Technical Contact:\n", " - Yuejian Zhu\n", " creator:\n", " - {}\n", " dataType: GRID\n", " date:\n", " - type: created\n", " value: '2007-03-27'\n", " - type: issued\n", " value: '2007-10-01'\n", " documentation:\n", " abstract:\n", " - The Global Ensemble Forecast System (GEFS) is a weather forecast model made\n", " up of 21 separate forecasts, or ensemble members. The National Centers for\n", " Environmental Prediction (NCEP) started the GEFS to address the nature of\n", " uncertainty in weather observations, which are used to initialize weather\n", " forecast models. The proverbial butterfly flapping her wings can have a cascading\n", " effect leading to wind gusts thousands of miles away. This extreme example\n", " illustrates that tiny, unnoticeable differences between reality and what is\n", " actually measured can, over time, lead to noticeable differences between what\n", " a weather model forecast predicts and reality itself. The GEFS attempts to\n", " quantify the amount of uncertainty in a forecast by generating an ensemble\n", " of multiple forecasts, each minutely different, or perturbed, from the original\n", " observations. With global coverage, GEFS is produced four times a day with\n", " weather forecasts going out to 16 days and a 6 hour temporal resolution.\n", " comment:\n", " - Quantify the amount of uncertainty in mesoscale guidance by generating an\n", " ensemble of multiple forecasts, each minutely different, or perturbed, from\n", " the original observations.\n", " format:\n", " - GRIB 2\n", " funding:\n", " - DOC/NOAA/NWS/NCEP/EMC > Environmental Modeling Center, National Centers for\n", " Environmental Prediction, National Weather Service, NOAA, U.S. Department\n", " of Commerce\n", " rights:\n", " - Electronic downloads of the data are free, however fees apply for data certification\n", " and distribution of the data on physical media. Fees vary based on order specifications.\n", " summary:\n", " - The Global Ensemble Forecast System (GEFS) is a weather forecast model made\n", " up of 21 separate forecasts, or ensemble members. The National Centers for\n", " Environmental Prediction (NCEP) started the GEFS to address the nature of\n", " uncertainty in weather observations, which are used to initialize weather\n", " forecast models. The proverbial butterfly flapping her wings can have a cascading\n", " effect leading to wind gusts thousands of miles away. This extreme example\n", " illustrates that tiny, unnoticeable differences between reality and what is\n", " actually measured can, over time, lead to noticeable differences between what\n", " a weather model forecast predicts and reality itself. The GEFS attempts to\n", " quantify the amount of uncertainty in a forecast by generating an ensemble\n", " of multiple forecasts, each minutely different, or perturbed, from the original\n", " observations. With global coverage, GEFS is produced four times a day with\n", " weather forecasts going out to 16 days and a 6 hour temporal resolution. This\n", " dataset has 1.0 degree horizontal resolution.