diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml new file mode 100644 index 0000000..6c1374e --- /dev/null +++ b/.github/workflows/python-package.yml @@ -0,0 +1,47 @@ +# This workflow will install Python dependencies, run tests and lint with a variety of Python versions +# For more information see: https://docs.github.com/en/actions/automating-builds-and-tests/building-and-testing-python + +name: Run pytests + +on: + push: + branches: [ "master" ] + pull_request: + branches: [ "master" ] + +jobs: + test: + + runs-on: ubuntu-latest + strategy: + fail-fast: false + matrix: + python-version: ["3.9", "3.10", "3.11", "3.12", "3.13"] + steps: + - uses: actions/checkout@v4 + - name: Set up Python ${{ matrix.python-version }} + uses: actions/setup-python@v5 + with: + python-version: ${{ matrix.python-version }} + - name: Install environment with micromamba + uses: mamba-org/setup-micromamba@v1 + with: + environment-file: tests/test-env.yml + create-args: python=${{ matrix.python-version }} + init-shell: bash + - name: Test with pytest + run: | + eval "$(micromamba shell hook --shell bash)" + micromamba activate pyxlma-tests + coverage run --source=pyxlma -m pytest --mpl --mpl-baseline-path=tests/truth/images/ --mpl-generate-summary=html,json --mpl-results-path=tests/mpl-results/ tests/ + coverage xml + - name: Upload coverage reports to Codecov + uses: codecov/codecov-action@v4 + env: + CODECOV_TOKEN: ${{ secrets.CODECOV_TOKEN }} + - name: Upload matplotlib test results + if: always() + uses: actions/upload-artifact@v4 + with: + name: matplotlib-results-${{ matrix.python-version }} + path: tests/mpl-results/ diff --git a/.gitignore b/.gitignore index ba097bc..39667ac 100644 --- a/.gitignore +++ b/.gitignore @@ -50,6 +50,7 @@ coverage.xml *.cover .hypothesis/ .pytest_cache/ +tests/mpl-results/ # Translations *.mo diff --git a/README.md b/README.md index 1ec896c..e03ddf7 100644 --- a/README.md +++ b/README.md @@ -6,17 +6,52 @@ XLMA is a venerable IDL GUI program that diplays VHF Lightning Mapping Array dat Please use the issues tracker to discuss ideas and pull requests to contribute examples. # Installation -Clone this repostiory, switch to the development branch, and install. +Clone this repostiory install with pip. ``` git clone https://github.com/deeplycloudy/xlma-python.git cd xlma-python -git checkout cf-lma_format pip install -e . ``` Then, copy the `XLMA_plots.ipynb` notebook to wherever you'd like and start changing files, dates and times to show data from your case of interest. There also a notebook showing how to do flash sorting and save a new NetCDF file with those data. +# Dependencies +Required: + +- xarray (I/O requires the netcdf4 backend) +- pandas +- numpy + +Flash clustering: + +- scikit-learn +- scipy +- pyproj + +Plotting: + +- matplotlib +- cartopy +- metpy (optionally, for US county lines) + +GLM Plotting: +- glmtools (https://github.com/deeplycloudy/glmtools) + +Interactive: + +- jupyterlab (or, notebook) +- ipywidgets +- ipympl + +Building: + +- setuptools +- pytest-cov +- pytest-mpl +- lmatools (https://github.com/deeplycloudy/lmatools) +- ...and all of the above + # Technical architecture We envision a two-part package that keeps a clean separation between the core data model, analysis, and display. XLMA utilized a large, global `state` structure that stored all data, as well as the current data selection corresponding to the view in the GUI. Analysis then operated on whatever data was in the current selection. diff --git a/examples/LCFA_parallax_comparison.ipynb b/examples/LCFA_parallax_comparison.ipynb new file mode 100644 index 0000000..9d1cab3 --- /dev/null +++ b/examples/LCFA_parallax_comparison.ipynb @@ -0,0 +1,853 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from pyxlma.plot.xlma_base_plot import BlankPlot\n", + "from pyxlma.plot.xlma_plot_feature import plot_glm_events, plot_points, color_by_time\n", + "from glmtools.io.glm import GLMDataset, get_lutevents\n", + "from glmtools.io.lightning_ellipse import lightning_ellipse_rev, ltg_ellpse_rev\n", + "from glmtools.io.ccd import load_pixel_corner_lookup, quads_from_corner_lookup\n", + "from glmtools.io.imagery import get_goes_imager_proj\n", + "import datetime as dt\n", + "from cartopy import crs as ccrs\n", + "from pyxlma import coords\n", + "import numpy as np\n", + "import warnings\n", + "import xarray as xr\n", + "import pandas as pd\n", + "from matplotlib import pyplot as plt\n", + "warnings.filterwarnings(\"ignore\")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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<xarray.Dataset> Size: 660kB\n",
+       "Dimensions:                                 (number_of_events: 11094,\n",
+       "                                             number_of_groups: 3821,\n",
+       "                                             number_of_flashes: 212,\n",
+       "                                             number_of_time_bounds: 2,\n",
+       "                                             number_of_wavelength_bounds: 2,\n",
+       "                                             number_of_field_of_view_bounds: 2)\n",
+       "Coordinates: (12/21)\n",
+       "    event_id                                (number_of_events) uint32 44kB 16...\n",
+       "    event_time_offset                       (number_of_events) datetime64[ns] 89kB ...\n",
+       "    event_lat                               (number_of_events) float32 44kB -...\n",
+       "    event_lon                               (number_of_events) float32 44kB -...\n",
+       "    event_parent_group_id                   (number_of_events) uint32 44kB 66...\n",
+       "    group_id                                (number_of_groups) uint32 15kB 66...\n",
+       "    ...                                      ...\n",
+       "    product_time                            datetime64[ns] 8B 2023-12-24T00:5...\n",
+       "    lightning_wavelength                    float32 4B ...\n",
+       "    group_time_threshold                    float32 4B ...\n",
+       "    flash_time_threshold                    float32 4B ...\n",
+       "    lat_field_of_view                       float32 4B ...\n",
+       "    lon_field_of_view                       float32 4B -75.0\n",
+       "Dimensions without coordinates: number_of_events, number_of_groups,\n",
+       "                                number_of_flashes, number_of_time_bounds,\n",
+       "                                number_of_wavelength_bounds,\n",
+       "                                number_of_field_of_view_bounds\n",
+       "Data variables: (12/37)\n",
+       "    event_energy                            (number_of_events) float32 44kB 1...\n",
+       "    group_frame_time_offset                 (number_of_groups) datetime64[ns] 31kB ...\n",
+       "    group_area                              (number_of_groups) float32 15kB 2...\n",
+       "    group_energy                            (number_of_groups) float32 15kB 1...\n",
+       "    group_quality_flag                      (number_of_groups) float32 15kB ...\n",
+       "    flash_frame_time_offset_of_first_event  (number_of_flashes) datetime64[ns] 2kB ...\n",
+       "    ...                                      ...\n",
+       "    event_x                                 (number_of_events) float32 44kB 0...\n",
+       "    event_y                                 (number_of_events) float32 44kB -...\n",
+       "    group_x                                 (number_of_groups) float32 15kB 0...\n",
+       "    group_y                                 (number_of_groups) float32 15kB -...\n",
+       "    flash_x                                 (number_of_flashes) float32 848B ...\n",
+       "    flash_y                                 (number_of_flashes) float32 848B ...\n",
+       "Attributes: (12/29)\n",
+       "    production_site:           WCDAS\n",
+       "    featureType:               point\n",
+       "    dataset_name:              OR_GLM-L2-LCFA_G16_s20233580057000_e2023358005...\n",
+       "    naming_authority:          gov.nesdis.noaa\n",
+       "    Conventions:               CF-1.7\n",
+       "    institution:               DOC/NOAA/NESDIS> U.S. Department of Commerce, ...\n",
+       "    ...                        ...\n",
+       "    time_coverage_start:       2023-12-24T00:57:00.0Z\n",
+       "    time_coverage_end:         2023-12-24T00:57:20.0Z\n",
+       "    production_data_source:    Realtime\n",
+       "    production_environment:    OE\n",
+       "    LUT_Filenames:             GLM_CALINR_AllFilters(FM1E_CDRL79RevK_DO_09_00...\n",
+       "    id:                        a4140f6a-9068-4f60-a714-5cc0a5218f56
" + ], + "text/plain": [ + " Size: 660kB\n", + "Dimensions: (number_of_events: 11094,\n", + " number_of_groups: 3821,\n", + " number_of_flashes: 212,\n", + " number_of_time_bounds: 2,\n", + " number_of_wavelength_bounds: 2,\n", + " number_of_field_of_view_bounds: 2)\n", + "Coordinates: (12/21)\n", + " event_id (number_of_events) uint32 44kB 16...\n", + " event_time_offset (number_of_events) datetime64[ns] 89kB ...\n", + " event_lat (number_of_events) float32 44kB -...\n", + " event_lon (number_of_events) float32 44kB -...\n", + " event_parent_group_id (number_of_events) uint32 44kB 66...\n", + " group_id (number_of_groups) uint32 15kB 66...\n", + " ... ...\n", + " product_time datetime64[ns] 8B 2023-12-24T00:5...\n", + " lightning_wavelength float32 4B ...\n", + " group_time_threshold float32 4B ...\n", + " flash_time_threshold float32 4B ...\n", + " lat_field_of_view float32 4B ...\n", + " lon_field_of_view float32 4B -75.0\n", + "Dimensions without coordinates: number_of_events, number_of_groups,\n", + " number_of_flashes, number_of_time_bounds,\n", + " number_of_wavelength_bounds,\n", + " number_of_field_of_view_bounds\n", + "Data variables: (12/37)\n", + " event_energy (number_of_events) float32 44kB 1...\n", + " group_frame_time_offset (number_of_groups) datetime64[ns] 31kB ...\n", + " group_area (number_of_groups) float32 15kB 2...\n", + " group_energy (number_of_groups) float32 15kB 1...\n", + " group_quality_flag (number_of_groups) float32 15kB ...\n", + " flash_frame_time_offset_of_first_event (number_of_flashes) datetime64[ns] 2kB ...\n", + " ... ...\n", + " event_x (number_of_events) float32 44kB 0...\n", + " event_y (number_of_events) float32 44kB -...\n", + " group_x (number_of_groups) float32 15kB 0...\n", + " group_y (number_of_groups) float32 15kB -...\n", + " flash_x (number_of_flashes) float32 848B ...\n", + " flash_y (number_of_flashes) float32 848B ...\n", + "Attributes: (12/29)\n", + " production_site: WCDAS\n", + " featureType: point\n", + " dataset_name: OR_GLM-L2-LCFA_G16_s20233580057000_e2023358005...\n", + " naming_authority: gov.nesdis.noaa\n", + " Conventions: CF-1.7\n", + " institution: DOC/NOAA/NESDIS> U.S. Department of Commerce, ...\n", + " ... ...\n", + " time_coverage_start: 2023-12-24T00:57:00.0Z\n", + " time_coverage_end: 2023-12-24T00:57:20.0Z\n", + " production_data_source: Realtime\n", + " production_environment: OE\n", + " LUT_Filenames: GLM_CALINR_AllFilters(FM1E_CDRL79RevK_DO_09_00...\n", + " id: a4140f6a-9068-4f60-a714-5cc0a5218f56" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "glm_data = GLMDataset('examples/network_samples/OR_GLM-L2-LCFA_G16_s20233580057000_e20233580057200_c20233580057222.nc')\n", + "glm = glm_data.dataset\n", + "glm" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "ltg_ellipse_params = lightning_ellipse_rev[ltg_ellpse_rev(glm.product_time.data.astype('datetime64[s]'))]\n", + "satsys_ltg_750 = coords.GeostationaryFixedGridSystem(glm.lon_field_of_view.data, sat_ecef_height=glm.nominal_satellite_height.data*1000,\n", + " sweep_axis='x', ellipse=list(ltg_ellipse_params))\n", + "geosys = coords.GeographicSystem()\n", + "evt_ecef_coords = satsys_ltg_750.toECEF(glm.event_x.data, glm.event_y.data, np.zeros_like(glm.event_x.data))\n", + "evt_lon_750, evt_lat_750, _ = geosys.fromECEF(*evt_ecef_coords)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "unique_ds = get_lutevents(glm)\n", + "evrad = unique_ds.lutevent_energy\n", + "\n", + "x_lut, y_lut, corner_lut = load_pixel_corner_lookup()\n", + "x_lut = x_lut * 1.0e-6\n", + "y_lut = y_lut * 1.0e-6\n", + "corner_lut = corner_lut*1e-6\n", + "\n", + "event_polys = quads_from_corner_lookup(x_lut, y_lut, corner_lut,\n", + "unique_ds.lutevent_x, unique_ds.lutevent_y)\n", + "\n", + "glm['lutevent_corner_x'] = xr.DataArray(event_polys[:,:,0], dims=['lutevent_id', 'number_of_corners'])\n", + "glm['lutevent_corner_y'] = xr.DataArray(event_polys[:,:,1], dims=['lutevent_id', 'number_of_corners'])\n", + "evt_corner_x = glm.lutevent_corner_x.data\n", + "evt_corner_y = glm.lutevent_corner_y.data\n", + "evt_corner_z = np.zeros_like(evt_corner_x)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "evt_corner_ecef = satsys_ltg_750.toECEF(evt_corner_x, evt_corner_y, evt_corner_z)\n", + "evt_corner_lon, evt_corner_lat, _ = geosys.fromECEF(*evt_corner_ecef)\n", + "evt_corner_lon = evt_corner_lon.reshape(evt_corner_x.shape)\n", + "evt_corner_lat = evt_corner_lat.reshape(evt_corner_y.shape)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0)\n", + "end_time = start_time + dt.timedelta(seconds=60)\n", + "bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='Parallax corrected')\n", + "\n", + "plot_glm_events(glm_data.dataset, bk_plot, fake_alt=[0, 0.25], poly_kwargs={'cmap' : 'plasma_r'}, vlines_kwargs={'linewidths' : 0.5}, should_parallax_correct=True)\n", + "start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0)\n", + "end_time = start_time + dt.timedelta(seconds=60)\n", + "dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc')\n", + "times = pd.Series(dataset.event_time.data.flatten())\n", + "vmin, vmax, colors = color_by_time(pd.to_datetime(times), (start_time, end_time))\n", + "plot_points(bk_plot, dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data/1000,\n", + " dataset.event_time.data, cmap='gray', s=5, vmin=vmin, vmax=vmax,\n", + " c=colors, edgecolors='k', linewidths=0.1, add_to_histogram=True)\n", + "bk_plot.ax_plan.scatter(glm.event_lon, glm.event_lat, c='r', s=3, marker='*', transform=ccrs.PlateCarree(), label='Event centers')\n", + "bk_plot.ax_plan.scatter(evt_corner_lon, evt_corner_lat, c='b', s=1, transform=ccrs.PlateCarree(), label='Event corners')\n", + "bk_plot.ax_plan.legend()\n", + "bk_plot.fig" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "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": "3.12.