diff --git a/docs/background/supported_datasets.rst b/docs/background/supported_datasets.rst index c0086eee..42078f17 100644 --- a/docs/background/supported_datasets.rst +++ b/docs/background/supported_datasets.rst @@ -30,7 +30,7 @@ Surface ^^^^^^^ * `AirNow `_ - * `AERONET `_ (under development) + * `AERONET `_ * `IMPROVE `_ (under development) * `AQS `_ (in MONET, coming soon to MELODIES MONET) * `CRN `_ (in MONET, coming soon to MELODIES MONET) @@ -40,10 +40,15 @@ Surface (in MONET, coming soon to MELODIES MONET) * `ISD `_ (in MONET, coming soon to MELODIES MONET) - + See the `Expand Surface Observations `_ project on GitHub to learn about current and future development. +.. note:: + + The :doc:`/cli` can be used to download and create MELODIES MONET-ready datasets for: + AirNow, AERONET, AQS, and ISD. + Aircraft (under development) ^^^^^^^^^^^^^^^^^^^^^^^^^^^^ diff --git a/docs/cli.rst b/docs/cli.rst index 36828fa6..c39108b0 100644 --- a/docs/cli.rst +++ b/docs/cli.rst @@ -15,6 +15,7 @@ any Python code:: * |run|_ -- run a control file * |get-airnow|_ -- get AirNow data * |get-aeronet|_ -- get AERONET data +* |get-aqs|_ -- get AQS data * |get-ish|_ -- get ISH data * |get-ish-lite|_ -- get ISH-Lite data @@ -27,6 +28,9 @@ any Python code:: .. |get-aeronet| replace:: ``get-aeronet`` .. _get-aeronet: #melodies-monet-get-aeronet +.. |get-aqs| replace:: ``get-aqs`` +.. _get-aqs: #melodies-monet-get-aqs + .. |get-ish| replace:: ``get-ish`` .. _get-ish: #melodies-monet-get-ish diff --git a/examples/jupyter_notebooks/MM-example-mopitt.ipynb b/examples/jupyter_notebooks/MM-example-mopitt.ipynb index 8c5038af..eef8a4ad 100644 --- a/examples/jupyter_notebooks/MM-example-mopitt.ipynb +++ b/examples/jupyter_notebooks/MM-example-mopitt.ipynb @@ -20,7 +20,6 @@ "name": "stdout", "output_type": "stream", "text": [ - "Please install s3fs if retrieving from the Amazon S3 Servers. Otherwise continue with local data\n", "Please install h5netcdf to open files from the Amazon S3 servers.\n" ] } @@ -28,7 +27,7 @@ "source": [ "import sys\n", "sys.path.append('../../')\n", - "import driver" + "from melodies_monet import driver" ] }, { @@ -83,7 +82,9 @@ "source": [ "### Open Obs\n", "\n", - "Load all the data files. Satellites data is usually hdf or netCDF, although sometimes are saved as ascii or other unusual formats. Note the data needs to be already accessible on the system you are working on. Future functionality will include OpenDap. " + "Load all the data files. Satellites data is usually hdf or netCDF, although sometimes are saved as ascii or other unusual formats. Note the data needs to be already accessible on the system you are working on. Future functionality will include OpenDap. \n", + "\n", + "The Monetio MOPITT level 3 reader works on daily and monthly level 3 files because they have the same format." ] }, { @@ -97,9 +98,11 @@ "output_type": "stream", "text": [ "Reading MOPITT\n", - "/glade/work/buchholz/data/MOPITT/MOP03JM-202008-L3V95.9.3.he5\n", - "/glade/work/buchholz/data/MOPITT/MOP03JM-202009-L3V95.9.3.he5\n", - "/glade/work/buchholz/data/MOPITT/MOP03JM-202010-L3V95.9.3.he5\n" + "/ships19/aqda/mbruckner/Mopitt_mm_test/MOP03J-20190715-L3V5.9.3.he5\n", + "/ships19/aqda/mbruckner/Mopitt_mm_test/MOP03J-20190716-L3V5.9.3.he5\n", + "/ships19/aqda/mbruckner/Mopitt_mm_test/MOP03J-20190717-L3V5.9.3.he5\n", + "/ships19/aqda/mbruckner/Mopitt_mm_test/MOP03J-20190718-L3V5.9.3.he5\n", + "/ships19/aqda/mbruckner/Mopitt_mm_test/MOP03J-20190719-L3V5.9.3.he5\n" ] } ], @@ -115,470 +118,121 @@ "We can look at the data we just loaded based on the observation names defined in the yaml dictionary." ] }, + { + "cell_type": "markdown", + "id": "7356a780-7221-4250-b57b-6a251261fb05", + "metadata": {}, + "source": [ + "### Loading the model data\n", + "\n", + "driver will automatically loop through the \"models\" found in the model section of the yaml file and create an instance of the driver.model class for each that includes the label, mapping information, and xarray object as well as the filenames. Note it can open multiple files easily by including hot keys" + ] + }, { "cell_type": "code", "execution_count": 5, - "id": "344c3f8e", + "id": "7ea13104-6108-4b9f-9b78-33f567bbe435", "metadata": {}, "outputs": [ { - "data": { - "text/html": [ - "
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<xarray.Dataset>\n",
-       "Dimensions:  (time: 3, lon: 360, lat: 180)\n",
-       "Coordinates:\n",
-       "  * time     (time) datetime64[ns] 2020-08-01T00:00:11.125999872 ... 2020-10-...\n",
-       "  * lon      (lon) float32 -179.5 -178.5 -177.5 -176.5 ... 177.5 178.5 179.5\n",