\n", " xlink:\n", " - href: http://www.nco.ncep.noaa.gov/pmb/docs/grib2/\n", " title: Format Specification\n", " - href: http://www.emc.ncep.noaa.gov/gmb/ens/ens_info.html\n", " title: Reference Papers\n", " external_metadata:\n", " ISO 19115-2:2009(E) - Collection Level Metadata: http://gis.ncdc.noaa.gov/geoportal/rest/document?id=%7B643C822F-67BC-4357-B280-C9A8821B91D3%7D\n", " geospatialCoverage:\n", " - {}\n", " inherited: true\n", " keyword:\n", " - name: \"GOVERNMENT AGENCIES-U.S. FEDERAL AGENCIES, DOC, NOAA, DOC/NOAA/NESDIS/NCEI,\\\n", " \\ \\n\\t National Centers for Environmental Information, NESDIS, U.S. Department\\\n", " \\ of Commerce, \\n\\t EARTH SCIENCE SERVICES, MODELS, EARTH SCIENCE REANALYSES/ASSIMILATION\\\n", " \\ MODELS\"\n", " vocabulary: GCMD\n", " project:\n", " - name: Global Ensemble Forecast System (GEFS)\n", " publisher:\n", " - {}\n", " serviceName: ALL\n", " timeCoverage:\n", " - {}\n" ] }, "metadata": { "application/json": { "root": "No name found" } }, "output_type": "display_data" }, { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 6;\n", " var nbb_unformatted_code = \"# all the metadata about GEFS\\ncat = intake.open_thredds_cat(\\n \\\"https://www.ncei.noaa.gov/thredds/catalog/model-gefs-003/202008/20200831/catalog.html\\\"\\n)\\ncat\";\n", " var nbb_formatted_code = \"# all the metadata about GEFS\\ncat = intake.open_thredds_cat(\\n \\\"https://www.ncei.noaa.gov/thredds/catalog/model-gefs-003/202008/20200831/catalog.html\\\"\\n)\\ncat\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# all the metadata about GEFS\n", "cat = intake.open_thredds_cat(\n", " \"https://www.ncei.noaa.gov/thredds/catalog/model-gefs-003/202008/20200831/catalog.html\"\n", ")\n", "cat" ] }, { "cell_type": "markdown", "id": "inside-practitioner", "metadata": {}, "source": [ "Opening without `backend_kwargs` raised `DatasetBuildError`. Need to specify variable by `filter_by_keys` for `grib` files.\n", "\n", "DatasetBuildError: multiple values for unique key, try re-open the file with one of:\n", "\n", "- filter_by_keys={'typeOfLevel': 'isobaricInhPa'}\n", "- filter_by_keys={'typeOfLevel': 'surface'}\n", "- filter_by_keys={'typeOfLevel': 'depthBelowLandLayer'}\n", "- filter_by_keys={'typeOfLevel': 'heightAboveGround'}\n", "- filter_by_keys={'typeOfLevel': 'atmosphereSingleLayer'}\n", "- filter_by_keys={'typeOfLevel': 'atmosphere'}\n", "- filter_by_keys={'typeOfLevel': 'nominalTop'}\n", "- filter_by_keys={'typeOfLevel': 'pressureFromGroundLayer'}\n", "- filter_by_keys={'typeOfLevel': 'meanSea'}" ] }, { "cell_type": "code", "execution_count": 7, "id": "prospective-swimming", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Coordinates:\n", " number int64 ...\n", " time datetime64[ns] ...\n", " step timedelta64[ns] ...\n", " heightAboveGround float64 ...\n", " * latitude (latitude) float64 90.0 89.0 88.0 ... -88.0 -89.0 -90.0\n", " * longitude (longitude) float64 0.0 1.0 2.0 3.0 ... 357.0 358.0 359.0\n", " valid_time datetime64[ns] ..." ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 7;\n", " var nbb_unformatted_code = \"# how to open grib files: https://github.com/ecmwf/cfgrib/issues/170\\nintake_xarray.NetCDFSource(\\n \\\"simplecache::https://www.ncei.noaa.gov/thredds/fileServer/model-gefs-003/202008/20200831/gens-a_3_20200831_1800_000_20.grb2\\\",\\n xarray_kwargs=dict(\\n engine=\\\"cfgrib\\\",\\n backend_kwargs=dict(\\n filter_by_keys={\\\"typeOfLevel\\\": \\\"heightAboveGround\\\", \\\"shortName\\\": \\\"2t\\\"}\\n ),\\n ),\\n).to_dask().coords\";\n", " var nbb_formatted_code = \"# how to open grib files: https://github.com/ecmwf/cfgrib/issues/170\\nintake_xarray.NetCDFSource(\\n \\\"simplecache::https://www.ncei.noaa.gov/thredds/fileServer/model-gefs-003/202008/20200831/gens-a_3_20200831_1800_000_20.grb2\\\",\\n xarray_kwargs=dict(\\n