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff 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a/examples/glueviz/config.py +++ b/examples/glueviz/config.py @@ -21,7 +21,7 @@ # return line_no # # def readfile(self): -# lmad = pd.read_csv(self.file,delim_whitespace=True,header=None, +# lmad = pd.read_csv(self.file,sep='\\s+',header=None, # compression='gzip',skiprows=self.datastart()+1) # columns = ['time','lat','lon','alt','chi','p','mask'] # lmad.columns = columns diff --git a/examples/lma_intercept_rhi.ipynb b/examples/lma_intercept_rhi.ipynb new file mode 100644 index 0000000..1e35f99 --- /dev/null +++ b/examples/lma_intercept_rhi.ipynb @@ -0,0 +1,232 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "## You are using the Python ARM Radar Toolkit (Py-ART), an open source\n", + "## library for working with weather radar data. Py-ART is partly\n", + "## supported by the U.S. Department of Energy as part of the Atmospheric\n", + "## Radiation Measurement (ARM) Climate Research Facility, an Office of\n", + "## Science user facility.\n", + "##\n", + "## If you use this software to prepare a publication, please cite:\n", + "##\n", + "## JJ Helmus and SM Collis, JORS 2016, doi: 10.5334/jors.119\n", + "\n" + ] + } + ], + "source": [ + "from glob import glob\n", + "import datetime as dt\n", + "import nexradaws\n", + "import pyart\n", + "import cmweather\n", + "from matplotlib import pyplot as plt\n", + "\n", + "import pyxlma.lmalib.io.read as lma_read\n", + "from pyxlma.plot.xlma_base_plot import BlankPlot\n", + "from pyxlma.plot.xlma_plot_feature import plot_points\n", + "from pyxlma.lmalib.lma_intercept_rhi import find_lma_points_near_rhi" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Downloaded KLBB20231224_005439_V06\n", + "1 out of 1 files downloaded...0 errors\n" + ] + } + ], + "source": [ + "lma_ds, start_time = lma_read.dataset(glob('./data/*.dat.gz'))\n", + "end_time = start_time+dt.timedelta(minutes=1)\n", + "conn = nexradaws.NexradAwsInterface()\n", + "scans = conn.get_avail_scans_in_range(start_time - dt.timedelta(minutes=3), start_time + dt.timedelta(minutes=2), 'KLBB')\n", + "res = conn.download(scans, '.')\n", + "radar = res.success[0].open_pyart()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[,\n", + " ,\n", + " ,\n", + " ,\n", + " Text(0.25, 0.1, '21084 src'),\n", + " ]" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "bk_plot = BlankPlot(start_time, xlim=[-102.125, -100.875], ylim=[32.75, 34], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA plot with radar', bkgmap=True)\n", + "plot_points(bk_plot, lma_ds.event_longitude, lma_ds.event_latitude, lma_ds.event_altitude/1000,\n", + " lma_ds.event_time, c=lma_ds.event_time, cmap='gray', edge_color='k', edge_width=0.1, s=5, zorder=2)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/sp/1j_lh9313dg42jrzhsfb4mk40000gn/T/ipykernel_769/2052831775.py:4: UserWarning: Adding colorbar to a different Figure
than
which fig.colorbar is called on.\n", + " cb = plt.colorbar(rmd.plots[0], cax=cbax, orientation='horizontal', label='Reflectivity (dBZ)')\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "rmd = pyart.graph.RadarMapDisplay(radar)\n", + "ref_handle = rmd.plot_ppi_map('reflectivity', vmin=-10, vmax=80, cmap='ChaseSpectral', mask_tuple=('reflectivity', 10), ax=bk_plot.ax_plan, colorbar_flag=False, embellish=False, add_grid_lines=False, zorder=1)\n", + "cbax = bk_plot.fig.add_axes([0.05, 0.07, 0.2, 0.01])\n", + "cb = plt.colorbar(rmd.plots[0], cax=cbax, orientation='horizontal', label='Reflectivity (dBZ)')\n", + "bk_plot.ax_plan.scatter(radar.longitude['data'], radar.latitude['data'], c='goldenrod', s=50, linewidths=1, edgecolors='k', marker='*', zorder=1)\n", + "bk_plot.fig" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(0.0, 20.0)" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "azimuth_to_cross_sect = 180\n", + "cross_sect_fig, cross_sect_ax = plt.subplots(1, 1)\n", + "rmd.plot_azimuth_to_rhi('differential_reflectivity', azimuth_to_cross_sect, vmin=-2, vmax=8, cmap='CM_rhohv', ax=cross_sect_ax, colorbar_orient='horizontal')\n", + "cross_sect_ax.set_xlim(0, 100)\n", + "cross_sect_ax.set_ylim(0, 20)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "radar_time = pyart.util.datetime_from_radar(radar)\n", + "event_range, event_distance, event_altitude, mask = find_lma_points_near_rhi(lma_ds, radar.latitude['data'][0], radar.longitude['data'][0], radar.altitude['data'][0],\n", + " azimuth_to_cross_sect, radar_time, distance_threshold=3200, time_threshold=9999)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cross_sect_ax.scatter(event_range/1000, event_altitude/1000, c=lma_ds.event_time[mask], cmap='gray', edgecolor='k', linewidth=0.1, s=5)\n", + "cross_sect_fig" + ] + } + ], + "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": "3.12.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples/network_samples/OR_GLM-L2-LCFA_G16_s20233580057000_e20233580057200_c20233580057222.nc b/examples/network_samples/OR_GLM-L2-LCFA_G16_s20233580057000_e20233580057200_c20233580057222.nc new file mode 100644 index 0000000..3cb811d Binary files /dev/null and b/examples/network_samples/OR_GLM-L2-LCFA_G16_s20233580057000_e20233580057200_c20233580057222.nc differ diff --git a/examples/network_samples/gld360enldnns_20231224_daily_v1_lit.raw b/examples/network_samples/gld360enldnns_20231224_daily_v1_lit.raw new file mode 100644 index 0000000..7c83998 --- /dev/null +++ b/examples/network_samples/gld360enldnns_20231224_daily_v1_lit.raw @@ -0,0 +1,3 @@ +12/24/23 00:57:01.123456789 33.582 -101.881 +12.0 kA 0 0.4 0.2 1.8 75 0.8 4 C +12/24/23 00:57:31.987654321 33.590 -102.032 -9.0 kA 0 0.2 0.2 1.0 3 1.0 5 G +12/24/23 00:57:58.135792468 33.585 -101.872 -15.0 kA 0 2.2 1.5 1.5 26 2.1 6 C diff --git a/examples/network_samples/lxarchive_pulse20231224.csv b/examples/network_samples/lxarchive_pulse20231224.csv new file mode 100644 index 0000000..70af8f0 --- /dev/null +++ b/examples/network_samples/lxarchive_pulse20231224.csv @@ -0,0 +1,4 @@ +type,timestamp,latitude,longitude,peakcurrent,icheight,numbersensors,majoraxis,minoraxis,bearing + 1, 2023-12-24T00:57:04.123456789, 33.581914, -101.880986, 12345, 3014, 8, 371.00, 58.00, 104.00 + 0, 2023-12-24T00:57:26.987654321, 33.590077, -102.032033, 9876, 6028, 7, 693.00, 108.00, 99.00 + 1, 2023-12-24T00:57:47.246813579, 33.584480, -101.871498, 15790, 13591, 11, 178.00, 62.00, 102.00 diff --git a/examples/pyxlma_flash_sort_grid.py b/examples/pyxlma_flash_sort_grid.py new file mode 100644 index 0000000..1e46f02 --- /dev/null +++ b/examples/pyxlma_flash_sort_grid.py @@ -0,0 +1,130 @@ +#!/usr/bin/env python3 +# Example script for clustering and gridding flash data with pyxlma +# Created 5 September 2023 by Sam Gardner + +import argparse +import glob +from os import path +from datetime import datetime as dt +from pathlib import Path +import xarray as xr +import numpy as np +from pyxlma.lmalib.io import read as lma_read +from pyxlma.lmalib.flash.cluster import cluster_flashes +from pyxlma.lmalib.flash.properties import flash_stats, filter_flashes +from pyxlma.lmalib.grid import create_regular_grid, assign_regular_bins, events_to_grid + + +def flash_sort_grid(paths_to_read, grid_proj, grid_range, grid_height, grid_h_res, grid_v_res, grid_time_res, max_chi2, min_events_per_flash, output_path): + + print('Reading data...') + dataset, start_time = lma_read.dataset(paths_to_read) + end_time = (np.max(dataset.event_time.data).astype('datetime64[m]')+np.timedelta64(1,'m')).astype('datetime64[ns]') + + # We want to bin the data into 10-minute intervals of the hour + bin_start = np.datetime64(start_time.replace(minute=(start_time.minute // 10)*10, second=0, microsecond=0)) + + while bin_start < end_time: + print('Processing: '+bin_start.item().strftime('%Y-%m-%d %H:%M')) + variables_to_filter = [var for var in dataset.data_vars if 'number_of_events' in dataset[var].dims] + filtered = dataset[variables_to_filter].where(dataset.event_chi2 <= max_chi2, drop=True) + dataset_filtered = xr.merge([dataset.drop(variables_to_filter), filtered]) + + clustered_lma = filter_flashes(flash_stats(cluster_flashes(dataset_filtered)), flash_event_count=(min_events_per_flash, None)) + time_range = (bin_start, end_time, np.timedelta64(grid_time_res, 'm')) + if grid_proj == 'xyz': + x_range = (grid_range*-1000, grid_range*1000, grid_h_res*1000) + y_range = (grid_range*-1000, grid_range*1000, grid_h_res*1000) + z_range = (0, grid_height*1000, grid_v_res*1000) + grid_edge_ranges ={ + 'grid_x_edge':x_range, + 'grid_y_edge':y_range, + 'grid_altitude_edge':z_range, + 'grid_time_edge':time_range, + } + grid_center_names ={ + 'grid_x_edge':'grid_x', + 'grid_y_edge':'grid_y', + 'grid_altitude_edge':'grid_altitude', + 'grid_time_edge':'grid_time', + } + event_coord_names = { + 'event_x':'grid_x_edge', + 'event_y':'grid_y_edge', + 'event_altitude':'grid_altitude_edge', + 'event_time':'grid_time_edge', + } + grid_spatial_coords=('grid_time', 'grid_altitude', 'grid_y', 'grid_x') + event_spatial_vars = ('event_time', 'event_altitude', 'event_y', 'event_x') + elif grid_proj == 'lla': + lon_range = (dataset.network_center_longitude - grid_range, dataset.network_center_longitude + grid_range, grid_h_res) + lat_range = (dataset.network_center_latitude - grid_range, dataset.network_center_latitude + grid_range, grid_h_res) + alt_range = (0, grid_height, grid_v_res) + grid_edge_ranges ={ + 'grid_longitude_edge':lon_range, + 'grid_latitude_edge':lat_range, + 'grid_altitude_edge':alt_range, + 'grid_time_edge':time_range, + } + grid_center_names ={ + 'grid_longitude_edge':'grid_longitude', + 'grid_latitude_edge':'grid_latitude', + 'grid_altitude_edge':'grid_altitude', + 'grid_time_edge':'grid_time', + } + event_coord_names = { + 'event_longitude':'grid_longitude_edge', + 'event_latitude':'grid_latitude_edge', + 'event_altitude':'grid_altitude_edge', + 'event_time':'grid_time_edge', + } + grid_spatial_coords=('grid_time', 'grid_altitude', 'grid_latitude', 'grid_longitude') + event_spatial_vars = ('event_time', 'event_altitude', 'event_latitude', 'event_longitude') + else: + raise ValueError('grid_proj must be \'xyz\' or \'lla\'') + empty_grid = create_regular_grid(grid_edge_ranges, grid_center_names) + binned_events = assign_regular_bins(empty_grid, clustered_lma, event_coord_names, append_indices=True) + gridded_lma = events_to_grid(binned_events, empty_grid, pixel_id_var='pixel_id', event_spatial_vars=event_spatial_vars, grid_spatial_coords=grid_spatial_coords) + combined = xr.combine_by_coords((gridded_lma, clustered_lma)) + + filename = path.basename(paths_to_read[0]).split('_')[0] + '_' + bin_start.item().strftime('%Y%m%d_%H%M') + '00_0600_map' + str(int(grid_h_res*1000)) + 'm.nc' + comp = dict(zlib=True, complevel=5) + encoding = {var: comp for var in combined.data_vars} + combined.to_netcdf(path.join(output_path, filename), encoding=encoding) + bin_start = bin_start + np.timedelta64(10, 'm') + + + +if __name__ == '__main__': + parser = argparse.ArgumentParser(description='Cluster VHF source data into flashes and create gridded data products, similar to lmatools flash_sort_and_grid.py\nOutputs to netCDF files, one per 10-minute interval.') + parser.add_argument('-i', '--input', nargs='+', required=True, help='Path or paths to LMA .dat files to process.') + parser.add_argument('--grid-projection', help='Whether to use a grid based on meters from the LMA or lat/lon degrees. Specify \'xyz\' (meters from center) or \'lla\' (lat/lon/alt). Default is xyz.', choices=['xyz', 'lla'], default='xyz') + parser.add_argument('--horizontal-range', help='Distance from the LMA center to the edge of the grid, in units of kilometers or degrees. Default is 0.25km or 0.25°.', type=float, default=0.25) + parser.add_argument('--vertical-range', help='Distance from the LMA center to the top of the grid, in units of kilometers. Default is 20km.', type=float, default=20) + parser.add_argument('--horizontal-res', help='Horizontal gridded product resolution, in units of kilometers or degrees. Default is 0.5km.', type=float, default=0.5) + parser.add_argument('--vertical-res', help='Vertical gridded product resolution, in units of kilometers. Default is 1km.', type=float, default=1) + parser.add_argument('--time-res', help='Time resolution of gridded products, in units of minutes. Default is 1 minute.', type=float, default=1) + parser.add_argument('--max-chi2', help='Maximum chi2 value for a VHF source to be included in a flash. Default is 5.', type=float, default=5) + parser.add_argument('--min-events', help='Minimum number of VHF sources per flash. Flashes with fewer sources will be discarded. Default is 10.', type=int, default=10) + parser.add_argument('--output', help='Path to write 10-minute gridded data files to.', required=True) + args = parser.parse_args() + input_paths = args.input + if len(input_paths) == 1: + input_paths = glob.glob(input_paths[0]) + else: + input_paths = sorted(input_paths) + grid_proj = args.grid_projection + grid_range = args.horizontal_range + grid_height = args.vertical_range + grid_h_res = args.horizontal_res + grid_v_res = args.vertical_res + grid_time_res = args.time_res + max_chi2 = args.max_chi2 + min_events_per_flash = args.min_events + out_path = args.output + if not path.exists(out_path): + Path(out_path).mkdir(parents=True, exist_ok=True) + if not path.isdir(out_path): + print('Error: output path exists and is not a directory') + exit(1) + griddedData = flash_sort_grid(input_paths, grid_proj, grid_range, grid_height, grid_h_res, grid_v_res, grid_time_res, max_chi2, min_events_per_flash, out_path) diff --git a/pyxlma/coords.py b/pyxlma/coords.py index 3fb53c3..d3f0b20 100644 --- a/pyxlma/coords.py +++ b/pyxlma/coords.py @@ -27,7 +27,7 @@ class CoordinateSystem(object): transformations to/from an ECEF cartesian system, e.g. >>> self.ERSxyz = proj4.Proj(proj='geocent', ellps='WGS84', datum='WGS84') >>> self.ERSlla = proj4.Proj(proj='latlong', ellps='WGS84', datum='WGS84') - >>> projectedData = proj4.transform(self.ERSlla, self.ERSxyz, lat, lon, alt ) + >>> projectedData = proj4.Transformer.from_crs(self.ERSlla.crs, self.ERSxyz.crs).transform(lon, lat, alt) The ECEF system has its origin at the center of the earth, with the +Z toward the north pole, +X toward (lat=0, lon=0), and +Y right-handed orthogonal to +X, +Z @@ -67,6 +67,8 @@ def __init__(self, ellipse='WGS84', datum='WGS84', if (r_equator is not None) | (r_pole is not None): if r_pole is None: r_pole=r_equator + if r_equator is None: + r_equator=r_pole self.ERSlla = proj4.Proj(proj='latlong', a=r_equator, b=r_pole) self.ERSxyz = proj4.Proj(proj='geocent', a=r_equator, b=r_pole) else: @@ -78,7 +80,7 @@ def toECEF(self, lon, lat, alt): lon = atleast_1d(lon) alt = atleast_1d(alt) if (lat.shape[0] == 0): return lon, lat, alt # proj doesn't like empties - projectedData = array(proj4.transform(self.ERSlla, self.ERSxyz, lon, lat, alt )) + projectedData = array(proj4.Transformer.from_crs(self.ERSlla.crs, self.ERSxyz.crs).transform(lon, lat, alt)) if len(projectedData.shape) == 1: return projectedData[0], projectedData[1], projectedData[2] else: @@ -89,7 +91,7 @@ def fromECEF(self, x, y, z): y = atleast_1d(y) z = atleast_1d(z) if (x.shape[0] == 0): return x, y, z # proj doesn't like empties - projectedData = array(proj4.transform(self.ERSxyz, self.ERSlla, x, y, z )) + projectedData = array(proj4.Transformer.from_crs(self.ERSxyz.crs, self.ERSlla.crs).transform(x, y, z)) if len(projectedData.shape) == 1: return projectedData[0], projectedData[1], projectedData[2] else: @@ -123,7 +125,7 @@ def toECEF(self, x, y, z): x += self.cx y += self.cy z += self.cz - projectedData = array(proj4.transform(self.projection, self.ERSxyz, x, y, z )) + projectedData = array(proj4.Transformer.from_crs(self.projection.crs, self.ERSxyz.crs).transform(x, y, z)) if len(projectedData.shape) == 1: px, py, pz = projectedData[0], projectedData[1], projectedData[2] else: @@ -131,7 +133,7 @@ def toECEF(self, x, y, z): return px, py, pz def fromECEF(self, x, y, z): - projectedData = array(proj4.transform(self.ERSxyz, self.projection, x, y, z )) + projectedData = array(proj4.Transformer.from_crs(self.ERSxyz.crs, self.projection.crs).transform(x, y, z)) if len(projectedData.shape) == 1: px, py, pz = projectedData[0], projectedData[1], projectedData[2] else: @@ -205,24 +207,46 @@ class GeostationaryFixedGridSystem(CoordinateSystem): def __init__(self, subsat_lon=0.0, subsat_lat=0.0, sweep_axis='y', sat_ecef_height=35785831.0, - ellipse='WGS84', datum='WGS84'): + ellipse='WGS84'): """ - Satellite height is with respect to the ellipsoid. Fixed grid - coordinates are in radians. + Coordinate system representing a grid of scan angles from the perspective of a + geostationary satellite above an arbitrary ellipsoid. Fixed grid coordinates are + in radians. + + Parameters + ---------- + subsat_lon : float + Longitude of the subsatellite point in degrees. + subsat_lat : float + Latitude of the subsatellite point in degrees. + sweep_axis : str + Axis along which the satellite sweeps. 'x' or 'y'. Use 'x' for GOES + and 'y' (default) for EUMETSAT. + sat_ecef_height : float + Height of the satellite in meters above the specified ellipsoid. + ellipse : str or list + A string representing a known ellipse to pyproj, or a list of [a, b] (semi-major + and semi-minor axes) of the ellipse. Default is 'WGS84'. """ - # self.ECEFxyz = proj4.Proj(proj='cart', ellps=ellipse)#, datum=datum) - self.ECEFxyz = proj4.Proj(proj='geocent', ellps=ellipse)#, datum=datum) + if type(ellipse) == str: + ellipse_args = {'ellps': ellipse} + elif hasattr(ellipse, '__iter__') and len(ellipse) == 2: + rf = semiaxes_to_invflattening(ellipse[0], ellipse[1]) + ellipse_args = {'a': ellipse[0], 'rf': rf} + else: + raise ValueError("Ellipse must be a string or list of [a, b].") + self.ECEFxyz = proj4.Proj(proj='geocent', **ellipse_args) self.fixedgrid = proj4.Proj(proj='geos', lon_0=subsat_lon, lat_0=subsat_lat, h=sat_ecef_height, x_0=0.0, y_0=0.0, - units='m', sweep=sweep_axis, ellps=ellipse) + units='m', sweep=sweep_axis, **ellipse_args) self.h=sat_ecef_height def toECEF(self, x, y, z): X, Y, Z = x*self.h, y*self.h, z*self.h - return proj4.transform(self.fixedgrid, self.ECEFxyz, X, Y, Z) + return proj4.Transformer.from_crs(self.fixedgrid.crs, self.ECEFxyz.crs).transform(X, Y, Z) def fromECEF(self, x, y, z): - X, Y, Z = proj4.transform(self.ECEFxyz, self.fixedgrid, x, y, z) + X, Y, Z = proj4.Transformer.from_crs(self.ECEFxyz.crs, self.fixedgrid.crs).transform(x, y, z) return X/self.h, Y/self.h, Z/self.h # class AltitudePreservingMapProjection(MapProjection): @@ -251,8 +275,8 @@ def __init__(self, ctrLat, ctrLon, ctrAlt, datum='WGS84', ellps='WGS84', effecti self.lla = proj4.Proj(proj='latlong', ellps=self.ellps, datum=self.datum) self.xyz = proj4.Proj(proj='geocent', ellps=self.ellps, datum=self.datum) - self.Requator, foo1, foo2 = proj4.transform(self.lla,self.xyz,0,0,0) # Equatorial radius - WGS-84 value = 6378137.0 - foo1, foo2, self.Rpolar = proj4.transform(self.lla,self.xyz,0,90,0) # Polar radius - WGS-84 value = 6356752.314 + self.Requator, _, _ = proj4.Transformer.from_crs(self.lla.crs, self.xyz.crs).transform(0,0,0) # Equatorial radius - WGS-84 value = 6378137.0 + _, _, self.Rpolar = proj4.Transformer.from_crs(self.lla.crs, self.xyz.crs).transform(0,90,0) # Polar radius - WGS-84 value = 6356752.314 self.flattening = (self.Requator-self.Rpolar)/self.Requator self.eccen = (2.0-self.flattening)*self.flattening # First eccentricity squared - WGS-84 value = 0.00669437999013 @@ -372,10 +396,10 @@ def __init__(self, ctrLat=0.0, ctrLon=0.0, ctrAlt=0.0): ERSlla = proj4.Proj(proj='latlong', ellps='WGS84', datum='WGS84') ERSxyz = proj4.Proj(proj='geocent', ellps='WGS84', datum='WGS84') - self.centerECEF = array(proj4.transform(ERSlla, ERSxyz, ctrLon, ctrLat, ctrAlt)) + self.centerECEF = array(proj4.Transformer.from_crs(ERSlla.crs, ERSxyz.crs).transform(ctrLon, ctrLat, ctrAlt)) #location of point directly above local center - aboveCenterECEF = array(proj4.transform(ERSlla, ERSxyz, ctrLon, ctrLat, self.ctrAlt+1e3)) + aboveCenterECEF = array(proj4.Transformer.from_crs(ERSlla.crs, ERSxyz.crs).transform(ctrLon, ctrLat, self.ctrAlt+1e3)) #normal vector to earth's surface at the center is the local z direction n = aboveCenterECEF - self.centerECEF @@ -394,7 +418,7 @@ def __init__(self, ctrLat=0.0, ctrLon=0.0, ctrAlt=0.0): # Point just to the north of the center on earth's surface, projected onto the tangent plane # This calculation seems like it should only be done with latitude/north since the local x # direction curves away along a non-straight line when projected onto the plane - northCenterECEF = array(proj4.transform(ERSlla, ERSxyz, self.ctrLon, self.ctrLat+1.01, self.ctrAlt)) + northCenterECEF = array(proj4.Transformer.from_crs(ERSlla.crs, ERSxyz.crs).transform(self.ctrLon, self.ctrLat+1.01, self.ctrAlt)) localy = dot(P, northCenterECEF[:,None] ) localy = localy / norm(localy) @@ -435,14 +459,20 @@ def fromECEF(self, x, y, z): """ Transforms 1D arrays of ECEF x, y, z to the local tangent plane system""" data = vstack((x, y, z)) tpXYZ = self.toLocal(data) - tpX, tpY, tpZ = tpXYZ[0,:], tpXYZ[1,:], tpXYZ[2,:] + if len(tpXYZ.shape) == 1: + tpX, tpY, tpZ = tpXYZ[0], tpXYZ[1], tpXYZ[2] + else: + tpX, tpY, tpZ = tpXYZ[0,:], tpXYZ[1,:], tpXYZ[2,:] return tpX, tpY, tpZ def toECEF(self, x, y, z): """ Transforms 1D arrays of x, y, z in the local tangent plane system to ECEF""" data = vstack((x, y, z)) ecXYZ = self.fromLocal(data) - ecX, ecY, ecZ = ecXYZ[0,:], ecXYZ[1,:], ecXYZ[2,:] + if len(ecXYZ.shape) == 1: + ecX, ecY, ecZ = ecXYZ[0], ecXYZ[1], ecXYZ[2] + else: + ecX, ecY, ecZ = ecXYZ[0,:], ecXYZ[1,:], ecXYZ[2,:] return ecX, ecY, ecZ def toLocal(self, data): @@ -465,3 +495,95 @@ def fromLocal(self, data): return array( [ (dot(self.TransformToLocal.transpose(), v) + self.centerECEF) for v in data[0:3,:].transpose()] ).squeeze().transpose() + + +def semiaxes_to_invflattening(semimajor, semiminor): + """ Calculate the inverse flattening from the semi-major + and semi-minor axes of an ellipse""" + rf = semimajor/(semimajor-semiminor) + return rf + + +def centers_to_edges(x): + """ + Create an array of length N+1 edge locations from an + array of lenght N grid center locations. + + In the interior, the edge positions set to the midpoints + of the values in x. For the outermost edges, half the + closest dx is assumed to apply. + + Parameters + ---------- + x : array, shape (N) + Locations of the centers + + Returns + ------- + xedge : array, shape (N+1,M+1) + + """ + xedge=zeros(x.shape[0]+1) + xedge[1:-1] = (x[:-1] + x[1:])/2.0 + xedge[0] = x[0] - (x[1] - x[0])/2.0 + xedge[-1] = x[-1] + (x[-1] - x[-2])/2.0 + return xedge + + +def centers_to_edges_2d(x): + """ + Create a (N+1, M+1) array of edge locations from a + (N, M) array of grid center locations. + + In the interior, the edge positions set to the midpoints + of the values in x. For the outermost edges, half the + closest dx is assumed to apply. This matters for polar + meshes, where one edge of the grid becomes a point at the + polar coordinate origin; dx/2 is a half-hearted way of + trying to prevent negative ranges. + + Parameters + ---------- + x : array, shape (N,M) + Locations of the centers + + Returns + ------- + xedge : array, shape (N+1,M+1) + + """ + xedge = zeros((x.shape[0]+1,x.shape[1]+1)) + # interior is a simple average of four adjacent centers + xedge[1:-1,1:-1] = (x[:-1,:-1] + x[:-1,1:] + x[1:,:-1] + x[1:,1:])/4.0 + + # /\ + # /\/\ + # / /\ \ + # /\/ \/\ + # / /\ /\ \ + # /\/ \/ \/\ + # / /\ /\ /\ \ + # /\/ \/ \/ \/\ + #4 \/\ /\ /\ /\/ 4 + # 3 \ \/ \/ \/ / 3 + # \/\ /\ /\/ + # 2 \ \/ \/ / 2 + # \/\ /\/ + # 1 \ \/ / 1 + # \/\/ + # 0 \/ 0 = center ID of 0th dimension + # + + # calculate the deltas along each edge, excluding corners + xedge[1:-1,0] = xedge[1:-1, 1] - (xedge[1:-1, 2] - xedge[1:-1, 1])/2.0 + xedge[1:-1,-1]= xedge[1:-1,-2] - (xedge[1:-1,-3] - xedge[1:-1,-2])/2.0 + xedge[0,1:-1] = xedge[1,1:-1] - (xedge[2,1:-1] - xedge[1,1:-1])/2.0 + xedge[-1,1:-1]= xedge[-2,1:-1] - (xedge[-3,1:-1] - xedge[-2,1:-1])/2.0 + + # now do the corners + xedge[0,0] = xedge[1, 1] - (xedge[2, 2] - xedge[1, 1])/2.0 + xedge[0,-1] = xedge[1,-2] - (xedge[2,-3] - xedge[1,-2])/2.0 + xedge[-1,0] = xedge[-2,1] - (xedge[-3,2] - xedge[-2,1])/2.0 + xedge[-1,-1]= xedge[-2,-2]- (xedge[-3,-3]- xedge[-2,-2])/2.0 + + return xedge diff --git a/pyxlma/lmalib/flash/properties.py b/pyxlma/lmalib/flash/properties.py index 5df3fb8..eec9384 100644 --- a/pyxlma/lmalib/flash/properties.py +++ b/pyxlma/lmalib/flash/properties.py @@ -1,8 +1,7 @@ import numpy as np import xarray as xr -from scipy.spatial import Delaunay, ConvexHull +from scipy.spatial import Delaunay, ConvexHull, QhullError from scipy.special import factorial -from scipy.spatial.qhull import QhullError from pyxlma.lmalib.traversal import OneToManyTraversal def local_cartesian(lon, lat, alt, lonctr, latctr, altctr): @@ -19,7 +18,7 @@ def hull_volume(xyz): assert xyz.shape[1] == 3 tri = Delaunay(xyz[:,0:3]) - vertices = tri.points[tri.vertices] + vertices = tri.points[tri.simplices] # This is the volume formula in # https://github.com/scipy/scipy/blob/master/scipy/spatial/tests/test_qhull.py#L106 @@ -135,7 +134,7 @@ def event_discharge_energy(z,area): eta_c = 0.004 #Scale the energy to depict the fraction of energy neutralized by #each flash in the capacitor model #Capacitor model: - w = 4 * ((sigma_crit**2. * d * area.iloc[0])/(2* e)) #The quantity for appears when considering image charges (2*sigma)^2=4sigma^2 + w = 4 * ((sigma_crit**2. * d * area)/(2* e)) #The quantity for appears when considering image charges (2*sigma)^2=4sigma^2 return(w*eta_c) @@ -240,12 +239,12 @@ def flash_stats(ds, area_func=None, volume_func=None): # could only run on those where point counts meet threshold, instead # testing inside the function # Index of event_area and event_volume are event_parent_flash_id - event_area = fl_gb.apply(area_func) - event_volume = fl_gb.apply(volume_func) + event_area = fl_gb.apply(area_func, include_groups=False) + event_volume = fl_gb.apply(volume_func, include_groups=False) #Compute flash discharge energy using parallel plate capacitor - event_energy = fl_gb.apply(lambda df: event_discharge_energy(df['event_z'], - event_area[df['event_parent_flash_id']])) + event_energy = fl_gb.apply(lambda df1: event_discharge_energy(df1['event_z'], + event_area[df1.name]), include_groups=False) # set the index for the original dataset's flash dimension to the flash_id @@ -286,6 +285,9 @@ def filter_flashes(ds, **kwargs): # keep all points good = np.ones(ds.flash_id.shape, dtype=bool) # print("Starting flash count: ", good.sum()) + if 'flash_event_count' in ds.variables: + if np.all(ds.flash_event_count == np.iinfo(np.uint32).max): + raise ValueError('Before filtering a dataset by flash properties, call flash_stats on the dataset to compute flash properties.') for v, (vmin, vmax) in kwargs.items(): if vmin is not None: good &= (ds[v] >= vmin).data diff --git a/pyxlma/lmalib/grid.py