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" - ], - "text/plain": [ - "\n", - "Dimensions: (time: 3, lon: 360, lat: 180)\n", - "Coordinates:\n", - " * time (time) datetime64[ns] 2020-08-01T00:00:11.125999872 ... 2020-10-...\n", - " * lon (lon) float32 -179.5 -178.5 -177.5 -176.5 ... 177.5 178.5 179.5\n", - " * lat (lat) float32 -89.5 -88.5 -87.5 -86.5 -85.5 ... 86.5 87.5 88.5 89.5\n", - "Data variables:\n", - " column (time, lon, lat) float32 nan nan nan nan nan ... nan nan nan nan" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" + "name": "stdout", + "output_type": "stream", + "text": [ + "raqms\n", + "/ships19/aqda/mbruckner/monet_plots/mopitt_example_raqms/uwhyb*nc\n", + "changing units for ico\n" + ] } ], "source": [ - "#All the info in the observation class can also be called.\n", - "an.obs['mopitt_l3'].obj\n" + "an.open_models()" ] }, { "cell_type": "markdown", - "id": "81f4e70c-f074-4c6d-a350-9f080042b4cb", + "id": "07b0d4f0-0f35-4d05-ac7f-ce6605a22ddc", "metadata": {}, "source": [ - "### Test plotting\n" + "### Pair the data\n", + "\n", + "Pairing of model data with MOPITT L3 data in Melodies Monet is a bilinear interpolation from the model grid to the MOPITT grid with the xesmf regridding tools. As of now, apply_ak must be set to True in the yaml. Pairing without the averaging kernel is not supported for this dataset at this time.\n", + "\n", + "Pairing also only works when the model data is at the same or higher time resolution than the observation data. Eg, MOPITT is monthly while model is 6H.\n", + "\n", + "MOPITT pairing utility also auto-applies a scaling factor to the paired model columns and observation columns so that the units are $10^{18}$ molec./$cm^{2}$. " ] }, { "cell_type": "code", "execution_count": 6, - "id": "309f3ea5-1aca-4ec3-82ef-c39116fbf3e4", + "id": "3b7fff1f-9103-4265-aa6e-3f84ba38e34f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aggregating model to observation timestep\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/mbruckner/miniconda3/envs/develop_monet/lib/python3.9/site-packages/scipy/interpolate/_interpolate.py:641: RuntimeWarning: invalid value encountered in true_divide\n", + " slope = (y_hi - y_lo) / (x_hi - x_lo)[:, None]\n" + ] + } + ], + "source": [ + "an.pair_data()" + ] + }, + { + "cell_type": "markdown", + "id": "4027cde3-bf3b-4493-aa0c-bf66f6ef3f41", "metadata": {}, - "outputs": [], "source": [ - "import matplotlib.pyplot as plt\n", - "import cartopy.crs as ccrs # For plotting maps\n", - "import cartopy.feature as cfeature # For plotting maps\n", - "from cartopy.util import add_cyclic_point # For plotting maps\n", - "import numpy as np" + "### Generat;e Plots\n", + "\n", + "Generate plots as defined in yaml" ] }, { "cell_type": "code", "execution_count": 7, - "id": "c2d7d39f", - "metadata": {}, + "id": "8097c616-3d4c-4a49-a13f-25008d370d2e", + "metadata": { + "tags": [] + }, "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "using satplots\n", + "-0.8399794070450788 0.8399794070450788\n", + "Warning: ty_scale not specified for column, so default used.\n", + "Reference std: 0.3959782\n" + ] + }, { "data": { - "image/png": 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\n", 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\n", 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\n", + "text/plain": [ + "
" ] }, "metadata": { @@ -588,35 +242,15 @@ } ], "source": [ - "plt.figure(figsize=(20,10))\n", - "\n", - "ax = plt.axes(projection=ccrs.PlateCarree())\n", - "ax.add_feature(cfeature.COASTLINE)\n", - "\n", - "clev = np.arange(0.5*1e18, 3.8*1e18, 0.25*1e18)\n", - "plt.contourf(an.obs['mopitt_l3'].obj.lon,an.obs['mopitt_l3'].obj.lat,an.obs['mopitt_l3'].obj.column[0,:,:].transpose(), clev, cmap='Spectral_r',extend='both')\n", - "\n", - "cbar = plt.colorbar(shrink=0.6)\n", - "cbar.ax.tick_params(labelsize=20) \n", - "\n", - "#plt.show()\n", - "plt.savefig('mopitt_example.png')" + "an.plotting()" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "534e0424-cdbd-4084-96d3-36328521bee0", - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { "kernelspec": { - "display_name": "Python [conda env:miniconda3-monet_py39]", + "display_name": "dev_monet", "language": "python", - "name": "conda-env-miniconda3-monet_py39-py" + "name": "develop_monet" }, "language_info": { "codemirror_mode": { @@ -628,7 +262,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.10" + "version": "3.9.12" } }, "nbformat": 4, diff --git a/examples/yaml/control_mopitt.yaml b/examples/yaml/control_mopitt.yaml index 4f6014e3..a2c6c41a 100644 --- a/examples/yaml/control_mopitt.yaml +++ b/examples/yaml/control_mopitt.yaml @@ -5,19 +5,65 @@ # Seting axis values - If set_axis = True in data_proc section of each plot_grp the yaxis for the plot will be set based on the values specified in the obs section for each variable. If set_axis is set to False, then defaults will be used. 'vmin_plot' and 'vmax_plot' are needed for 'timeseries', 'spatial_overlay', and 'boxplot'. 'vdiff_plot' is needed for 'spatial_bias' plots and'ty_scale' is needed for 'taylor' plots. 'nlevels' or the number of levels used in the contour plot can also optionally be provided for spatial_overlay plot. If set_axis = True and the proper limits are not provided in the obs section, a warning will print, and the plot will be created using the default limits. #------------------------------------------------------------------- analysis: - start_time: '2020-08-01' - end_time: '2020-08-03' - output_dir: /glade/work/buchholz/melodies-monet/output + start_time: '2019-07-15' + end_time: '2019-07-19' + output_dir: /ships19/aqda/mbruckner/Mopitt_mm_test debug: True #------------------------------------------------------------------- -# model: - +model: + raqms: + files: /ships19/aqda/mbruckner/monet_plots/mopitt_example_raqms/uwhyb*nc + mod_type: 'raqms' + apply_ak: True # for satellite comparison, applies averaging kernels/apriori when true. Default to False + variables: #Opt + ico: # specifying to switch units to ppbv + need: True + mapping: #model species name : obs species name + mopitt_l3: + ico: column #The mapping tables need to contain the same species for all models. + plot_kwargs: #Opt + color: 'purple' + marker: '^' + linestyle: 