engine=\\\"cfgrib\\\",\\n backend_kwargs=dict(\\n filter_by_keys={\\\"typeOfLevel\\\": \\\"heightAboveGround\\\", \\\"shortName\\\": \\\"2t\\\"}\\n ),\\n ),\\n).to_dask().coords\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# how to open grib files: https://github.com/ecmwf/cfgrib/issues/170\n", "intake_xarray.NetCDFSource(\n", " \"simplecache::https://www.ncei.noaa.gov/thredds/fileServer/model-gefs-003/202008/20200831/gens-a_3_20200831_1800_000_20.grb2\",\n", " xarray_kwargs=dict(\n", " engine=\"cfgrib\",\n", " backend_kwargs=dict(\n", " filter_by_keys={\"typeOfLevel\": \"heightAboveGround\", \"shortName\": \"2t\"}\n", " ),\n", " ),\n", ").to_dask().coords" ] }, { "cell_type": "markdown", "id": "separated-cincinnati", "metadata": {}, "source": [ "## Get forecasts" ] }, { "cell_type": "code", "execution_count": 8, "id": "durable-italic", "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 8;\n", " var nbb_unformatted_code = \"inits_time = \\\"0000\\\" # get forecasts started at 00:00\\ninits = [\\\"20200829\\\", \\\"20200830\\\", \\\"20200831\\\"] # four initial dates\\nmembers = range(5) # 5 members out of 20\\nleads = np.arange(0, 6 * 4 * 2 + 1, 6) # 6h lead forecasts, 9 leads upto 48h\";\n", " var nbb_formatted_code = \"inits_time = \\\"0000\\\" # get forecasts started at 00:00\\ninits = [\\\"20200829\\\", \\\"20200830\\\", \\\"20200831\\\"] # four initial dates\\nmembers = range(5) # 5 members out of 20\\nleads = np.arange(0, 6 * 4 * 2 + 1, 6) # 6h lead forecasts, 9 leads upto 48h\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "inits_time = \"0000\" # get forecasts started at 00:00\n", "inits = [\"20200829\", \"20200830\", \"20200831\"] # four initial dates\n", "members = range(5) # 5 members out of 20\n", "leads = np.arange(0, 6 * 4 * 2 + 1, 6) # 6h lead forecasts, 9 leads upto 48h" ] }, { "cell_type": "code", "execution_count": null, "id": "junior-average", "metadata": {}, "outputs": [], "source": [ "for init in inits:\n", " for lead in leads:\n", " for member in members:\n", " try:\n", " url = f\"https://www.ncei.noaa.gov/thredds/fileServer/model-gefs-003/202008/{init}/gens-a_3_{init}_{inits_time}_{str(lead).zfill(3)}_{str(member).zfill(2)}.grb2\"\n", " # print(f'download init = {init}, lead = {lead}, member = {member}')\n", " intake_xarray.NetCDFSource(\n", " f\"simplecache::{url}\",\n", " xarray_kwargs=dict(\n", " engine=\"cfgrib\",\n", " backend_kwargs=dict(\n", " filter_by_keys={\n", " \"typeOfLevel\": \"heightAboveGround\",\n", " \"cfVarName\": \"t2m\",\n", " }\n", " ),\n", " ),\n", " ).to_dask()\n", " except Exception as e:\n", " print(\"failed\", type(e).__name__, e)" ] }, { "cell_type": "code", "execution_count": null, "id": "equipped-cowboy", "metadata": {}, "outputs": [], "source": [ "init = xr.concat(\n", " [xr.concat(\n", " [xr.open_mfdataset(f'../my_caching_folder/gens-a_3_{init}_{inits_time}_{str(lead).zfill(3)}_*.grb2',\n", " concat_dim='member', combine='nested',\n", " engine='cfgrib', backend_kwargs=dict(filter_by_keys={'typeOfLevel': 'heightAboveGround', \"cfVarName\": \"t2m\"}))\n", " for lead in leads],\n", " dim='step') for init in inits],\n", " dim='time')" ] }, { "cell_type": "code", "execution_count": null, "id": "broad-spirituality", "metadata": {}, "outputs": [], "source": [ "# save time when reproducing\n", "init = init.compute()\n", "init.to_netcdf('tmp_GEFS_a.nc')" ] }, { "cell_type": "code", "execution_count": 