b/pyxlma/lmalib/grid.py index bf5bf5a..fef41ad 100644 --- a/pyxlma/lmalib/grid.py +++ b/pyxlma/lmalib/grid.py @@ -132,7 +132,7 @@ def assign_regular_bins(dsg, ds, var_to_grid_map, pixel_id_var='pixel_id', var_dim = ds[var_name].dims[0] else: assert var_dim == ds[var_name].dims[0] - if ds.dims[var_dim] < 1: + if ds.sizes[var_dim] < 1: # No data on the dim, set in_range to nothing and stop checking other vars in_range = [] have_data = False diff --git a/pyxlma/lmalib/io/glm.py b/pyxlma/lmalib/io/glm.py new file mode 100644 index 0000000..1c6abe1 --- /dev/null +++ b/pyxlma/lmalib/io/glm.py @@ -0,0 +1,41 @@ +from glmtools.io.glm import GLMDataset +from pyxlma.xarray_util import concat_1d_dims + +def combine_glm_l2(filenames): + scalar_dim = 'segment' + datasets=[] + for fn in filenames: + glm = GLMDataset(fn) + ds = glm.dataset + datasets.append(ds) + combo = concat_1d_dims(datasets, stack_scalars=scalar_dim) + + # most scalar vars are simple metadata, assumed constant across files, + # so we can just choose one of them. however, for some of them we want + # to sum instead of select one. + sum_scalars = ['event_count', 'group_count', 'flash_count'] + avg_scalars = ['percent_navigated_L1b_events', 'percent_uncorrectable_L0_errors'] + all_but_scalars = set(combo.dims) + all_but_scalars.remove(scalar_dim) + scalar_dataset = combo.drop_dims(all_but_scalars) + scalar_vars = list(scalar_dataset.variables.keys()) + for var in scalar_vars: + if var in sum_scalars: + calc = combo[var].sum() + elif var in avg_scalars: + calc = combo[var].mean() + else: + calc = combo[var][0] + combo[var] = calc + + # dimensions with length 2, that turn into dimensions with size 2*n_files + # these bounds are assumed sequential / in order so just take the first and last. + combo = combo[{'number_of_wavelength_bounds':[0, -1], + 'number_of_time_bounds':[0, -1], + 'number_of_field_of_view_bounds':[0, -1]}] + + # for some reason, this, in addition to other scalars like event_count + # are being replicated along the number_of_wavelength_bounds dimension. + # That doesn't make sense. This is a rough fix for product_time. +# combo['product_time'] = xr.DataArray(combo.product_time[0], dims=None) + return combo diff --git a/pyxlma/lmalib/io/read.py b/pyxlma/lmalib/io/read.py index 86589b6..4cefe2f 100644 --- a/pyxlma/lmalib/io/read.py +++ b/pyxlma/lmalib/io/read.py @@ -4,6 +4,20 @@ import gzip import datetime as dt +class open_gzip_or_dat: + def __init__(self, filename): + self.filename = filename + + def __enter__(self): + if self.filename.endswith('.gz'): + self.file = gzip.open(self.filename) + else: + self.file = open(self.filename, 'rb') + return self.file + + def __exit__(self, exc_type, exc_value, traceback): + self.file.close() + def mask_to_int(mask): """ Convert object array of mask strings to integers""" if len(mask.shape) == 0: @@ -49,7 +63,7 @@ def combine_datasets(lma_data): # Get just the pure-event variables lma_event_data = xr.concat( - [d.drop_dims(['number_of_stations']).drop( + [d.drop_dims(['number_of_stations']).drop_vars( ['network_center_latitude', 'network_center_longitude', 'network_center_altitude',] @@ -79,10 +93,12 @@ def combine_datasets(lma_data): return ds -def dataset(filenames): +def dataset(filenames, sort_time=True): """ Create an xarray dataset of the type returned by pyxlma.lmalib.io.cf_netcdf.new_dataset for each filename in filenames """ + if type(filenames) == str: + filenames = [filenames] lma_data = [] starttime = None next_event_id = 0 @@ -97,14 +113,30 @@ def dataset(filenames): ds = to_dataset(lma_file, event_id_start=next_event_id).set_index( {'number_of_stations':'station_code', 'number_of_events':'event_id'}) lma_data.append(ds) - next_event_id += ds.dims['number_of_events'] + next_event_id += ds.sizes['number_of_events'] except: raise ds = combine_datasets(lma_data) ds = ds.reset_index(('number_of_events', 'number_of_stations')) - ds = ds.reset_coords(('number_of_events_', 'number_of_stations_')) - ds = ds.rename({'number_of_events_':'event_id', - 'number_of_stations_':'station_code'}) + if 'number_of_events_' in ds.coords: + # Older xarray versions appended a trailing underscore. reset_coords then dropped + # converted the coordinate variables into regular variables while not touching + # the original dimension name, allowing us to rename. In newer versions, the variable + # names are never changed at the reset_index step, so the renaming step modifies + # the dimension name, too. + resetted = ('number_of_events_', 'number_of_stations_') + ds = ds.reset_coords(resetted) + ds = ds.rename({resetted[0]:'event_id', + resetted[1]:'station_code'}) + else: + # The approach for newer xarray versions requires we explicitly rename only the variables. + # The generic "rename" in the block above renames vars, coords, and dims. + resetted = ('number_of_events', 'number_of_stations') + ds = ds.reset_coords(resetted) + ds = ds.rename_vars({resetted[0]:'event_id', + resetted[1]:'station_code'}) + if sort_time: + ds = ds.sortby('event_time') return ds, starttime def to_dataset(lma_file, event_id_start=0): @@ -188,6 +220,116 @@ def to_dataset(lma_file, event_id_start=0): return ds +def nldn(filenames): + """ + Read Viasala NLDN data + + Reads in one or multiple NLDN files and and returns a pandas dataframe with appropriate column names + + + Parameters + ---------- + filenames : str or list of str + The file or files to read in + + + Returns + ------- + full_df : `pandas.DataFrame` + A pandas dataframe of entln data, with columns: + 'latitude' - the latitude of the event + 'longitude' - the longitude of the event + 'peak_current_kA' - the peak current in kA + 'multiplicity' - the number of strokes in the event + 'semimajor' - the semimajor axis length in km of the 50% confidence ellipse + 'semiminor' - the semiminor axis length in km of the 50% confidence ellipse + 'ellipseangle' - the angle of the 50% confidence ellipse + 'chi2' - the reduced chi-squared value of the event + 'num_stations' - the number of stations contributing to the event + 'type' - 'IC' or 'CG' for intracloud or cloud-to-ground + 'datetime' - the time of the event + + + Notes + ----- + This function is designed to read NLDN files in the format that matches the format of the file located + in examples/network_samples/gld360enldnns_20231224_daily_v1_lit.raw (This is not real NLDN data, but provides a correct sample of the format) + + Other file formats may exist and may not be read in correctly. If you have a file that is not read in correctly, + please open an issue on the pyxlma GitHub page. + """ + if type(filenames) is str: + filenames = [filenames] + full_df = pd.DataFrame({}) + for filename in filenames: + this_file = pd.read_csv(filename, sep='\\s+', header=None, + names=[ + 'date', 'time', 'latitude', 'longitude', 'peak_current_kA', 'curr_unit', 'multiplicity', 'semimajor', + 'semiminor', 'majorminorratio', 'ellipseangle', 'chi2', 'num_stations', 'type' + ]) + if len(this_file['curr_unit'].drop_duplicates()) == 1: + this_file.drop(columns=['curr_unit'], inplace=True) + else: + raise ValueError('Multiple current units in file') + this_file['datetime'] = pd.to_datetime(this_file['date']+' '+this_file['time'], format='%m/%d/%y %H:%M:%S.%f') + this_file.drop(columns=['date','time'], inplace=True) + this_file['type'] = this_file['type'].map({'G':'CG','C':'IC'}) + full_df = pd.concat([full_df, this_file]) + return full_df + + +def entln(filenames): + """ + Read Earth Networks Total Lightning Network data + + Reads in one or multiple ENTLN files and and returns a pandas dataframe with appropriate column names + + + Parameters + ---------- + filenames : str or list of str + The file or files to read in + + + Returns + ------- + full_df : `pandas.DataFrame` + A pandas dataframe of entln data, with columns: + 'type' - 'IC' or 'CG' for intracloud or cloud-to-ground + 'datetime' - the time of the event + 'latitude' - the latitude of the event + 'longitude' - the longitude of the event + 'peak_current_kA' - the peak current in kA + 'icheight' - the height of the IC event in meters + 'num_stations' - the number of stations contributing to the event + 'ellipseangle' - the angle of the 50% confidence ellipse + 'semimajor' - the semimajor axis length in km of the 50% confidence ellipse + 'semiminor' - the semiminor axis length in km of the 50% confidence ellipse + + Notes + ----- + This function is designed to read ENTLN files in the format that matches the format of the file located + in examples/network_samples/lxarchive_pulse20231224.csv (This is not real ENTLN data, but provides a correct sample of the format) + + Other file formats may exist and may not be read in correctly. If you have a file that is not read in correctly, + please open an issue on the pyxlma GitHub page. + """ + if type(filenames) is str: + filenames = [filenames] + full_df = pd.DataFrame({}) + for filename in filenames: + this_file = pd.read_csv(filename, parse_dates=['timestamp']) + this_file['peakcurrent'] = this_file['peakcurrent']/1000 + this_file['type'] = this_file['type'].map({0:'CG',1:'IC'}) + this_file['semimajor'] = this_file['majoraxis']/2000 + this_file['semiminor'] = this_file['minoraxis']/2000 + this_file.drop(columns=['majoraxis','minoraxis'], inplace=True) + rename = {'timestamp' : 'datetime', 'peakcurrent' : 'peak_current_kA', 'numbersensors' : 'num_stations', 'bearing' : 'ellipseangle'} + this_file.rename(columns=rename, inplace=True) + full_df = pd.concat([full_df, this_file]) + return full_df + + class lmafile(object): def __init__(self,filename): """ @@ -207,7 +349,7 @@ def __init__(self,filename): """ self.file = filename - with gzip.open(self.file) as f: + with open_gzip_or_dat(self.file) as f: for line_no, line in enumerate(f): if line.startswith(b'Analysis program:'): analysis_program = line.decode().split(':')[1:] @@ -278,8 +420,8 @@ def __init__(self,filename): 'sources','percent','

','active']) # Drop the station name column that has a redundant station letter code # as part of the name and join on station letter code. - station_combo = stations.set_index('ID').drop(columns=['Name']).join( - overview.set_index('ID')) + station_combo = stations.set_index(['ID','Name']).join( + overview.set_index(['ID','Name'])) self.stations = station_combo.reset_index(level=station_combo.index.names) def gen_sta_info(self): @@ -289,7 +431,7 @@ def gen_sta_info(self): of the station names. """ nstations = self.station_data_start-self.station_info_start-1 - with gzip.open(self.file) as f: + with open_gzip_or_dat(self.file) as f: for i in range(self.station_info_start+1): line = next(f) for line in range(nstations): @@ -307,7 +449,7 @@ def gen_sta_data(self): """ nstations = self.station_data_start-self.station_info_start-1 - with gzip.open(self.file) as f: + with open_gzip_or_dat(self.file) as f: for i in range(self.station_data_start+1): line = next(f) for line in range(nstations): @@ -332,8 +474,12 @@ def readfile(self): """ # Read in data. Catch case where there is no data. try: - lmad = pd.read_csv(self.file,compression='gzip',delim_whitespace=True, - header=None,skiprows=self.data_starts+1,error_bad_lines=False) + if self.file.endswith('.gz'): + comp = 'gzip' + else: + comp = None + lmad = pd.read_csv(self.file,compression=comp,sep='\\s+', + header=None,skiprows=self.data_starts+1,on_bad_lines='skip') lmad.columns = self.names except pd.errors.EmptyDataError: lmad = pd.DataFrame(columns=self.names) diff --git a/pyxlma/lmalib/lma_intercept_rhi.py b/pyxlma/lmalib/lma_intercept_rhi.py new file mode 100644 index 0000000..e7a810a --- /dev/null +++ b/pyxlma/lmalib/lma_intercept_rhi.py @@ -0,0 +1,308 @@ +from pyxlma.coords import RadarCoordinateSystem, TangentPlaneCartesianSystem, GeographicSystem +import numpy as np +import datetime as dt +import pandas as pd + + +def rcs_to_tps(radar_latitude, radar_longitude, radar_altitude, radar_azimuth): + """ + Find the unit vector coordinates (east, north, up) of the plane of a radar RHI scan. + + Creates a azimuth, elevation, range and tangent plane cartesian system at the radar's latitude and longitude, + and converts the RHI azimuth direction to the tangent plane coordinate system. + + Parameters + ---------- + radar_latitude : `float` + Latitude of the radar in degrees. + radar_longitude : `float` + Longitude of the radar in degrees. + radar_altitude : `float` + Altitude of the radar in meters. + radar_azimuth : `float` + Azimuth of the RHI scan in degrees. + + Returns + ---------- + X : `numpy.ndarray` + A 1x2 array representing the start and end points eastward component of the RHI scan. + Y : `numpy.ndarray` + A 1x2 array representing the start and end points northward component of the RHI scan. + Z : `numpy.ndarray` + A 1x2 array representing the start and end points upward component of the RHI scan. + """ + + # Coordinates Systems + rcs = RadarCoordinateSystem(radar_latitude, radar_longitude, radar_altitude) + tps = TangentPlaneCartesianSystem(radar_latitude, radar_longitude, radar_altitude) + + # - Elevations, azimuth, range + r = np.array([0, 1]) + + els = np.array([0]) + els = np.tensordot(els, np.ones_like(r), axes=0) + + azi = np.array([radar_azimuth]) + az = np.tensordot(azi, np.ones_like(r), axes=0) + + a, b, c = rcs.toECEF(r,az,els) + abc = np.vstack((a,b,c)) + # ECEF to TPS + n = tps.toLocal(abc) + X = n[0,:] + Y = n[1,:] + Z = n[2,:] + + X = np.reshape(X, (1, 2)) + Y = np.reshape(Y, (1, 2)) + Z = np.reshape(Z, (1, 2)) + + return X, Y, Z + + +def geo_to_tps(event_longitude, event_latitude, event_altitude, tps_latitude, tps_longitude, tps_altitude): + """ + Convert the latitude, longitude, and altitude of LMA VHF sources to x/y/z distances (in meters) from an arbitrary latitude, longitude, and altitude. + + Creates a tangent plane cartesian system at the latitude, longitude, and altitude provided, and converts the LMA VHF sources to the tangent