'dotted' #------------------------------------------------------------------- obs: mopitt_l3: # obs label - filename: /glade/work/buchholz/data/MOPITT/MOP03JM-2020* + filename: /ships19/aqda/mbruckner/Mopitt_mm_test/MOP03J-201907*he5 obs_type: sat_grid_clm - variables: null - - + sat_type: mopitt_l3 + variables: + column: + ylabel_plot: '$10^{18} molec/cm^{2}$' +#------------------------------------------------------------------- +plots: + plot_grp3: + type: 'gridded_spatial_bias' #'gridded_spatial_bias' # plot type + fig_kwargs: #For all spatial plots, specify map_kwargs here too. + states: True + figsize: [10, 5] # figure size + text_kwargs: #Opt + fontsize: 16. + domain_type: ['all'] #List of domain types: 'all' or any domain in obs file. (e.g., airnow: epa_region, state_name, siteid, etc.) + domain_name: ['Global'] #List of domain names. If domain_type = all domain_name is used in plot title. + data: ['mopitt_l3_raqms'] # make this a list of pairs in obs_model where the obs is the obs label and model is the model_label + data_proc: + rem_obs_nan: True # True: Remove all points where model or obs variable is NaN. False: Remove only points where model variable is NaN. + set_axis: True #If select True, add vdiff_plot for each variable in obs. + + + plot_grp2: + type: 'taylor' # plot type + fig_kwargs: #Opt to define figure options + figsize: [8,8] # figure size if multiple plots + default_plot_kwargs: # Opt to define defaults for all plots. Model kwargs overwrite these. + linewidth: 2.0 + markersize: 10. + text_kwargs: #Opt + fontsize: 16. + domain_type: ['all'] #List of domain types: 'all' or any domain in obs file. (e.g., airnow: epa_region, state_name, siteid, etc.) + domain_name: ['Global'] # of domain names. If domain_type = all domain_name is used in plot title. + data: ['mopitt_l3_raqms'] # make this a list of pairs in obs_model where the obs is the obs label and model is the model_label + data_proc: + rem_obs_nan: True # True: Remove all points where model or obs variable is NaN. False: Remove only points where model variable is NaN. + set_axis: True #If select True, add ty_scale for each variable in obs. \ No newline at end of file diff --git a/examples/yaml/control_omps_nm-raqms.yaml b/examples/yaml/control_omps_nm-raqms.yaml index f772460b..c0a13c70 100644 --- a/examples/yaml/control_omps_nm-raqms.yaml +++ b/examples/yaml/control_omps_nm-raqms.yaml @@ -12,7 +12,7 @@ analysis: read: paired: method: 'netcdf' - filenames: {'omps_nm_raqms':['firex_omps_201908*_20190*_omps_nm_raqms.nc4']} + filenames: {'omps_nm_raqms':['firex_omps_*_omps_nm_raqms.nc4']} model: raqms: # model label files: /ships19/aqda/mbruckner/MELODIES-MONET-1/examples/jupyter_notebooks/raqms-files.txt @@ -27,33 +27,35 @@ model: o3vmr: ozone_column #The mapping tables need to contain the same species for all models. plot_kwargs: #Opt color: 'purple' - marker: '+' + marker: '^' linestyle: 'dotted' obs: omps_nm: # obs label filename: /ships19/aqda/mbruckner/OMPS-NPP/O3-daily/2019/nadir_mapper/OMPS-NPP_NMTO3-L2_v2.1_2019m08*t*.h5 obs_type: sat_swath_clm + sat_type: omps_nm variables: #Opt - + ozone_column: + ylabel_plot: 'DU' plots: - plot_grp1: - type: 'timeseries' # plot type - fig_kwargs: #Opt to define figure options - figsize: [12,6] # figure size if multiple plots - default_plot_kwargs: # Opt to define defaults for all plots. Model kwargs overwrite these. - linewidth: 2.0 - markersize: 10. - text_kwargs: #Opt - fontsize: 18. - domain_type: ['all'] #List of domain types: 'all' or any domain in obs file. (e.g., airnow: epa_region, state_name, siteid, etc.) - domain_name: ['Global'] #List of domain names. If domain_type = all domain_name is used in plot title. - data: ['omps_nm_raqms'] # make this a list of pairs in obs_model where the obs is the obs label and model is the model_label - data_proc: - rem_obs_nan: True # True: Remove all points where model or obs variable is NaN. False: Remove only points where model variable is NaN. - ts_select_time: 'time' #Time used for avg and plotting: Options: 'time' for UTC or 'time_local' - ts_avg_window: 'min' # Options: None for no averaging or list pandas resample rule (e.g., 'H', 'D') - set_axis: False #If select True, add vmin_plot and vmax_plot for each variable in obs. +# plot_grp1: +# type: 'timeseries' # plot type +# fig_kwargs: #Opt to define figure options +# figsize: [12,6] # figure size if multiple plots +# default_plot_kwargs: # Opt to define defaults for all plots. Model kwargs overwrite these. +# linewidth: 2.0 +# markersize: 10. +# text_kwargs: #Opt +# fontsize: 18. +# domain_type: ['all'] #List of domain types: 'all' or any domain in obs file. (e.g., airnow: epa_region, state_name, siteid, etc.) +# domain_name: ['Global'] #List of domain names. If domain_type = all domain_name is used in plot title. +# data: ['omps_nm_raqms_grid'] # make this a list of pairs in obs_model where the obs is the obs label and model is the model_label +# data_proc: +# rem_obs_nan: True # True: Remove all points where model or obs variable is NaN. False: Remove only points where model variable is NaN. +# ts_select_time: 'time' #Time used for avg and plotting: Options: 'time' for UTC or 'time_local' +# ts_avg_window: 'min' # Options: None for no averaging or list pandas resample rule (e.g., 'H', 'D') +# set_axis: False #If select True, add vmin_plot and vmax_plot for each variable in obs. plot_grp2: type: 'taylor' # plot type fig_kwargs: #Opt to define figure options @@ -76,10 +78,9 @@ plots: figsize: [10, 5] # figure size text_kwargs: #Opt fontsize: 16. - #label: '$\\Delta$ DU' domain_type: ['all'] #List of domain types: 'all' or any domain in obs file. (e.g., airnow: epa_region, state_name, siteid, etc.) domain_name: ['Global'] #List of domain names. If domain_type = all domain_name is used in plot title. data: ['omps_nm_raqms'] # make this a list of pairs in obs_model where the obs is the obs label and model is the model_label data_proc: rem_obs_nan: True # True: Remove all points where model or obs variable is NaN. False: Remove only points where model variable is NaN. - set_axis: True #If select True, add vdiff_plot for each variable in obs. \ No newline at end of file + set_axis: True #If select True, add vdiff_plot for each variable in obs. diff --git a/melodies_monet/_cli.py b/melodies_monet/_cli.py index b4f49904..11244f77 100644 --- a/melodies_monet/_cli.py +++ b/melodies_monet/_cli.py @@ -7,6 +7,7 @@ import time from contextlib import contextmanager from pathlib import Path +from typing import List try: import typer @@ -914,6 +915,250 @@ def get_utc_offset(*, lat, lon): ds.to_netcdf(dst / out_name) +@app.command() +def get_aqs( + start_date: str = typer.Option(..., "-s", "--start-date", help=f"Start date. {_DATE_FMT_NOTE}"), + end_date: str = typer.Option(..., "-e", "--end-date", help=f"End date. {_DATE_FMT_NOTE} {_DATE_END_NOTE}"), + daily: bool = typer.Option(False, help=( + "Whether to retrieve the daily averaged data product. " + "By default, the hourly data is fetched." + ) + ), + param: List[str] = typer.Option(["O3", "PM2.5", "PM10"], "-p", "--params", help=( + "Parameter groups. " + "Use '-p' more than once to get multiple groups. " + "Other examples: 'SPEC' (speciated PM2.5), 'PM10SPEC' (speciated PM10), " + "'VOC', 'NONOxNOy', 'SO2', 'NO2', 'CO', 'PM2.5_FRM'." + ) + ), + # TODO: add network selection option once working in monetio + out_name: str = typer.Option(None, "-o", + help=( + "Output file name (or full/relative path). " + "By default the name is generated like 'AQS__.nc'." + ) + ), + dst: Path = typer.Option(".", "-d", "--dst", help=( + "Destination directory (to control output location " + "if using default output file name)." + ) + ), + compress: bool = typer.Option(True, help=( + "If true, pack float to int and apply compression using zlib with complevel 7. " + "This can take time if the dataset is large, but can lead to " + "significant space savings." + ) + ), + num_workers: int = typer.Option(1, "-n", "--num-workers", help="Number of download workers."), + verbose: bool = typer.Option(False), + debug: bool = typer.Option( + False, "--debug/", help="Print more messages (including full tracebacks)." + ), +): + """Download EPA AQS data using monetio and reformat for MM usage. + + These are archived data, stored in per-year per-parameter-group files, described at + https://aqs.epa.gov/aqsweb/airdata/download_files.html + + Recent-past data are generally not available from this source. + """ + import warnings + + import monetio as mio + import pandas as pd + + from .util.write_util import write_ncf + + global DEBUG + + DEBUG = debug + + if verbose: + from dask.diagnostics import ProgressBar + + ProgressBar().register() + + typer.echo(HEADER) + + start_date = pd.Timestamp(start_date) + end_date = pd.Timestamp(end_date) + dates = pd.date_range(start_date, end_date, freq="H" if not daily else "D") + if verbose: + print("Dates:") + print(dates) + print("Params:") + print(param) + + # Set destination and file name + fmt = r"%Y%m%d" + if out_name is None: + out_name = f"AQS_{start_date:{fmt}}_{end_date:{fmt}}.nc" + else: + p = Path(out_name) + if p.name == out_name: + # `out_name` is just the file name + out_name = p.name + else: + # `out_name` has path + if dst != Path("."): + typer.echo(f"warning: overriding `dst` setting {dst.as_posix()!r} with `out_name` {p.as_posix()!r}") + dst = p.parent + out_name = p.name + + with _timer("Fetching data with monetio"): + with warnings.catch_warnings(): + warnings.filterwarnings( + "ignore", + message="The (error|warn)_bad_lines argument has been deprecated" + ) + try: + df = mio.aqs.add_data( + dates, + param=param, + daily=daily, + network=None, + download=False, + local=False, + wide_fmt=True, # column for each variable + n_procs=num_workers, + meta=False, # TODO: enable or add option once monetio fixes released + ) + except KeyError as e: + if daily and str(e) == "'time'": + typer.echo("Note that the daily option currently requires monetio >0.2.5") + raise + + if not daily: + with _timer("Fetching site metadata"): + # Need UTC offset in order to compute local time + # But currently the `meta=True` option doesn't work + meta0 = pd.read_csv( + "https://aqs.epa.gov/aqsweb/airdata/aqs_sites.zip", + encoding="ISO-8859-1", + usecols=[0, 1, 2, 17], + dtype=str, + ) + meta = ( + meta0.copy() + .assign( + siteid=meta0["State Code"] + meta0["County Code"] + meta0["Site Number"], + utcoffset=meta0["GMT Offset"].astype(int), + ) + .drop( + columns=["State Code", "County Code", "Site Number", "GMT Offset"], + ) + ) + + with _timer("Forming xarray Dataset"): + # Select requested time period (older monetio doesn't do this) + df = df[df.time.between(dates[0], dates[-1], inclusive="both")] + + df = df.dropna(subset=["latitude", "longitude"]) + + # Variables associated with a measurement, + # currently not properly useful in the