6, "id": "likely-assistant", "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 6;\n", " var nbb_unformatted_code = \"init = xr.open_dataset(\\\"tmp_GEFS_a.nc\\\")\";\n", " var nbb_formatted_code = \"init = xr.open_dataset(\\\"tmp_GEFS_a.nc\\\")\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "init = xr.open_dataset(\"tmp_GEFS_a.nc\")" ] }, { "cell_type": "markdown", "id": "controlled-focus", "metadata": {}, "source": [ "## Get observations\n", "\n", "`climetlab` wraps `cdsapi` to download from the Copernicus Climate Data Store (CDS):\n", "\n", "- https://cds.climate.copernicus.eu/cdsapp#!/home\n", "- https://climetlab.readthedocs.io/en/latest/\n", "- https://github.com/ecmwf/cdsapi/" ] }, { "cell_type": "code", "execution_count": 9, "id": "initial-thong", "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 9;\n", " var nbb_unformatted_code = \"obs = (\\n climetlab.load_source(\\n \\\"cds\\\",\\n \\\"reanalysis-era5-single-levels\\\",\\n product_type=\\\"reanalysis\\\",\\n time=[\\\"00:00\\\", \\\"06:00\\\", \\\"12:00\\\", \\\"18:00\\\"],\\n grid=[1.0, 1.0],\\n param=\\\"2t\\\",\\n date=[\\n \\\"2020-08-29\\\",\\n \\\"2020-08-30\\\",\\n \\\"2020-08-31\\\",\\n \\\"2020-09-01\\\",\\n \\\"2020-09-02\\\",\\n \\\"2020-09-03\\\",\\n ],\\n )\\n .to_xarray()\\n .squeeze(drop=True)\\n).drop_vars(\\\"valid_time\\\")\";\n", " var nbb_formatted_code = \"obs = (\\n climetlab.load_source(\\n \\\"cds\\\",\\n \\\"reanalysis-era5-single-levels\\\",\\n product_type=\\\"reanalysis\\\",\\n time=[\\\"00:00\\\", \\\"06:00\\\", \\\"12:00\\\", \\\"18:00\\\"],\\n grid=[1.0, 1.0],\\n param=\\\"2t\\\",\\n date=[\\n \\\"2020-08-29\\\",\\n \\\"2020-08-30\\\",\\n \\\"2020-08-31\\\",\\n \\\"2020-09-01\\\",\\n \\\"2020-09-02\\\",\\n \\\"2020-09-03\\\",\\n ],\\n )\\n .to_xarray()\\n .squeeze(drop=True)\\n).drop_vars(\\\"valid_time\\\")\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "obs = (\n", " climetlab.load_source(\n", " \"cds\",\n", " \"reanalysis-era5-single-levels\",\n", " product_type=\"reanalysis\",\n", " time=[\"00:00\", \"06:00\", \"12:00\", \"18:00\"],\n", " grid=[1.0, 1.0],\n", " param=\"2t\",\n", " date=[\n", " \"2020-08-29\",\n", " \"2020-08-30\",\n", " \"2020-08-31\",\n", " \"2020-09-01\",\n", " \"2020-09-02\",\n", " \"2020-09-03\",\n", " ],\n", " )\n", " .to_xarray()\n", " .squeeze(drop=True)\n", ").drop_vars(\"valid_time\")" ] }, { "cell_type": "code", "execution_count": 10, "id": "furnished-cocktail", "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 10;\n", " var nbb_unformatted_code = \"# climetlab or cds enable logging.INFO\\nimport logging\\n\\nlogger = logging.getLogger()\\nlogger.setLevel(logging.ERROR)\";\n", " var nbb_formatted_code = \"# climetlab or cds enable logging.INFO\\nimport logging\\n\\nlogger = logging.getLogger()\\nlogger.setLevel(logging.ERROR)\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# climetlab or cds enable logging.INFO\n", "import logging\n", "\n", "logger = logging.getLogger()\n", "logger.setLevel(logging.ERROR)" ] }, { "cell_type": "markdown", "id": "molecular-chuck", "metadata": {}, "source": [ "## Forecast skill verification\n", "\n", "with {py:class}`.HindcastEnsemble`" ] }, { "cell_type": "code", "execution_count": 12, "id": "ignored-prague", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/aaron.spring/Coding/climpred/climpred/checks.py:233: UserWarning: Did not find dimension \"init\", but renamed dimension time with CF-complying standard_name \"forecast_reference_time\" to init.