wide format. + if daily: + v_vns = [ + "parameter_code", + "poc", + "parameter_name", + "sample_duration", + "pollutant_standard", + "event_type", + "observation_count", + "observation_percent", + "1st_max_value", + "1st_max_hour", + "aqi", + "method_code", + "method_name", + ] + else: + v_vns = [ + "parameter_code", + "poc", # parameter occurrence code + "parameter_name", + "mdl", # method detection limit + "uncertainty", + "method_type", + "method_code", + "method_name", + ] + df = df.drop(columns=v_vns).drop_duplicates() + # TODO: may be better to get long fmt and drop these first and then pivot + # TODO: option to average duplicate measurements at same site instead of keeping first? + if "datum" in df: + df = df.drop(columns=["datum"]) + + site_vns = [ + "siteid", + "state_code", + "county_code", + "site_num", + "latitude", + "longitude", + ] + if daily: + site_vns.extend(["local_site_name", "address", "city_name", "msa_name"]) + # NOTE: time_local not included since it varies in time as well + if not daily: + df = df.merge(meta, on="siteid", how="left") + site_vns.append("utcoffset") + + ds_site = ( + df[site_vns] + .groupby("siteid") + .first() + .to_xarray() + .swap_dims(siteid="x") + ) + + # Extract units info so we can add as attrs + unit_suff = "_unit" + unit_cols = [n for n in df.columns if n.endswith(unit_suff)] + assert (df[unit_cols].nunique() == 1).all() + units = df[unit_cols][~df[unit_cols].isnull()].iloc[0].to_dict() + + cols = [n for n in df.columns if not n.endswith(unit_suff)] + ds = ( + df[cols] + .drop(columns=[vn for vn in site_vns if vn != "siteid"]) + .drop_duplicates(["time", "siteid"], keep="first") + .set_index(["time", "siteid"]) + .to_xarray() + .swap_dims(siteid="x") + .merge(ds_site) + .set_coords(["latitude", "longitude"]) + .assign(x=range(ds_site.dims["x"])) + ) + + # Add units + for k, u in units.items(): + vn = k[:-len(unit_suff)] + ds[vn].attrs.update(units=u) + + # Fill in local time array + # (in the df, not all sites have rows for all times, so we have NaTs at this point) + if not daily: + ds["time_local"] = ds.time + ds.utcoffset.astype("timedelta64[h]") + + # Expand + ds = ( + ds + .expand_dims("y") + .transpose("time", "y", "x") + ) + + # Can't have `/` in variable name for netCDF + to_rename = [vn for vn in ds.data_vars if "/" in vn] + ds = ds.rename_vars({vn: vn.replace("/", "_") for vn in to_rename}) + + with _timer("Writing netCDF file"): + if compress: + write_ncf(ds, dst / out_name, verbose=verbose) + else: + ds.to_netcdf(dst / out_name) + cli = app diff --git a/melodies_monet/driver.py b/melodies_monet/driver.py index ba953338..c8850ac3 100644 --- a/melodies_monet/driver.py +++ b/melodies_monet/driver.py @@ -260,7 +260,7 @@ def open_sat_obs(self,time_interval=None): try: if self.sat_type == 'omps_l3': print('Reading OMPS L3') - self.obj = mio.sat._omps_l3_mm.read_OMPS_l3(self.file) + self.obj = mio.sat._omps_l3_mm.open_dataset(self.file) elif self.sat_type == 'omps_nm': print('Reading OMPS_NM') if time_interval is not None: @@ -279,7 +279,8 @@ def open_sat_obs(self,time_interval=None): elif self.sat_type == 'mopitt_l3': print('Reading MOPITT') - self.obj = mio.sat._mopitt_l3_mm.read_mopittdataset(self.file, 'column') + self.obj = mio.sat._mopitt_l3_mm.open_dataset(self.file, ['column','pressure_surf','apriori_col', + 'apriori_surf','apriori_prof','ak_col']) elif self.sat_type == 'modis_l2': from monetio import modis_l2 print('Reading MODIS L2') @@ -453,7 +454,7 @@ def glob_files(self): self.files = [tutorial.fetch_example(example_id)] else: self.files = sort(glob(self.file_str)) - + # add option to read list of files from text file _, extension = os.path.splitext(self.file_str) if extension.lower() == '.txt': @@ -553,7 +554,7 @@ def open_model_files(self, time_interval=None, control_dict=None): self.mod_kwargs.update({'scrip_file' : self.scrip_file}) self.obj = mio.models._cesm_se_mm.open_mfdataset(self.files,**self.mod_kwargs) #self.obj, self.obj_scrip = read_cesm_se.open_mfdataset(self.files,**self.mod_kwargs) - #self.obj.monet.scrip = self.obj_scrip + #self.obj.monet.scrip = self.obj_scrip elif 'raqms' in self.model.lower(): if len(self.files) > 1: self.obj = mio.raqms.open_mfdataset(self.files,**self.mod_kwargs) @@ -1026,6 +1027,7 @@ def pair_data(self, time_interval=None): print('After pairing: ', paired_data) # this outputs as a pandas dataframe. Convert this to xarray obj p = pair() + print('saving pair') p.obs = obs.label p.model = mod.label p.model_vars = keys @@ -1115,13 +1117,15 @@ def pair_data(self, time_interval=None): # if sat_swath_clm (satellite l2 column products) elif obs.obs_type.lower() == 'sat_swath_clm': - if obs.label == 'omps_nm': + if obs.sat_type == 'omps_nm': from .util import satellite_utilities as sutil - #necessary observation index things - #the along track coordinate dim sometimes needs to be time and other times an unassigned 'x' - obs.obj = obs.obj.swap_dims({'time':'x'}) + # necessary observation index things + ## the along track coordinate dim sometimes needs to be time and other times an unassigned 'x' + if 'time' in obs.obj.dims: + obs.obj = obs.obj.sel(time=slice(self.start_time,self.end_time)) + obs.obj = obs.obj.swap_dims({'time':'x'}) if mod.apply_ak == True: model_obj = mod.obj[keys+['pres_pa_mid','surfpres_pa']] @@ -1173,23 +1177,48 @@ def pair_data(self, time_interval=None): # if sat_grid_clm (satellite l3 column products) elif obs.obs_type.lower() == 'sat_grid_clm': - if obs.label == 'omps_l3': + if len(keys) > 1: + print('Caution: More than 1 variable is included in mapping keys.') + print('Pairing code is calculating a column for {}'.format(keys[0])) + if obs.sat_type == 'omps_l3': from .util import satellite_utilities as sutil # trim obs array to only data within analysis window - obs_dat = obs.obj.sel(time=slice(self.start_time.date(),self.end_time.date())).copy() - model_obsgrid = sutil.omps_l3_daily_o3_pairing(mod.obj,obs_dat,'o3vmr') - # combine model and observations into paired dataset - obs_dat['o3vmr'] = (['time','x','y'],model_obsgrid.sel(time=slice(self.start_time.date(),self.end_time.date())).data) + obs_dat = obs.obj.sel(time=slice(self.start_time.date(),self.end_time.date()))#.copy() + mod_dat = mod.obj.sel(time=slice(self.start_time.date(),self.end_time.date())) + paired_obsgrid = sutil.omps_l3_daily_o3_pairing(mod_dat,obs_dat,keys[0]) + p = pair() p.type = obs.obs_type p.obs = obs.label p.model = mod.label p.model_vars = keys p.obs_vars = obs_vars - p.obj = obs_dat + p.obj = paired_obsgrid label = '{}_{}'.format(p.obs,p.model) self.paired[label] = p + elif obs.sat_type == 'mopitt_l3': + from .util import satellite_utilities as sutil + if mod.apply_ak: + model_obj = mod.obj[keys+['pres_pa_mid']] + # trim to only data within analysis window, as averaging kernels can't be applied outside it + obs_dat = obs.obj.sel(time=slice(self.start_time.date(),self.end_time.date()))#.copy() + model_obj = model_obj.sel(time=slice(self.start_time.date(),self.end_time.date()))#.copy() + # interpolate model to observation, calculate column with averaging kernels applied + paired = sutil.mopitt_l3_pairing(model_obj,obs_dat,keys[0]) + p = pair() + p.type = obs.obs_type + p.obs = obs.label + p.model = mod.label + p.model_vars = keys + p.model_vars[0] += '_column_model' + p.obs_vars = obs_vars + p.obj = paired + label ='{}_{}'.format(p.obs,p.model) + self.paired[label] = p + else: + print("Pairing without averaging kernel has not been enabled for this dataset") + def concat_pairs(self): """Read and concatenate all observation and model time interval pair data, populating the :attr:`paired` dict. @@ -1199,7 +1228,7 @@ def concat_pairs(self): None """ pass - + ### TODO: Create the plotting driver (most complicated one) # def plotting(self): def plotting(self): @@ -1224,7 +1253,6 @@ def plotting(self): from .plots import satplots as splots,savefig else: from .plots import surfplots as splots, savefig - from .plots import aircraftplots as airplots # Disable figure count warning initial_max_fig = plt.rcParams["figure.max_open_warning"] @@ -1299,9 +1327,10 @@ def plotting(self): pairdf_all = p.obj.swap_dims({'x':'time'}) # squash lat/lon dimensions into single dimension - elif obs_type == 'sat_grid_clm': - pairdf_all = p.obj.stack(ll=['x','y']) - pairdf_all = pairdf_all.rename_dims({'ll':'y'}) + ## 2024-03 MEB rechecking necessity of this. + #elif obs_type == 'sat_grid_clm': + # pairdf_all = p.obj.stack(ll=['x','y']) + # pairdf_all = pairdf_all.rename_dims({'ll':'y'}) else: pairdf_all = p.obj # Select only the analysis time window. @@ -1497,14 +1526,11 @@ def plotting(self): vmin = None vmax = None # Select time to use as index. - - # for pt_sfc, pairdf has been converted to dataframe, not for sat types. M.Li - if obs_type == 'pt_sfc': - pairdf = pairdf.set_index(grp_dict['data_proc']['ts_select_time']) - else: - pass - # Specify ts_avg_window if noted in yaml file. + # 2024-03-01 MEB needs to only apply if pandas. fails for xarray + if isinstance(pairdf,pd.core.frame.DataFrame): + pairdf = pairdf.set_index(grp_dict['data_proc']['ts_select_time']) + # Specify ts_avg_window if noted in yaml file. #qzr++ if 'ts_avg_window' in grp_dict['data_proc'].keys(): a_w = grp_dict['data_proc']['ts_avg_window'] diff --git a/melodies_monet/plots/satplots.py b/melodies_monet/plots/satplots.py index 7c798e9c..8b407df9 100644 --- a/melodies_monet/plots/satplots.py +++ b/melodies_monet/plots/satplots.py @@ -679,8 +679,10 @@ def make_spatial_bias_gridded(df, column_o=None, label_o=None, column_m=None, domain_type=None, domain_name=None, fig_dict=None, text_dict=None,debug=False): - """Creates difference plot for satellite and model data. Needs to be altered for cases where more than 1 overpass for a location, - eg. more than 1 day of data.""" + """Creates difference plot for satellite and model data. + For data in swath format, overplots all differences + For data on regular grid, mean difference. + """ if debug == False: plt.ioff() @@ -702,9 +704,11 @@ def make_spatial_bias_gridded(df, column_o=None, label_o=None, column_m=None, ylabel = column_o #Take the difference for the model output - the sat output - #diff_mod_min_obs = (df[column_o] - df[column_m]).squeeze() - # revised to model-obs, M.Li + diff_mod_min_obs = (df[column_m] - df[column_o]).squeeze() + #Take mean over time, + if len(diff_mod_min_obs.dims) == 3: + diff_mod_min_obs = diff_mod_min_obs.mean('time') #Determine the domain if domain_type == 'all' and domain_name == 'CONUS': @@ -751,10 +755,7 @@ def make_spatial_bias_gridded(df, column_o=None, label_o=None, column_m=None, c = ax.axes.scatter(df.longitude,df.latitude,c=diff_mod_min_obs,cmap=cmap,s=2,norm=norm) plt.gcf().canvas.draw() plt.tight_layout(pad=0) - # revised to model - obs, M.Li - #plt.title(title_add + label_o + ' - ' + label_m,fontweight='bold',**text_kwargs) plt.title(title_add + label_m + ' - ' + label_o,fontweight='bold',**text_kwargs) - ax.axes.set_extent(map_kwargs['extent'],crs=ccrs.PlateCarree()) #Uncomment these lines if you update above just to verify colorbars are identical. @@ -772,7 +773,7 @@ def make_spatial_bias_gridded(df, column_o=None, label_o=None, column_m=None, position_m = model_ax.get_position() position_c = cax.get_position() cax.set_position([position_c.x0, position_m.y0, position_c.x1 - position_c.x0, (position_m.y1-position_m.y0)*1.1]) - cax.set_ylabel(ylabel,fontweight='bold',**text_kwargs) + cax.set_ylabel('$\Delta$'+ylabel,fontweight='bold',**text_kwargs) cax.tick_params(labelsize=text_kwargs['fontsize']*0.8,length=10.0,width=2.0,grid_linewidth=2.0) #plt.tight_layout(pad=0) diff --git a/melodies_monet/plots/surfplots.py b/melodies_monet/plots/surfplots.py index 9f8abd08..73c7826c 100755 --- a/melodies_monet/plots/surfplots.py +++ b/melodies_monet/plots/surfplots.py @@ -317,7 +317,6 @@ def make_spatial_bias(df, df_reg=None, column_o=None, label_o=None, column_m=Non # set ylabel to column if not specified. if ylabel is None: ylabel = column_o - if ptile is None: ylabel = 'Mean '+ylabel else: @@ -347,8 +346,8 @@ def make_spatial_bias(df, df_reg=None, column_o=None, label_o=None, column_m=Non ax = monet.plots.sp_scatter_bias( df_mean, col1=column_o, col2=column_m, map_kwargs=map_kwargs,val_max=vdiff, cmap="OrangeBlue", edgecolor='k',linewidth=.8) - - if domain_type == 'all': + + if domain_type == 'all' and domain_name == 'CONUS': latmin= 25.0 lonmin=-130.0 latmax= 50.0 @@ -363,7 +362,7 @@ def make_spatial_bias(df, df_reg=None, column_o=None, label_o=None, column_m=Non latmax= math.ceil(max(df.latitude)) lonmax= math.ceil(max(df.longitude)) plt.title(domain_name + ': ' + label_m + ' - ' + label_o,fontweight='bold',**text_kwargs) - + if 'extent' not in map_kwargs: map_kwargs['extent'] = [lonmin,lonmax,latmin,latmax] ax.axes.set_extent(map_kwargs['extent'],crs=ccrs.PlateCarree()) diff --git a/melodies_monet/tests/test_get_data_cli.py b/melodies_monet/tests/test_get_data_cli.py index 515e7e9c..a61289d5 100644 --- a/melodies_monet/tests/test_get_data_cli.py +++ b/melodies_monet/tests/test_get_data_cli.py @@ -114,3 +114,44 @@ def test_get_ish_box(tmp_path): assert ds.time.size == 24 assert np.unique(ds.state) == ["CO"] + + +def test_get_aqs_daily(tmp_path): + fn = "x.nc" + cmd = [ + "melodies-monet", "get-aqs", + "-s", "2019-08-01", "-e", "2019-08-02", + "-p", "O3", + "--daily", + "--dst", tmp_path.as_posix(), "-o", fn, + ] + subprocess.run(cmd, check=True) + + ds = xr.open_dataset(tmp_path / fn) + + assert ds.time.size == 2, "two days" + assert { + v + for v in ds.data_vars + if ds[v].dims == ("time", "y", "x") + } == {"OZONE"} + + +def test_get_aqs_hourly(tmp_path): + fn = "x.nc" + cmd = [ + "melodies-monet", "get-aqs", + "-s", "1980-08-01", "-e", "1980-08-01 23:00", + "-p", "O3", + "--dst", tmp_path.as_posix(), "-o", fn, + ] + subprocess.run(cmd, check=True) + + ds = xr.open_dataset(tmp_path / fn) + + assert ds.time.size == 24, "one day" + assert { + v + for v in ds.data_vars + if ds[v].dims == ("time", "y", "x") + } == {"OZONE", "time_local"} diff --git a/melodies_monet/util/grid_util.py b/melodies_monet/util/grid_util.py index a1ec4455..af1ffd1e 100644 --- a/melodies_monet/util/grid_util.py +++ b/melodies_monet/util/grid_util.py @@ -146,3 +146,31 @@ def normalize_data_grid(count_grid, data_grid): data_grid[count_grid == 0] = np.nan data_grid[count_grid > 0] /= count_grid[count_grid > 0] +def generate_uniform_grid(paired_dims,start,end,obstime,ntime,nlat,nlon): + import pandas as pd + #import xarray as xr + + start_timestamp = pd.to_datetime(start).timestamp() + end_timestamp = pd.to_datetime(end).timestamp() + time_stamps = [float(t.timestamp()) for t in obstime] + time_stamps = np.array(time_stamps)[:,None]*np.ones((paired_dims['time'],paired_dims['y'])) + + ntime = ntime + nlat = nlat + nlon = nlon + lon0 = -180 + + # generate uniform grid + time_edges = np.linspace(start_timestamp, end_timestamp, ntime+1, endpoint=True, dtype=float) + time_grid = 0.5 * (time_edges[0:ntime] + time_edges[1:ntime+1]) + lat_edges = np.linspace(-90, 90, nlat+1, endpoint=True, dtype=float) + lat_grid = 0.5 * (lat_edges[0:nlat] + lat_edges[1:nlat+1]) + lat_min, lat_max = lat_edges[0:nlat], lat_edges[1:nlat+1] + lon_edges = np.linspace(lon0, lon0 + 360, nlon+1, endpoint=True, dtype=float) + lon_grid = 0.5 * (lon_edges[0:nlon] + lon_edges[1:nlon+1]) + + grid = {'longitude':lon_grid, + 'latitude':lat_grid, + 'time':time_grid} + edges = {'time_edges':time_edges,'lon_edges':lon_edges,'lat_edges':lat_edges} + return grid,edges,time_stamps \ No newline at end of file diff --git a/melodies_monet/util/satellite_utilities.py b/melodies_monet/util/satellite_utilities.py index b47dcfa8..498ed19c 100644 --- a/melodies_monet/util/satellite_utilities.py +++ b/melodies_monet/util/satellite_utilities.py @@ -6,11 +6,126 @@ import numpy as np from datetime import datetime,timedelta +def vertical_regrid(input_press, input_values, output_press): + ''' + This function uses interp1d to regrid vertical layers in a 3D array + + Function requires: + input_press = input pressure levels in hPa and same dimensions as input_values (lon, lat, alt) + input_values = Dataarray of input values to be regridded (lon, lat, alt) + output_press = output pressure levels in hPa, dimensions are the same as input values, except for the altitude (lon, lat, newalt) + + Function