\n", " warnings.warn(\n", "/Users/aaron.spring/Coding/climpred/climpred/checks.py:233: UserWarning: Did not find dimension \"lead\", but renamed dimension step with CF-complying standard_name \"forecast_period\" to lead.\n", " warnings.warn(\n" ] }, { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 12;\n", " var nbb_unformatted_code = \"alignment = \\\"same_inits\\\"\\nhindcast = climpred.HindcastEnsemble(init.drop_vars(\\\"valid_time\\\")).add_observations(obs)\";\n", " var nbb_formatted_code = \"alignment = \\\"same_inits\\\"\\nhindcast = climpred.HindcastEnsemble(init.drop_vars(\\\"valid_time\\\")).add_observations(obs)\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "alignment = \"same_inits\"\n", "hindcast = climpred.HindcastEnsemble(init.drop_vars(\"valid_time\")).add_observations(obs)" ] }, { "cell_type": "code", "execution_count": 14, "id": "living-bahamas", "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 14;\n", " var nbb_unformatted_code = \"# still experimental, help appreciated https://github.com/pangeo-data/climpred/issues/605\\n# with climpred.set_options(seasonality='month'):\\n# hindcast = hindcast.remove_bias(alignment=alignment, cross_validate=False, how='mean')\";\n", " var nbb_formatted_code = \"# still experimental, help appreciated https://github.com/pangeo-data/climpred/issues/605\\n# with climpred.set_options(seasonality='month'):\\n# hindcast = hindcast.remove_bias(alignment=alignment, cross_validate=False, how='mean')\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# still experimental, help appreciated https://github.com/pangeo-data/climpred/issues/605\n", "# with climpred.set_options(seasonality='month'):\n", "# hindcast = hindcast.remove_bias(alignment=alignment, cross_validate=False, how='mean')" ] }, { "cell_type": "code", "execution_count": null, "id": "conceptual-richmond", "metadata": {}, "outputs": [], "source": [ "skill = hindcast.isel(lead=range(1, 9)).verify(\n", " metric=\"crps\", comparison=\"m2o\", alignment=alignment, dim=[\"init\", \"member\"]\n", ")" ] }, { "cell_type": "code", "execution_count": 16, "id": "colored-luther", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" }, { "data": { "application/javascript": [ "\n", " setTimeout(function() {\n", " var nbb_cell_id = 16;\n", " var nbb_unformatted_code = \"# zooming into north america\\nskill.sel(longitude=slice(200, 320), latitude=slice(70, 15)).t2m.plot(\\n col=\\\"lead\\\", col_wrap=4, robust=True, aspect=2.5\\n)\";\n", " var nbb_formatted_code = \"# zooming into north america\\nskill.sel(longitude=slice(200, 320), latitude=slice(70, 15)).t2m.plot(\\n col=\\\"lead\\\", col_wrap=4, robust=True, aspect=2.5\\n)\";\n", " var nbb_cells = Jupyter.notebook.get_cells();\n", " for (var i = 0; i < nbb_cells.length; ++i) {\n", " if (nbb_cells[i].input_prompt_number == nbb_cell_id) {\n", " if (nbb_cells[i].get_text() == nbb_unformatted_code) {\n", " nbb_cells[i].set_text(nbb_formatted_code);\n", " }\n", " break;\n", " }\n", " }\n", " }, 500);\n", " " ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# zooming into north america\n", "skill.sel(longitude=slice(200, 320), latitude=slice(70, 15)).t2m.plot(\n", " col=\"lead\", col_wrap=4, robust=True, aspect=2.5\n", ")" ] }, { "cell_type": "code", "execution_count": null, "id": "identified-values", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.10" } }, "nbformat": 4, "nbformat_minor": 5 }