Returns: + regrid_array = the data regridded to the new pressure levels + + ''' + from scipy import interpolate + + out_array = np.full_like(output_press,np.nan) + for y in range (input_press.shape[0]): + # Longitude values + for x in range (input_press.shape[1]): + xx = input_press[y,x,:] + yy = input_values[y,x,:] + xnew = output_press[y,x,:] + f = interpolate.interp1d(xx, yy, fill_value="extrapolate") + + out_array[y,x,:] = f(xnew) + return out_array + +def check_timestep(model_data,obs_data): + ''' When pairing to level 3 data, model data may need to be aggregated to observation timestep. + This function checks if the model data and observation data have the same timestep. Model data + is aggregated to observation timestep. Assumes level 3 data has a monthly or daily timestep and + that the model data is higher frequency or same frequency. + ''' + import xarray as xr + import pandas as pd + + # check if l3 is daily + timestep = xr.infer_freq(obs_data.time.dt.round('D')) + # if not daily, check if l3 is monthly + if timestep != 'D': + timestep = xr.infer_freq(pd.to_datetime(obs_data.time.dtstrftime('%Y-%m'))) + if timestep == 'D' or timestep == 'MS': + print('Aggregating model to observation timestep') + return model_data.resample(time=timestep).mean() + else: + print('Timestep check and model resample failed') + raise + +def mopitt_l3_pairing(model_data,obs_data,co_ppbv_varname): + ''' Calculate model CO column, with MOPITT averaging kernel applied. + ''' + import xarray as xr + try: + import xesmf as xe + except ImportError as e: + print('satellite_utilities: xesmf module not found') + raise + + # Aggregate time-step, if needed + ## Check if same number of timesteps: + if obs_data.time.size == model_data.time.size: + model_obstime = model_data + elif obs_data.time.size < model_data.time.size and obs_data.time.size >2: + model_obstime = check_timestep(model_data,obs_data) + elif obs_data.time.size < model_data.time.size and obs_data.time.size < 3: + print('Model data and obs data timesteps do not match, and there are not enough observation timesteps to infer the spacing from.') + raise + elif obs_data.time.size > mod_data.time.size: + print('Observation data appears to be a finer time resolution than model data') + raise + # initialize regridder for horizontal interpolation + # from model grid to MOPITT grid + grid_adjust = xe.Regridder(model_obstime[['latitude','longitude']],obs_data[['lat','lon']],'bilinear') + co_model_regrid = grid_adjust(model_obstime[co_ppbv_varname]) + pressure_model_regrid = grid_adjust(model_obstime['pres_pa_mid']/100.) + + # enforce dimension order as (time,lat,lon,z) + co_model_regrid = co_model_regrid.transpose('time','lon','lat','z') + pressure_model_regrid = pressure_model_regrid.transpose('time','lon','lat','z') + + # vertical regrid of model to satellite + co_regrid = xr.full_like(obs_data['pressure'], np.nan) + # MEB: loop over time outside of regrid lowers memory usage + for t in range(obs_data.time.size): + co_regrid[t] = vertical_regrid(pressure_model_regrid[t].values, co_model_regrid[t].values, obs_data['pressure'][t].values) + + # apply AK + ## log apriori and model data + log_ap = np.log10(obs_data['apriori_prof']) + log_mod = np.log10(co_regrid) + diff_arr = log_mod-log_ap + ## smooth/apply ak + smoothed = obs_data['apriori_col'] + (obs_data['ak_col']*diff_arr).sum(dim='alt') + + # Add variable name to smoothed model dataarray, combine with obs_data + smoothed = smoothed.rename(co_ppbv_varname+'_column_model') + ds = xr.merge([smoothed,obs_data.copy(deep=True)]) + + # Apply scaling to drop scientific notation (x10^{18} molec/cm2 instead of molec/cm2) + ## Taylor plot doesn't work if don't do this. + ds[co_ppbv_varname+'_column_model'] /= 1e18 + ds[co_ppbv_varname+"_column_model"] = ds[co_ppbv_varname+'_column_model'].assign_attrs(units='$10^{18} molec./cm^{2}$') + ds['column'] /= 1e18 + ds["column"] = ds['column'].assign_attrs(units='$10^{18} molec./cm^{2}$') + + # rename dims from lon/lat to x/y for consistency with other datasets + ds = ds.rename_dims({'lat':'x','lon':'y'}) + # Makde lat/lon coordinates 2d + lat_2d,lon_2d = np.meshgrid(ds.lat,ds.lon) + ds['latitude'] = (['y','x'],lat_2d) + ds['longitude'] = (['y','x'],lon_2d) + ds = ds.reset_coords().set_coords(['latitude','longitude','time','alt']) + return ds + def omps_l3_daily_o3_pairing(model_data,obs_data,ozone_ppbv_varname): '''Calculate model ozone column from model ozone profile in ppbv. Move data from model grid to 1x1 degree OMPS L3 data grid. Following data grid matching, take daily mean for model data. ''' try: + import xarray as xr import xesmf as xe except ImportError as e: print('satellite_utilities: xesmf module not found') @@ -25,11 +140,12 @@ def omps_l3_daily_o3_pairing(model_data,obs_data,ozone_ppbv_varname): grid_adjust = xe.Regridder(model_data[['latitude','longitude']],obs_data[['latitude','longitude']],'bilinear') mod_col_obsgrid = grid_adjust(column) # Aggregate time-step to daily means - daily_mean = mod_col_obsgrid.groupby('time.date').mean() + daily_mean = mod_col_obsgrid.groupby('time.date').mean().compute() # change dimension name for date to time daily_mean = daily_mean.rename({'date':'time'}) - return daily_mean + daily_mean = daily_mean.rename(ozone_ppbv_varname) + return xr.merge([daily_mean,obs_data]) def space_and_time_pairing(model_data,obs_data,pair_variables): '''Bilinear spatial and temporal satellite pairing code.