plane coordinate system. + + Parameters + ---------- + event_longitude : `xarray.Dataset` + A pyxlma dataset containing latitude, longitude, and altitude of LMA VHF sources. + tps_latitude : `float` + Latitude of the tangent plane in degrees. + tps_longitude : `float` + Longitude of the tangent plane in degrees. + tps_altitude : `float` + Altitude of the tangent plane in meters. + + Returns + ---------- + Xlma : `numpy.ndarray` + A 1xN array representing the eastward distance (in meters) of the tangent plane center to the LMA VHF sources. + Ylma : `numpy.ndarray` + A 1xN array representing the northward distance (in meters) of the tangent plane center to the LMA VHF sources. + Zlma : `numpy.ndarray` + A 1xN array representing the upward distance (in meters) of the tangent plane center to the LMA VHF sources. + """ + # GeographicSystem GEO - Lat, lon, alt + geo = GeographicSystem() + # Tangent Plane Cartesian System TPS - + tps = TangentPlaneCartesianSystem(tps_latitude, tps_longitude, tps_altitude) + + # GEO to TPS + + d, e, h = geo.toECEF(event_longitude, event_latitude, event_altitude) + + + deh = np.vstack((d,e,h)) + m = tps.toLocal(deh) + + Xlma = m[0] + Ylma = m[1] + Zlma = m[2] + + return Xlma,Ylma,Zlma + + +def ortho_proj_lma(event_longitude, event_latitude, event_altitude, radar_latitude, radar_longitude, radar_altitude, radar_azimuth): + """ + Convert the latitude, longitude, and altitude of LMA VHF sources to distance along, distance from, and height above the ground of a radar RHI scan. + + Creates tangent plane at the radar's location and converts the LMA VHF sources to the tangent plane coordinate system, then rotates the tangent plane in the direction of the scan azimuth. + + + Parameters + ---------- + lma_file : `xarray.Dataset` + A pyxlma dataset containing latitude, longitude, and altitude of N number of LMA VHF sources. + radar_latitude : `float` + Latitude of the radar in degrees. + radar_longitude : `float` + Longitude of the radar in degrees. + radar_altitude : `float` + Altitude of the radar in meters. + radar_azimuth : `float` + Azimuth of the RHI scan in degrees. + + Returns + ---------- + lma_file_loc : `numpy.ndarray` + A Nx3 array representing the distance along, distance from, and height above the ground (in m) of the LMA VHF sources. + + """ + Xlma,Ylma,Zlma = geo_to_tps(event_longitude, event_latitude, event_altitude, radar_latitude, radar_longitude, radar_altitude) + X, Y, Z = rcs_to_tps(radar_latitude, radar_longitude, radar_altitude, radar_azimuth) + + lon_ini1 = X[0,0] + lat_ini1 = Y[0,0] + lon_fin1 = X[0,-1] + lat_fin1 = Y[0,-1] + + + dlon1 = lon_fin1 - lon_ini1 # dx + dlat1 = lat_fin1 - lat_ini1 # dy + ds1 = np.array((dlon1,dlat1)) + norm_ds1 = np.linalg.norm(ds1) + cross_ds1 = np.tensordot(ds1, ds1, (0,0)) + + # LMA + lma_file_n = np.column_stack((Xlma, Ylma)) + + lma_file_loc_par = np.zeros(shape=(len(lma_file_n), 2)) + lma_file_loc_perp = np.zeros(shape=(len(lma_file_n), 2)) + lma_file_loc = np.zeros(shape=(len(lma_file_n), 3)) + + # + # ################################## + # + # (Xlma[i],Ylma[i]).ds1 .ds1 + # ---------------------- + # ds1 . ds1 + # + # ################################## + # + lma_file_loc_tensor_x = np.tensordot(ds1,lma_file_n,(0,1)) + lma_file_loc_par = np.tensordot((lma_file_loc_tensor_x / cross_ds1 ),ds1,0) + + # + # ####################################################################### + # + # (Xlma[i],Ylma[i]) _ (Xlma[i],Ylma[i]).ds1 .ds1 + # ---------------------- + # ds1 . ds1 + # + ########################################################################## + # + lma_file_loc_perp = lma_file_n - lma_file_loc_par + + # + lma_file_loc[:,0] = np.sqrt(lma_file_loc_par[:,0]**2 + lma_file_loc_par[:,1]**2) + if radar_azimuth <= 90 or radar_azimuth >= 270: + lma_file_loc[:,0][lma_file_loc_par[:,1] < 0] = -lma_file_loc[:,0][lma_file_loc_par[:,1] < 0] + elif radar_azimuth >= 180 and radar_azimuth < 270: + lma_file_loc[:,0][lma_file_loc_par[:,0] > 0] = -lma_file_loc[:,0][lma_file_loc_par[:,0] > 0] + else: + lma_file_loc[:,0][lma_file_loc_par[:,0] < 0] = -lma_file_loc[:,0][lma_file_loc_par[:,0] < 0] + lma_file_loc[:,1] = np.sqrt(lma_file_loc_perp[:,0]**2 + lma_file_loc_perp[:,1]**2) + lma_file_loc[:,2] = Zlma + + return lma_file_loc + + +def find_points_near_rhi(event_longitude, event_latitude, event_altitude, event_time, + radar_latitude, radar_longitude, radar_altitude, radar_azimuth, radar_scan_time, + distance_threshold=1000, time_threshold=30): + """ + Find the LMA VHF sources near a radar RHI scan. + + Creates tangent plane at the radar's location and converts the LMA VHF sources to the tangent plane coordinate system, then rotates the tangent plane in the direction of the scan azimuth. + Filters RHI scan points based on distance and time thresholds. + + + Parameters + ---------- + event_longitude : array-like + An array of the latitudes of events to be transformed. + event_latitude : array-like + An array of the latitudes of events to be transformed. + event_altitude : array-like + An array of the altitudes of events to be transformed. + event_time : array-like + An array of the times of events to be transformed. + radar_latitude : `float` + Latitude of the radar in degrees. + radar_longitude : `float` + Longitude of the radar in degrees. + radar_altitude : `float` + Altitude of the radar in meters. + radar_azimuth : `float` + Azimuth of the RHI scan in degrees. + radar_scan_time : `datetime.datetime` or `numpy.datetime64` or `pandas.Timestamp` + Time of the RHI scan. + distance_threshold : `float` + Maximum distance from the radar to the LMA VHF sources in meters. Default is 1000. + time_threshold : `float` + Number of seconds before and after the RHI scan time to include LMA VHF sources. Default is 30. (total length: 1 minute) + + + Returns + ---------- + lma_range : `numpy.ndarray` + A 1D array representing the distance along the tangent plane in the direction of the RHI scan. + lma_dist : `numpy.ndarray` + A 1D array representing the distance from the radar RHI scan plane to each filtered LMA point. + lma_alt : `numpy.ndarray` + A 1D array representing the height above the tangent plane centered at radar level of each filtered LMA point. + point_mask : `numpy.ndarray` + A 1D array of booleans representing the VHF points that were included in the return. + """ + + radar_azimuth = radar_azimuth % 360 + + radar_scan_time = np.array([radar_scan_time]).astype('datetime64[s]').astype(dt.datetime) + + projected_lma = ortho_proj_lma(event_longitude, event_latitude, event_altitude, + radar_latitude, radar_longitude, radar_altitude, radar_azimuth) + lma_range = projected_lma[:,0] + lma_dist = projected_lma[:,1] + lma_alt = projected_lma[:,2] + + if isinstance(event_time, pd.Series): + event_time = event_time.values + lma_times = event_time.astype('datetime64[s]').astype(dt.datetime) + point_mask = np.ones_like(lma_range, dtype=bool) + if distance_threshold is not None: + point_mask = np.logical_and(point_mask, lma_dist < distance_threshold) + if time_threshold is not None: + point_mask = np.logical_and(point_mask, + np.abs(lma_times - radar_scan_time) < dt.timedelta(seconds=time_threshold)) + lma_range = lma_range[point_mask] + lma_dist = lma_dist[point_mask] + lma_alt = lma_alt[point_mask] + return lma_range, lma_dist, lma_alt, point_mask + + +def find_lma_points_near_rhi(lma_file, radar_latitude, radar_longitude, radar_altitude, radar_azimuth, radar_scan_time, distance_threshold=1000, time_threshold=30): + """ + Find the LMA VHF sources near a radar RHI scan. + + Creates tangent plane at the radar's location and converts the LMA VHF sources to the tangent plane coordinate system, then rotates the tangent plane in the direction of the scan azimuth. + Filters RHI scan points based on distance and time thresholds. + + + Parameters + ---------- + lma_file : `xarray.Dataset` + A pyxlma dataset containing latitude, longitude, and altitude, and event_id of N number of LMA VHF sources. + radar_latitude : `float` + Latitude of the radar in degrees. + radar_longitude : `float` + Longitude of the radar in degrees. + radar_altitude : `float` + Altitude of the radar in meters. + radar_azimuth : `float` + Azimuth of the RHI scan in degrees. + radar_scan_time : `datetime.datetime` or `numpy.datetime64` or `pandas.Timestamp` + Time of the RHI scan. + distance_threshold : `float` + Maximum distance from the radar to the LMA VHF sources in meters. Default is 1000. + time_threshold : `float` + Number of seconds before and after the RHI scan time to include LMA VHF sources. Default is 30. (total length: 1 minute) + + + Returns + ---------- + lma_range : `numpy.ndarray` + A 1D array representing the distance along the tangent plane in the direction of the RHI scan. + lma_dist : `numpy.ndarray` + A 1D array representing the distance from the radar RHI scan plane to each filtered LMA point. + lma_alt : `numpy.ndarray` + A 1D array representing the height above the tangent plane centered at radar level of each filtered LMA point. + point_mask : `numpy.ndarray` + A 1D array of booleans representing the VHF points that were included in the return. + """ + return find_points_near_rhi(lma_file.event_longitude.data, lma_file.event_latitude.data, lma_file.event_altitude.data, + lma_file.event_time.data, radar_latitude, radar_longitude, radar_altitude, radar_azimuth, + radar_scan_time, distance_threshold, time_threshold) diff --git a/pyxlma/lmalib/traversal.py b/pyxlma/lmalib/traversal.py index 1f84ddf..54cdc01 100644 --- a/pyxlma/lmalib/traversal.py +++ b/pyxlma/lmalib/traversal.py @@ -77,7 +77,7 @@ def __init__(self, dataset, entity_id_vars, parent_id_vars): self.child_to_parent = collections.OrderedDict() self.parent_to_child = collections.OrderedDict() for (entity_var, parent_var) in self._descend(): - if dataset.dims[dataset[entity_var].dims[0]] == 0: + if dataset.sizes[dataset[entity_var].dims[0]] == 0: # No data, so groupby will fail in xarray > 0.13 entity_grouper = None else: @@ -86,7 +86,7 @@ def __init__(self, dataset, entity_id_vars, parent_id_vars): if parent_var is None: parent_grouper = None else: - if dataset.dims[dataset[parent_var].dims[0]] == 0: + if dataset.sizes[dataset[parent_var].dims[0]] == 0: # No data, so groupby will fail in xarray > 0.13 parent_grouper = None else: @@ -219,7 +219,7 @@ def reduce_to_entities(self, entity_id_var, entity_ids): for e_var, p_var in self._descend(): if prune == True: p_group = self.parent_groups[p_var].groups - e_iter = (p_group[eid] for eid in last_entity_ids + e_iter = (np.atleast_1d(p_group[eid]) for eid in last_entity_ids if eid in p_group) e_idx = list(itertools.chain.from_iterable(e_iter)) if len(e_idx) == 0: @@ -239,7 +239,7 @@ def reduce_to_entities(self, entity_id_var, entity_ids): # through. prune = True e_group = self.entity_groups[e_var].groups - e_iter = (e_group[eid] for eid in entity_ids + e_iter = (np.atleast_1d(e_group[eid]) for eid in entity_ids if eid in e_group) e_idx = list(itertools.chain.from_iterable(e_iter)) last_entity_ids = entity_ids # == dataset[e_var].data @@ -263,7 +263,7 @@ def reduce_to_entities(self, entity_id_var, entity_ids): for e_var, p_var in self._ascend(): if (prune == True): e_group = self.entity_groups[e_var].groups - e_iter = (e_group[eid] for eid in last_entity_ids + e_iter = (np.atleast_1d(e_group[eid]) for eid in last_entity_ids if eid in e_group) e_idx = list(itertools.chain.from_iterable(e_iter)) if len(e_idx) == 0: diff --git a/pyxlma/plot/interactive.py b/pyxlma/plot/interactive.py index 61ebfce..c8038d0 100644 --- a/pyxlma/plot/interactive.py +++ b/pyxlma/plot/interactive.py @@ -264,6 +264,14 @@ def make_plot(self): lon_set, lat_set, alt_set, time_set, selection = subset( lon_data, lat_data, alt_data, time_data, chi_data, station_data, xlim, ylim, zlim, tlim_sub, xchi, stationmin) + # Retain the current LMA data so that subclasses can access the current LMA + # data and compare to other data to be plotted. For instance, to calculate + # the offset between the time of the first LMA point and a ground strike point. + self.this_lma_lon = lon_set + self.this_lma_lat = lat_set + self.this_lma_alt = alt_set + self.this_lma_time = time_set + self.this_lma_sel = selection # if self.lma_plot is not None: # fig = self.lma_plot.fig diff --git a/pyxlma/plot/leader_speed.py b/pyxlma/plot/leader_speed.py new file mode 100644 index 0000000..8bc853d --- /dev/null +++ b/pyxlma/plot/leader_speed.py @@ -0,0 +1,91 @@ +import numpy as np +from numpy import radians, cos, sin, arcsin, sqrt +import matplotlib.pyplot as plt +import pandas as pd + +def haversine(lat0, lon0, lat, lon): + + R = 6378.137e3 # this is in meters. For Earth radius in kilometers use 6372.8 km + + dLat = radians(lat - lat0) + dLon = radians(lon - lon0) + lat1 = radians(lat0) + lat2 = radians(lat) + + a = sin(dLat/2)**2 + cos(lat1)*cos(lat2)*sin(dLon/2)**2 + c = 2*arcsin(sqrt(a)) + + return R * c + + +def get_time_distance(lat, lon, time, lat0, lon0, time0): + lat0=lat0*np.ones_like(lat) + lon0=lon0*np.ones_like(lon) + dt = time-time0 + + distance_from_origin = (haversine(lat0,lon0,lat,lon)) + if(type(dt) == pd.core.series.Series): + dt = dt.to_numpy() + + time_from_origin = ((dt).astype('timedelta64[ns]').astype(float)/1e9) + return distance_from_origin, time_from_origin + + +def time_distance_plot_interactive(interactive_lma, ax): + lat = interactive_lma.this_lma_lat + lon = interactive_lma.this_lma_lon + alt = interactive_lma.this_lma_alt + time = interactive_lma.this_lma_time + first = np.nanargmin(time) + + distance_from_origin, time_from_origin = get_time_distance(lat, lon, time, + lat[first], lon[first], time[first]) + + art_out = time_distance_plot(ax, time_from_origin, distance_from_origin) + + return art_out + + +def time_distance_plot(ax, time, distance, pad_sec = 10, **kwargs): + m_reference_lines = 10 + m = -m_reference_lines + dt = time[-1]-time[0] + x = np.linspace(0, dt + pad_sec, 100) + y = x * 2 * 10**4 + yy = x * 10**5 + yyy = x * 10**6 + + art_out = [] + + while (m < m_reference_lines): + art = ax.plot(x+(m/m_reference_lines), y, color = 'b') + art_out.extend(art) + art = ax.plot(x+(m/m_reference_lines), yy, color = 'r') + art_out.extend(art) + art = ax.plot(x+(m/m_reference_lines), yyy, color = 'g') + art_out.extend(art) + m+=1 + + art = ax.plot(x, y, color = 'b', label = 'Positive Leader') + art_out.extend(art) + art = ax.plot(x, yy, color = 'r', label = 'Negative Leader') + art_out.extend(art) + art = ax.plot(x, yyy, color = 'g', label = 'Dart Leader') + art_out.extend(art) + + ax.set_ylim(0, max(distance)+1000) + ax.set_xlim(-0.05, max(time)+0.1) + + sc = ax.scatter(time, distance, **kwargs) + art_out.append(sc) + #art = ax.legend(title = "Leader Type Key", loc = 2, fontsize=12, title_fontsize=16, framealpha=1) + #art_out.extend(art) + ax.set_title("Lightning Leader Speed", size=24) + ax.set_xlabel("Time from Origin (s)", size=12) + ax.set_ylabel("Distance from Origin (m)", size=12) + + return art_out + + + + \ No newline at end of file diff --git a/pyxlma/plot/xlma.py b/pyxlma/plot/xlma.py index 7947107..984ec27 100644 --- a/pyxlma/plot/xlma.py +++ b/pyxlma/plot/xlma.py @@ -2,6 +2,7 @@ import matplotlib.pyplot as plt import matplotlib.dates as md import datetime as dt +import pandas as pd from matplotlib.ticker import Formatter, FormatStrFormatter, MaxNLocator import cartopy @@ -145,7 +146,7 @@ def setup_figure(self, **kwargs): from pandas.plotting import register_matplotlib_converters register_matplotlib_converters() try: - self.datetime = self.data.event_time.to_dataframe().event_time + self.datetime = pd.Series(self.data.event_time.data.flatten()).dt.to_pydatetime() except: self.data_exists=False self.datetime = [self.stime,self.stime+dt.timedelta(minutes=10)] @@ -311,7 +312,7 @@ def histogram(self): plt.text(0.30, 0.80, '(c)', fontsize='x-large', weight='bold', horizontalalignment='center', verticalalignment='center', transform=self.ax_hist.transAxes) - + def plan_view(self): if self.data_exists == True: @@ -398,7 +399,7 @@ def inset_view(self, **kwargs): self.inset_size = kwargs['inset_size'] else: self.inset_size = 0.15 - self.inset = self.fig.add_axes([0.02, 0.01, 0.02+self.inset_size, + self.inset = self.fig.add_axes([0.02, 0.01, 0.02+self.inset_size, 0.01+self.inset_size],projection=ccrs.PlateCarree()) if self.data_exists==True: if self.readtype == 'lmatools': @@ -411,7 +412,7 @@ def inset_view(self, **kwargs): lon_data = self.data['event_longitude'][self.cond2].data lat_data = self.data['event_latitude'][self.cond2].data self.inset.hist2d(lon_data, lat_data, - bins=[int((self.xlim[1]+self.buffer*2 - self.xlim[0]) / xdiv), + bins=[int((self.xlim[1]+self.buffer*2 - self.xlim[0]) / xdiv), int((self.ylim[1]+self.buffer*2 - self.ylim[0]) / ydiv)], density=True, cmap=self.cmap, cmin=0.00001) @@ -421,7 +422,7 @@ def inset_view(self, **kwargs): self.inset.add_feature(COUNTIES, facecolor='none', edgecolor='gray') self.inset.add_feature(cfeature.BORDERS) self.inset.add_feature(cfeature.STATES.with_scale('10m')) - self.inset.set_extent([self.xlim[0]-self.buffer, self.xlim[1]+self.buffer, + self.inset.set_extent([self.xlim[0]-self.buffer, self.xlim[1]+self.buffer, self.ylim[0]-self.buffer, self.ylim[1]+self.buffer]) self.inset.plot([self.xlim[0],self.xlim[0],self.xlim[1],self.xlim[1],self.xlim[0]], [self.ylim[0],self.ylim[1],self.ylim[1],self.ylim[0],self.ylim[0]], diff --git a/pyxlma/plot/xlma_base_plot.py b/pyxlma/plot/xlma_base_plot.py index 8f3a465..c2f14b7 100644 --- a/pyxlma/plot/xlma_base_plot.py +++ b/pyxlma/plot/xlma_base_plot.py @@ -3,6 +3,7 @@ import matplotlib.dates as md import datetime as dt from matplotlib.ticker import Formatter, FormatStrFormatter, MaxNLocator +from matplotlib.dates import AutoDateLocator import cartopy import cartopy.crs as ccrs @@ -142,6 +143,13 @@ def plot(self, **kwargs): tfmt = '%H:%M:%S000' self.ax_th.set_xlim(self.tlim[0], self.tlim[1]) self.ax_th.xaxis.set_major_formatter(FractionalSecondFormatter(self.ax_th)) + # Importing pandas results in it overriding Matplotlib default AutoDateLocator, + # which in turn prevents more than one tick displaying for short time intervals. + # See this blog entry for details. + # https://notebook.community/azjps/matplotlib-tick-formatters/ notebooks/microsecond_precision At small time intervals, + # So, restore Matplotlib's AutoDateLocator, which as of version >3.3 correctly + # handles smaller time intervals. 3.2 did not! + self.ax_th.xaxis.set_major_locator(AutoDateLocator()) # Longitude-Altitue self.ax_lon.set_ylabel('Altitude (km MSL)') @@ -173,13 +181,12 @@ def plot(self, **kwargs): # Plan view if self.bkgmap==True: - self.ax_plan.add_feature(COUNTIES, facecolor='none', edgecolor='gray') + if COUNTIES != None: + self.ax_plan.add_feature(COUNTIES, facecolor='none', edgecolor='gray') self.ax_plan.add_feature(cfeature.BORDERS) self.ax_plan.add_feature(cfeature.STATES.with_scale('10m')) self.ax_plan.set_xlabel('Longitude (degrees)') self.ax_plan.set_ylabel('Latitude (degrees)') - self.ax_plan.set_xlim(self.xlim) - self.ax_plan.set_ylim(self.ylim) # lon_formatter = LongitudeFormatter(number_format='.2f', @@ -194,6 +201,9 @@ def plot(self, **kwargs): self.ax_plan.xaxis.set_major_formatter(self.majorFormatter) self.ax_plan.yaxis.set_major_formatter(self.majorFormatter) self.set_ax_plan_labels() + self.ax_plan.set_xlim(self.xlim) + self.ax_plan.set_ylim(self.ylim) + self.ax_plan.set_aspect('auto') def subplot_labels(plot): """ diff --git a/pyxlma/plot/xlma_plot_feature.py b/pyxlma/plot/xlma_plot_feature.py index e5dca43..1f01800 100644 --- a/pyxlma/plot/xlma_plot_feature.py +++ b/pyxlma/plot/xlma_plot_feature.py @@ -1,6 +1,9 @@ import matplotlib.pyplot as plt import numpy as np +import xarray as xr import matplotlib.dates as md +from matplotlib.patches import Polygon +from matplotlib.collections import PatchCollection def subset(lon_data, lat_data, alt_data, time_data, chi_data,station_data, @@ -25,19 +28,24 @@ def subset(lon_data, lat_data, alt_data, time_data, chi_data,station_data, return lon_data, lat_data, alt_data, time_data, selection -def color_by_time(time_array, tlim): +def color_by_time(time_array, tlim=None): """ - Generates colormap values for plotting VHF sources by time in a + Generates colormap values for plotting scatter points by time in a given time window Returns: min, max values, array by time """ - vmax = (tlim[1] - time_array.min()).total_seconds() - ldiff = time_array - time_array.min() - ldf = [] - for df in ldiff: - ldf.append(df.total_seconds()) - c = np.array(ldf) + if tlim is None: + tlim = np.array([np.atleast_1d(time_array.min())[0], + np.atleast_1d(time_array.max())[0]]) + nsToS = 1e9 + time_array = np.array(time_array).astype('datetime64[ns]').astype(float)/nsToS + tlim = np.atleast_1d(tlim).astype('datetime64[ns]').astype(float)/nsToS + + ldiff = time_array - tlim[0] + + vmax = tlim[1] - tlim[0] + c = ldiff.astype(float) vmin = 0 return vmin, vmax, c @@ -57,48 +65,249 @@ def setup_hist(lon_data, lat_data, alt_data, time_data, def plot_points(bk_plot, lon_data, lat_data, alt_data, time_data, - plot_cmap, plot_s, plot_vmin, plot_vmax, plot_c): + plot_cmap=None, plot_s=None, plot_vmin=None, plot_vmax=None, plot_c=None, edge_color='face', + edge_width=0, add_to_histogram=True, marker='o', **kwargs): """ Plot scatter points on an existing bk_plot object given x,y,z,t for each and defined plotting colormaps and ranges """ + + # before **kwargs was added to the function call, the following arguments + # were specified as keywords separately. This allows backwards compatibility: + if plot_cmap is None: + plot_cmap = kwargs.pop('cmap', plot_cmap) + if plot_s is None: + plot_s = kwargs.pop('s', plot_s) + if plot_vmin is None: + plot_vmin = kwargs.pop('vmin', plot_vmin) + if plot_vmax is None: + plot_vmax = kwargs.pop('vmax', plot_vmax) + if plot_c is None: + plot_c = kwargs.pop('c', plot_c) + if edge_color == 'face': + edge_color = kwargs.pop('edgecolors', edge_color) + if edge_width == 0: + edge_width = kwargs.pop('linewidths', edge_width) + art_plan = bk_plot.ax_plan.scatter(lon_data, lat_data, c=plot_c,vmin=plot_vmin, vmax=plot_vmax, cmap=plot_cmap, - s=plot_s,marker='o', edgecolors='none') + s=plot_s, marker=marker, linewidths=edge_width, edgecolors=edge_color, **kwargs) art_th = bk_plot.ax_th.scatter(time_data, alt_data, c=plot_c,vmin=plot_vmin, vmax=plot_vmax, cmap=plot_cmap, - s=plot_s,marker='o', edgecolors='none') + s=plot_s, marker=marker, linewidths=edge_width, edgecolors=edge_color, **kwargs) art_lon = bk_plot.ax_lon.scatter(lon_data, alt_data, c=plot_c,vmin=plot_vmin, vmax=plot_vmax, cmap=plot_cmap, - s=plot_s,marker='o', edgecolors='none') + s=plot_s, marker=marker, linewidths=edge_width, edgecolors=edge_color, **kwargs) art_lat = bk_plot.ax_lat.scatter(alt_data, lat_data, c=plot_c,vmin=plot_vmin, vmax=plot_vmax, cmap=plot_cmap, - s=plot_s,marker='o', edgecolors='none') - cnt, bins, art_hist = bk_plot.ax_hist.hist(alt_data, orientation='horizontal', - density=True, bins=80, range=(0, 20), color='black') - art_txt = plt.text(0.25, 0.10, str(len(alt_data)) + ' src', - fontsize='small', horizontalalignment='left', - verticalalignment='center',transform=bk_plot.ax_hist.transAxes) - art_out = [art_plan, art_th, art_lon, art_lat, art_txt] - # art_hist is a tuple of patch objects. Make it a flat list of artists - art_out.extend(art_hist) + s=plot_s, marker=marker, linewidths=edge_width, edgecolors=edge_color, **kwargs) + art_out = [art_plan, art_th, art_lon, art_lat] + + if add_to_histogram: + cnt, bins, art_hist = bk_plot.ax_hist.hist(alt_data, orientation='horizontal', + density=True, bins=80, range=(0, 20), color='black') + art_txt = plt.text(0.25, 0.10, str(len(alt_data)) + ' src', + fontsize='small', horizontalalignment='left', + verticalalignment='center',transform=bk_plot.ax_hist.transAxes) + # art_hist is a tuple of patch objects. Make it a flat list of artists + art_out.append(art_txt) + art_out.append(art_hist) + return art_out + + +def plot_2d_network_points(bk_plot, netw_data, actual_height=None, fake_ic_height=18, fake_cg_height=1, + color_by='time', pos_color='red', neg_color='blue', **kwargs): + """ + Plot points from a 2D lightning mapping neworks (ie, NLDN, ENTLN, etc) + + Parameters + ---------- + bk_plot : `pyxlma.plot.xlma_base_plot.BlankPlot` + A BlankPlot object to plot the data on + netw_data : `pandas.DataFrame` or `xarray.Dataset` + data object with columns/variables 'longitude', 'latitude', 'type' (CG/IC), and 'datetime' + actual_height : `numpy.ndarray` or `pandas.Series` or `xarray.DataArray` + the hieghts of the events to be plotted (default None, fake_ic_height and fake_cg_height used) + fake_ic_height : float + the altitude to plot IC points (default 18 km) + fake_cg_height : float + the altitude to plot CG points (default 1 km) + color_by : ['time', 'polarity'] + Whether to color the points by time or polarity. Default 'time'. Ignored if **kwargs contains 'c'. + pos_color : str + color for positive points (default 'red') if color_by='polarity' + neg_color : str + color for negative points (default 'blue') if color_by='polarity' + **kwargs + additional keyword arguments to pass to plt.scatter + + Returns + ------- + art_out : list + nested lists of artists created by plot_points (first list CG, second list IC) + + """ + + plot_c = kwargs.pop('c', None) + vmin = kwargs.pop('vmin', None) + vmax = kwargs.pop('vmax', None) + marker = kwargs.pop('marker', '^') + if actual_height is not None: + netw_data['height'] = actual_height + + if plot_c is not None: + netw_data['plot_c'] = plot_c + elif color_by == 'time': + netw_data['plot_c'] = color_by_time(netw_data.datetime, bk_plot.tlim)[2] + elif color_by == 'polarity': + pass + else: + raise ValueError("color_by must be 'time' or 'polarity'") + + cgs = netw_data[netw_data['type']=='CG'].copy() + ics = netw_data[netw_data['type']=='IC'].copy() + + if actual_height is None: + cgs['height'] = np.full_like(cgs.longitude, fake_cg_height) + ics['height'] = np.full_like(ics.longitude, fake_ic_height) + art_out = [] + if color_by == 'polarity': + cgpos = cgs[cgs.peak_current_kA>0] + cgneg = cgs[cgs.peak_current_kA<0] + icpos = ics[ics.peak_current_kA>0] + icneg = ics[ics.peak_current_kA<0] + art_out.append(plot_points(bk_plot, cgneg.longitude, cgneg.latitude, cgneg.height, + cgneg.datetime, c=neg_color, marker=marker, add_to_histogram=False, **kwargs)) + art_out.append(plot_points(bk_plot, cgpos.longitude, cgpos.latitude, cgpos.height, + cgpos.datetime, c=pos_color, marker=marker, add_to_histogram=False, **kwargs)) + art_out.append(plot_points(bk_plot, icneg.longitude, icneg.latitude, icneg.height, + icneg.datetime, c=neg_color, marker=marker, add_to_histogram=False, **kwargs)) + art_out.append(plot_points(bk_plot, icpos.longitude, icpos.latitude, icpos.height, + icpos.datetime, c=pos_color, marker=marker, add_to_histogram=False, **kwargs)) + else: + art_out.append(plot_points(bk_plot, cgs.longitude, cgs.latitude, cgs.height, + cgs.datetime, c=cgs.plot_c, vmin=vmin, vmax=vmax, marker=marker, add_to_histogram=False, **kwargs)) + art_out.append(plot_points(bk_plot, ics.longitude, ics.latitude, ics.height, + ics.datetime, c=ics.plot_c, vmin=vmin, vmax=vmax, marker=marker, add_to_histogram=False, **kwargs)) + return art_out + + +def plot_glm_events(glm, bk_plot, fake_alt=[0, 1], should_parallax_correct=True, poly_kwargs={}, vlines_kwargs={}): + """ + Plot event-level data from a glmtools dataset on a pyxlma.plot.xlma_base_plot.BlankPlot object. + Events that occupy the same pixel have their energies summed and plotted on the planview axis, event locations + are plotted on the lat/lon/time axes with an altitude specified as fake_alt. + Requires glmtools to be installed. + + Parameters + ---------- + glm : `xarray.Dataset` + A glmtools glm dataset to plot + bk_plot : `pyxlma.plot.xlma_base_plot.BlankPlot` + A BlankPlot object to plot the data on + fake_alt : list + the axes relative coordinates to plot the vertical lines for GLM events in the cross section, default [0, 1], + the full height of the axes. + should_parallax_correct : bool + whether to correct the GLM event locations for parallax effect. See https://doi.org/10.1029/2019JD030874 for more information. + poly_kwargs : dict + dictionary of additional keyword arguments to be passed to matplotlib Polygon + vlines_kwargs : dict + dictionary of additional keyword arguments to be passed to matplotlib vlines + + Returns + ------- + art_out : list + Handle to matplotlib polygon collection for the planview axis + """ + from cartopy import crs as ccrs + from glmtools.io.glm import get_lutevents + from glmtools.io.ccd import load_pixel_corner_lookup, quads_from_corner_lookup + from glmtools.io.lightning_ellipse import lightning_ellipse_rev, ltg_ellpse_rev + from pyxlma.coords import GeostationaryFixedGridSystem, GeographicSystem + + unique_ds = get_lutevents(glm) + evrad = unique_ds.lutevent_energy + + x_lut, y_lut, corner_lut = load_pixel_corner_lookup() + x_lut = x_lut * 1.0e-6 + y_lut = y_lut * 1.0e-6 + corner_lut = corner_lut*1e-6 + + event_polys = quads_from_corner_lookup(x_lut, y_lut, corner_lut, + unique_ds.lutevent_x, unique_ds.lutevent_y) + + glm['lutevent_corner_x'] = xr.DataArray(event_polys[:,:,0], dims=['lutevent_id', 'number_of_corners']) + glm['lutevent_corner_y'] = xr.DataArray(event_polys[:,:,1], dims=['lutevent_id', 'number_of_corners']) + + cx = glm.lutevent_corner_x + cy = glm.lutevent_corner_y + cz = np.zeros_like(cx) + sat_ecef_height = glm.nominal_satellite_height.data.astype(np.float64)*1000 + if should_parallax_correct: + ellps_rev_ver = ltg_ellpse_rev(glm.product_time.data.astype('datetime64[s]').item()) + ltg_ellps_re, ltg_ellps_rp = lightning_ellipse_rev[ellps_rev_ver] + gfgs_ellipse = [ltg_ellps_re, ltg_ellps_rp] + else: + gfgs_ellipse = 'WGS84' + ltg_ellps_re = None + ltg_ellps_rp = None + geofixcs = GeostationaryFixedGridSystem(subsat_lon=glm.lon_field_of_view.data.item(), ellipse=gfgs_ellipse, + sweep_axis='x', sat_ecef_height=sat_ecef_height) + grs80lla = GeographicSystem() + ltg_lon, ltg_lat, ltg_alt = grs80lla.fromECEF(*geofixcs.toECEF(cx,cy,cz)) + poly_verts = [] + for polynum in range(ltg_lon.shape[0]): + poly_lons = ltg_lon[polynum, :] + poly_lats = ltg_lat[polynum, :] + this_poly_verts = np.vstack([poly_lons, poly_lats]).T + poly_verts.append(this_poly_verts) + if hasattr(bk_plot.ax_plan, 'projection'): + map_proj = bk_plot.ax_plan.projection + if map_proj == ccrs.PlateCarree(): + transformed_pv = poly_verts + else: + transformed_pv = [map_proj.transform_points(ccrs.PlateCarree(), + this_poly_verts[:, 0], + this_poly_verts[:, 1])[:, 0:2] + for this_poly_verts in poly_verts] + else: + transformed_pv = poly_verts + patches = [Polygon(pv, closed=True) for pv in transformed_pv] + pc = PatchCollection(patches, **poly_kwargs) + pc.set_array(evrad.data) + bk_plot.ax_plan.add_collection(pc) + th_handle = bk_plot.ax_th.vlines(glm.event_time_offset.data, fake_alt[0], fake_alt[1], transform=bk_plot.ax_th.get_xaxis_transform(), **vlines_kwargs) + lon_handle = bk_plot.ax_lon.vlines(glm.event_lon, fake_alt[0], fake_alt[1], transform=bk_plot.ax_lon.get_xaxis_transform(), **vlines_kwargs) + lat_handle = bk_plot.ax_lat.hlines(glm.event_lat, fake_alt[0], fake_alt[1], transform=bk_plot.ax_lat.get_yaxis_transform(), **vlines_kwargs) + art_out = [pc, th_handle, lon_handle, lat_handle] return art_out + def plot_3d_grid(bk_plot, xedges, yedges, zedges, tedges, alt_lon, alt_lat, alt_time, lat_lon, - alt_data, plot_cmap): + alt_data, plot_cmap=None, **kwargs): """ Plot gridded fields on an existing bk_plot given x,y,z,t grids and respective grid edges + + In previous versions, 'plot_cmap' was required positional argument, this now defaults to None/matplotlib default unless overridden + Before the addition of **kwargs, 'vmin' was hardcoded to 0. This allows the user to specify a vmin in **kwargs, but maintain + backwards compatibility with assuming a vmin of 0 if no vmin is provided + """ + + plot_cmap = kwargs.pop('cmap', plot_cmap) + plot_vmin = kwargs.pop('vmin', 0) + alt_lon[alt_lon==0]=np.nan alt_lat[alt_lat==0]=np.nan lat_lon[lat_lon==0]=np.nan alt_time[alt_time==0]=np.nan - bk_plot.ax_lon.pcolormesh( xedges, zedges, alt_lon.T, cmap=plot_cmap, vmin=0) - bk_plot.ax_lat.pcolormesh( zedges, yedges, alt_lat.T, cmap=plot_cmap, vmin=0) - bk_plot.ax_plan.pcolormesh(xedges, yedges, lat_lon.T, cmap=plot_cmap, vmin=0) - bk_plot.ax_th.pcolormesh( tedges, zedges, alt_time.T, cmap=plot_cmap, vmin=0) + bk_plot.ax_lon.pcolormesh( xedges, zedges, alt_lon.T, cmap=plot_cmap, vmin=plot_vmin, **kwargs) + bk_plot.ax_lat.pcolormesh( zedges, yedges, alt_lat.T, cmap=plot_cmap, vmin=plot_vmin, **kwargs) + bk_plot.ax_plan.pcolormesh(xedges, yedges, lat_lon.T, cmap=plot_cmap, vmin=plot_vmin, **kwargs) + bk_plot.ax_th.pcolormesh( tedges, zedges, alt_time.T, cmap=plot_cmap, vmin=plot_vmin, **kwargs) bk_plot.ax_hist.hist(alt_data, orientation='horizontal', density=True, bins=80, range=(0, 20)) plt.text(0.25, 0.10, str(len(alt_data)) + ' src', diff --git a/pyxlma/xarray_util.py b/pyxlma/xarray_util.py new file mode 100644 index 0000000..79b67cc --- /dev/null +++ b/pyxlma/xarray_util.py @@ -0,0 +1,126 @@ +from collections import defaultdict +import xarray as xr +import numpy as np + +def get_1d_dims(d): + """ + Find all dimensions in a dataset that are purely 1-dimensional, + i.e., those dimensions that are not part of a 2D or higher-D + variable. + + arguments + d: xarray Dataset + returns + dims1d: a list of dimension names + """ + # Assume all dims coorespond to 1D vars + dims1d = list(d.dims.keys()) + for varname, var in d.variables.items(): + if len(var.dims) > 1: + for vardim in var.dims: + if vardim in dims1d: + dims1d.remove(str(vardim)) + return dims1d + +def gen_1d_datasets(d): + """ + Generate a sequence of datasets having only those variables + along each dimension that is only used for 1-dimensional variables. + + arguments + d: xarray Dataset + returns + generator function yielding a sequence of single-dimension datasets + """ + dims1d = get_1d_dims(d) +# print(dims1d) + for dim in dims1d: + all_dims = list(d.dims.keys()) + all_dims.remove(dim) + yield d.drop_dims(all_dims) + +def get_1d_datasets(d): + """ + Generate a list of datasets having only those variables + along each dimension that is only used for 1-dimensional variables. + + arguments + d: xarray Dataset + returns + a list of single-dimension datasets + """ + return [d1 for d1 in gen_1d_datasets(d, *args, **kwargs)] + +def get_scalar_vars(d): + scalars = [] + for varname, var in d.variables.items(): + if len(var.dims) == 0: + scalars.append(varname) + return scalars + +def concat_1d_dims(datasets, stack_scalars=None): + """ + For each xarray Dataset in datasets, concatenate (preserving the order of datasets) + all variables along dimensions that are only used for one-dimensional variables. + + arguments + d: iterable of xarray Datasets + stack_scalars: create a new dimension named with this value + that aggregates all scalar variables and coordinates + returns + a new xarray Dataset with only the single-dimension variables + """ + # dictionary mapping dimension names to a list of all + # datasets having only that dimension + all_1d_datasets = defaultdict(list) + + for d in datasets: + scalars = get_scalar_vars(d) + for d_1d_initial in gen_1d_datasets(d): + # Get rid of scalars + d_1d = d_1d_initial.drop(scalars) + dims = tuple(d_1d.dims.keys()) + all_1d_datasets[dims[0]].append(d_1d) + if stack_scalars: + # restore scalars along new dimension stack_scalars + scalar_dataset = xr.Dataset() + for scalar_var in scalars: + # promote from scalar to an array with a dimension, and remove + # the coordinate info so that it's just a regular variable. + as_1d = d[scalar_var].expand_dims(stack_scalars).reset_coords(drop=True) + scalar_dataset[scalar_var] = as_1d # xr.DataArray(as_1d, dims=[stack_scalars]) + all_1d_datasets[stack_scalars].append(scalar_dataset) + + unified = xr.Dataset() + for dim in all_1d_datasets: + combined = xr.concat(all_1d_datasets[dim], dim, coords='minimal', data_vars='minimal') + unified.update(combined) + return unified + +# datasets=[] +# for i, size in enumerate((4, 6)): +# a = xr.DataArray(10*i + np.arange(size), dims='x') +# b = xr.DataArray(10*i + np.arange(size/2), dims='y') +# c = xr.DataArray(20*i + np.arange(size*3), dims='t') +# d = xr.DataArray(11*i + np.arange(size*3), dims='t') +# T = xr.DataArray(10*i + np.arange(size)**2, dims='x') +# D = xr.DataArray(10*i + np.arange(size/2)**2, dims='y') +# z = xr.DataArray(10*i + np.arange(size*4)**2, dims='z') +# u = xr.DataArray(10*i + np.arange(size*5)**2, dims='u') +# v = xr.DataArray(12*i + np.arange(size*5)**2, dims='u') +# P = xr.DataArray(10*i + np.ones((size,int(size/2))), dims=['x', 'y']) +# Q = xr.DataArray(20*i + np.ones((size,int(size/2))), dims=['x', 'y']) +# d = xr.Dataset({'x':a,'y':b, 't':c, 'd':d, 'u':u, 'v':v, 'z':z, 'T':T, 'D':D, 'P':P, 'Q':Q}) +# datasets.append(d) +# # datasets.append(d[{'x':slice(None, None), 'y':slice(0,0)}]) +# for d in datasets: print(d,'\n') +# # xr.combine_by_coords(datasets, coords='all') +# # xr.combine_nested(datasets, coords='all', data_vars='all') + +# # print(get_1d_dims(d)) +# assert(get_1d_dims(d)==['t', 'u', 'z']) +# # for d1 in get_1d_datasets(d): +# # print(d1,'\n') + +# combined = concat_1d_dims(datasets) +# print(combined) \ No newline at end of file diff --git a/tests/test-env.yml b/tests/test-env.yml new file mode 100644 index 0000000..6a4aeaa --- /dev/null +++ b/tests/test-env.yml @@ -0,0 +1,19 @@ +name: pyxlma-tests +channels: +- conda-forge +dependencies: +- pytest-cov +- pytest-mpl +- xarray +- netcdf4 +- pandas +- numpy +- scipy +- scikit-learn +- pyproj +- metpy +- ipywidgets +- pip: + - git+https://github.com/deeplycloudy/lmatools + - git+https://github.com/deeplycloudy/glmtools@energy_threshold_util + - -e ../ \ No newline at end of file diff --git a/tests/test_base_plot.py b/tests/test_base_plot.py new file mode 100644 index 0000000..d350c75 --- /dev/null +++ b/tests/test_base_plot.py @@ -0,0 +1,208 @@ +import pytest +import xarray as xr +from pyxlma.plot.xlma_base_plot import * +from pyxlma.plot.xlma_plot_feature import * +from pyxlma.lmalib.grid import * +from pyxlma.lmalib.io import read as lma_read +from glmtools.io.glm import GLMDataset +import datetime as dt +import pandas as pd +import matplotlib.dates as md + +@pytest.mark.mpl_image_compare +def test_blank_plot(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + return bk_plot.fig + +@pytest.mark.mpl_image_compare +def test_blank_plot_labeled(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + subplot_labels(bk_plot) + return bk_plot.fig + +@pytest.mark.mpl_image_compare +def test_plot_feature_plot_points_positional(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + times = pd.Series(dataset.event_time.data.flatten()) + vmin, vmax, colors = color_by_time(pd.to_datetime(times), (start_time, end_time)) + plot_points(bk_plot, dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data/1000, + dataset.event_time.data, 'rainbow', 5, vmin, vmax, colors, 'k', 0.1, True) + return bk_plot.fig + +@pytest.mark.mpl_image_compare +def test_plot_feature_plot_points_old_kw(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + times = pd.Series(dataset.event_time.data.flatten()) + vmin, vmax, colors = color_by_time(pd.to_datetime(times), (start_time, end_time)) + plot_points(bk_plot, dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data/1000, + dataset.event_time.data, plot_cmap='rainbow', plot_s=5, plot_vmin=vmin, plot_vmax=vmax, + plot_c=colors, edge_color='k', edge_width=0.1, add_to_histogram=True) + return bk_plot.fig + +@pytest.mark.mpl_image_compare +def test_plot_feature_plot_points_new_kw(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + times = pd.Series(dataset.event_time.data.flatten()) + vmin, vmax, colors = color_by_time(pd.to_datetime(times), (start_time, end_time)) + plot_points(bk_plot, dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data/1000, + dataset.event_time.data, cmap='rainbow', s=5, vmin=vmin, vmax=vmax, + c=colors, edgecolors='k', linewidths=0.1, add_to_histogram=True) + return bk_plot.fig + + +@pytest.mark.mpl_image_compare +def test_plot_feature_plot_points_new_kw_no_bkmap(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=False, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + times = pd.Series(dataset.event_time.data.flatten()) + vmin, vmax, colors = color_by_time(pd.to_datetime(times), (start_time, end_time)) + plot_points(bk_plot, dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data/1000, + dataset.event_time.data, cmap='rainbow', s=5, vmin=vmin, vmax=vmax, + c=colors, edgecolors='k', linewidths=0.1, add_to_histogram=True) + return bk_plot.fig + + +@pytest.mark.mpl_image_compare +def test_plot_feature_plot_points_new_kw_no_hist(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + times = pd.Series(dataset.event_time.data.flatten()) + vmin, vmax, colors = color_by_time(pd.to_datetime(times), (start_time, end_time)) + plot_points(bk_plot, dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data/1000, + dataset.event_time.data, cmap='rainbow', s=5, vmin=vmin, vmax=vmax, + c=colors, edgecolors='k', linewidths=0.1, add_to_histogram=False) + return bk_plot.fig + + +@pytest.mark.mpl_image_compare +def test_plot_feature_plot_3d_grid(): + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + x_edges = np.linspace(-103.5, -99.5, 100) + y_edges = np.linspace(31.5, 35.5, 100) + z_edges = np.linspace(0, 20, 100) + t_edges = md.date2num(pd.date_range(start='2023-12-24T00:57:00', end='2023-12-24T00:58:00', periods=7).values) + histograms = setup_hist(dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data/1000, + dataset.event_time.data, x_edges, y_edges, z_edges, t_edges) + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + + plot_3d_grid(bk_plot, x_edges, y_edges, z_edges, t_edges, *histograms, dataset.event_altitude.data/1000, cmap='plasma') + return bk_plot.fig + +@pytest.mark.mpl_image_compare +def test_plot_feature_plot_3d_grid_old_kw(): + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + x_edges = np.linspace(-103.5, -99.5, 100) + y_edges = np.linspace(31.5, 35.5, 100) + z_edges = np.linspace(0, 20, 100) + t_edges = md.date2num(pd.date_range(start='2023-12-24T00:57:00', end='2023-12-24T00:58:00', periods=7).values) + histograms = setup_hist(dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data/1000, + dataset.event_time.data, x_edges, y_edges, z_edges, t_edges) + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + + plot_3d_grid(bk_plot, x_edges, y_edges, z_edges, t_edges, *histograms, dataset.event_altitude.data/1000, plot_cmap='plasma') + return bk_plot.fig + + +@pytest.mark.mpl_image_compare +def test_plot_feature_inset_view(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + times = pd.Series(dataset.event_time.data.flatten()) + vmin, vmax, colors = color_by_time(pd.to_datetime(times), (start_time, end_time)) + plot_points(bk_plot, dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data/1000, + dataset.event_time.data, cmap='rainbow', s=5, vmin=vmin, vmax=vmax, + c=colors, edgecolors='k', linewidths=0.1, add_to_histogram=True) + inset_view(bk_plot, dataset.event_longitude.data, dataset.event_latitude.data, + [-102.75, -102.25], [32, 32.5], .01, .01) + return bk_plot.fig + + +@pytest.mark.mpl_image_compare +def test_plot_feature_ndln_time(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + nldn_data = lma_read.nldn('examples/network_samples/gld360enldnns_20231224_daily_v1_lit.raw') + plot_2d_network_points(bk_plot, nldn_data) + return bk_plot.fig + + +def test_plot_feature_ndln_bad_arg(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + nldn_data = lma_read.nldn('examples/network_samples/gld360enldnns_20231224_daily_v1_lit.raw') + with pytest.raises(ValueError, match="color_by must be 'time' or 'polarity'"): + plot_2d_network_points(bk_plot, nldn_data, color_by='bad_arg') + + +@pytest.mark.mpl_image_compare +def test_plot_feature_ndln_custom_colors(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + nldn_data = lma_read.nldn('examples/network_samples/gld360enldnns_20231224_daily_v1_lit.raw') + plot_2d_network_points(bk_plot, nldn_data, c=[0, 10, 5], cmap='plasma', vmin=0, vmax=10) + return bk_plot.fig + + +@pytest.mark.mpl_image_compare +def test_plot_feature_entln_real_height(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + entln_data = lma_read.entln('examples/network_samples/lxarchive_pulse20231224.csv') + plot_2d_network_points(bk_plot, entln_data, actual_height=entln_data['icheight']) + return bk_plot.fig + + +@pytest.mark.mpl_image_compare +def test_plot_feature_ndln_polarity(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + nldn_data = lma_read.nldn('examples/network_samples/gld360enldnns_20231224_daily_v1_lit.raw') + plot_2d_network_points(bk_plot, nldn_data, color_by='polarity') + return bk_plot.fig + + +@pytest.mark.mpl_image_compare +def test_plot_feature_glm_events(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + glm_data = GLMDataset('examples/network_samples/OR_GLM-L2-LCFA_G16_s20233580057000_e20233580057200_c20233580057222.nc') + plot_glm_events(glm_data.dataset, bk_plot, fake_alt=[0, 0.25], poly_kwargs={'cmap' : 'plasma'}, vlines_kwargs={'linewidths' : 0.5}, should_parallax_correct=False) + return bk_plot.fig + +@pytest.mark.mpl_image_compare +def test_plot_feature_glm_events_parallax(): + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + end_time = start_time + dt.timedelta(seconds=60) + bk_plot = BlankPlot(start_time, bkgmap=True, xlim=[-103.5, -99.5], ylim=[31.5, 35.5], zlim=[0, 20], tlim=[start_time, end_time], title='XLMA Test Plot') + glm_data = GLMDataset('examples/network_samples/OR_GLM-L2-LCFA_G16_s20233580057000_e20233580057200_c20233580057222.nc') + plot_glm_events(glm_data.dataset, bk_plot, fake_alt=[0, 0.25], poly_kwargs={'cmap' : 'plasma'}, vlines_kwargs={'linewidths' : 0.5}, should_parallax_correct=True) + return bk_plot.fig diff --git a/tests/test_coords.py b/tests/test_coords.py new file mode 100644 index 0000000..f84f321 --- /dev/null +++ b/tests/test_coords.py @@ -0,0 +1,149 @@ +from pyxlma.coords import * +import pytest +import numpy as np +from sklearn.neighbors import KDTree + +test_lats = np.array([33.5, 1.0, 0.0, 0.0, 0.0, 10.0, -10.0, 33.606968]) +test_lons = np.array([-101.5, -75.0, -85.0, -65.0, -75.0, -75.0, -75.0, -101.822625]) +test_alts = np.array([0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 984.0]) + +test_ecef_X = np.array([-1061448.75418035, 1650533.58831094, 555891.26758132, + 2695517.17208404, 1650783.32787306, 1625868.32721344, + 1625868.32721344, -1089633.44245767]) +test_ecef_Y = np.array([-5217187.30723133, -6159875.21117539, -6353866.26310279, + -5780555.22988658, -6160807.25190988, -6067823.20357756, + -6067823.20357756, -5205511.43302535]) +test_ecef_Z = np.array([3500334.28802236, 110568.77482457, 0, 0, + 0, 1100248.54773536, -1100248.54773536, 3510766.26631805]) + +def test_geographic(): + geosys = GeographicSystem() + ecef_coords = geosys.toECEF(test_lons, test_lats, test_alts) + lons, lats, alts = geosys.fromECEF(*ecef_coords) + assert np.allclose(ecef_coords[0], test_ecef_X) + assert np.allclose(ecef_coords[1], test_ecef_Y) + assert np.allclose(ecef_coords[2], test_ecef_Z) + assert np.allclose(lons, test_lons) + assert np.allclose(lats, test_lats) + assert np.allclose(alts, test_alts) + +def test_geographic_one_point(): + geosys = GeographicSystem() + ecef_coords = geosys.toECEF(np.atleast_1d(test_lons[-1]), np.atleast_1d(test_lats[-1]), np.atleast_1d(test_alts[-1])) + lons, lats, alts = geosys.fromECEF(*ecef_coords) + assert np.allclose(ecef_coords[0], test_ecef_X[-1]) + assert np.allclose(ecef_coords[1], test_ecef_Y[-1]) + assert np.allclose(ecef_coords[2], test_ecef_Z[-1]) + assert np.allclose(lons[0], test_lons[-1]) + assert np.allclose(lats[0], test_lats[-1]) + assert np.allclose(alts[0], test_alts[-1]) + +def test_geographic_custom_r_both(): + geosys = GeographicSystem(r_equator=6378.137, r_pole=6356.752) + ecef_coords = geosys.toECEF(test_lons, test_lats, test_alts) + lons, lats, alts = geosys.fromECEF(*ecef_coords) + assert np.allclose(lons, test_lons) + assert np.allclose(lats, test_lats) + assert np.allclose(alts, test_alts) + +def test_geographic_custom_r_eq(): + geosys = GeographicSystem(r_equator=6378.137) + ecef_coords = geosys.toECEF(test_lons, test_lats, test_alts) + lons, lats, alts = geosys.fromECEF(*ecef_coords) + assert np.allclose(lons, test_lons) + assert np.allclose(lats, test_lats) + assert np.allclose(alts, test_alts) + +def test_geographic_custom_r_pole(): + geosys = GeographicSystem(r_pole=6356.752) + ecef_coords = geosys.toECEF(test_lons, test_lats, test_alts) + lons, lats, alts = geosys.fromECEF(*ecef_coords) + assert np.allclose(lons, test_lons) + assert np.allclose(lats, test_lats) + assert np.allclose(alts, test_alts) + +def test_equidistant_cylindrical(): + eqsys = MapProjection() + ecef_coords = eqsys.toECEF(0, 0, 0) + x, y, z = eqsys.fromECEF(*ecef_coords) + assert np.allclose(x, 0) + assert np.allclose(y, 0) + assert np.allclose(z, 0) + +def test_equidistant_cylindrical_custom_point(): + eqsys = MapProjection(ctrLat=test_lats[-1], ctrLon=test_lons[-1]) + ecef_coords = eqsys.toECEF(0, 0, 0) + x, y, z = eqsys.fromECEF(*ecef_coords) + assert np.allclose(x, 0) + assert np.allclose(y, 0) + assert np.allclose(z, 0) + + +# def test_px_grid(): +# lon = np.arange(-105, -99.9, 0.5) +# x_coord = np.arange(0, len(lon)) +# lat = np.arange(30, 35.1, 0.5) +# y_coord = np.arange(0, len(lat)) +# lon, lat = np.meshgrid(lon, lat) +# pxgrid = PixelGrid(lon, lat, KDTree, x_coord, y_coord) +# ecef_coords = pxgrid.toECEF(np.array(7), np.array(7), np.array(0)) +# x, y, z = pxgrid.fromECEF(*ecef_coords) + +# assert np.allclose(ecef_coords[0], test_ecef_X[0]) +# assert np.allclose(ecef_coords[1], test_ecef_Y[0]) +# assert np.allclose(ecef_coords[2], test_ecef_Z[0]) + +# assert np.allclose(x, 7) +# assert np.allclose(y, 7) +# assert np.allclose(z, 0) + +def test_satellite_system(): + sat = GeostationaryFixedGridSystem(subsat_lon=75.2) + ecef_coords = sat.toECEF(0.01, 0.01, 0.01) + x, y, z = sat.fromECEF(*ecef_coords) + + assert np.allclose(x, 0.01) + assert np.allclose(y, 0.01) + assert np.allclose(z, 0.01) + + +def test_radar_system_height(): + ADRAD_rcs = RadarCoordinateSystem(30.6177, -96.3365, 114) + tornado_ground_range, beam_height_agl = ADRAD_rcs.getGroundRangeHeight(17150, 1.4) + assert np.allclose(tornado_ground_range, 17144.013390611748) + assert np.allclose(beam_height_agl, 550.2784673999995) + +def test_radar_system_elevation(): + ADRAD_rcs = RadarCoordinateSystem(30.6177, -96.3365, 114) + tornado_slant_range, radar_elevation = ADRAD_rcs.getSlantRangeElevation(17144.013390611748, 550.2784673999995) + assert np.allclose(tornado_slant_range, 17150) + assert np.allclose(radar_elevation, 1.4) + +def test_radar_system_lla(): + ADRAD_rcs = RadarCoordinateSystem(30.6177, -96.3365, 114) + tornado_lon, tornado_lat, tornado_alt = ADRAD_rcs.toLonLatAlt(np.atleast_1d(17150), np.atleast_1d(228), np.atleast_1d(1.4)) + assert np.allclose(tornado_lat, 30.51415605367721) + assert np.allclose(tornado_lon, -96.46923405085701) + assert np.allclose(tornado_alt, 550.2784674) + +def test_radar_system_ecef(): + ADRAD_rcs = RadarCoordinateSystem(30.6177, -96.3365, 114) + tornado_x, tornado_y, tornado_z = ADRAD_rcs.toECEF(np.atleast_1d(17150), np.atleast_1d(228), np.atleast_1d(1.4)) + tornado_r, tornado_az, tornado_el = ADRAD_rcs.fromECEF(tornado_x, tornado_y, tornado_z) + assert np.allclose(tornado_r, 17150) + assert np.allclose(tornado_az, 228) + assert np.allclose(tornado_el, 1.4) + +def test_tpcs(): + tpcs = TangentPlaneCartesianSystem(ctrLat=test_lats[-1], ctrLon=test_lons[-1], ctrAlt=test_alts[-1]) + ecef_coords = tpcs.toECEF(100, 100, 100) + x, y, z = tpcs.fromECEF(*ecef_coords) + assert np.allclose(x, 100) + assert np.allclose(y, 100) + assert np.allclose(z, 100) + +def test_tpcs_local(): + tpcs = TangentPlaneCartesianSystem(ctrLat=test_lats[-1], ctrLon=test_lons[-1], ctrAlt=test_alts[-1]) + ecef_coords = tpcs.toLocal(np.array([[100, 100, 100], [200, 200, 200], [300, 300, 300]])) + local_coords = tpcs.fromLocal(ecef_coords) + assert np.allclose(local_coords, np.array([[100, 100, 100], [200, 200, 200], [300, 300, 300]])) diff --git a/tests/test_flash.py b/tests/test_flash.py new file mode 100644 index 0000000..c3a4597 --- /dev/null +++ b/tests/test_flash.py @@ -0,0 +1,79 @@ +"""Test functionality of pyxlma.lmalib.flash""" + +import xarray as xr +import numpy as np +import pytest +from pyxlma.lmalib.flash.cluster import cluster_flashes +from pyxlma.lmalib.flash.properties import * + + +def compare_dataarrays(tocheck, truth, var, rtol=1.e-5, atol=1.e-8): + """Compare two dataarrays""" + if truth[var].data.dtype == 'datetime64[ns]' or truth[var].data.dtype == 'timedelta64[ns]': + if tocheck[var].data.dtype == 'float64': + truth[var].data = truth[var].data.astype(float)/1e9 + np.testing.assert_allclose(tocheck[var].data.astype(float), truth[var].data.astype(float), rtol=rtol, atol=atol, equal_nan=True) + else: + np.testing.assert_allclose(tocheck[var].data, truth[var].data, rtol=rtol, atol=atol, equal_nan=True) + + +def test_cluster_flashes(): + """Test clustering of flashes""" + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + clustered = cluster_flashes(dataset) + truth = xr.open_dataset('tests/truth/lma_netcdf/lma_clustered.nc') + for var in truth.data_vars: + compare_dataarrays(clustered, truth, var) + + +def test_flash_stats(): + """Test calculation of flash statistics""" + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + stats = flash_stats(cluster_flashes(dataset)) + truth = xr.open_dataset('tests/truth/lma_netcdf/lma_stats.nc') + for var in truth.data_vars: + compare_dataarrays(stats, truth, var) + + +def test_filter_flashes(): + """Test filtering of flashes""" + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma_stats.nc') + filtered = filter_flashes(dataset, flash_event_count=(100, 500)) + assert np.min(filtered.flash_event_count.data) >= 100 + assert np.max(filtered.flash_event_count.data) <= 500 + + truth = xr.open_dataset('tests/truth/lma_netcdf/lma_filtered.nc') + + for var in truth.data_vars: + compare_dataarrays(filtered, truth, var) + + +def test_flilter_flashes_no_prune(): + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma_stats.nc') + filtered = filter_flashes(dataset, flash_event_count=(100, 500), prune=False) + assert np.all(filtered.event_id.data == dataset.event_id.data) + assert np.min(filtered.flash_event_count.data) >= 100 + assert np.max(filtered.flash_event_count.data) <= 500 + + +def test_filter_no_stats(): + """"Test filtering of flashes without flash statistics""" + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + dataset = cluster_flashes(dataset) + with pytest.raises(ValueError, match='Before filtering a dataset by flash properties, call flash_stats on the dataset to compute flash properties.'): + filter_flashes(dataset, flash_event_count=(100, 500)) + + +def test_event_area(): + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + x, y, z = local_cartesian(dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data, + dataset.network_center_longitude.data, dataset.network_center_latitude.data, dataset.network_center_altitude.data) + assert np.isclose(event_hull_area(x, y, z), 5491450433206.501) + + +def test_event_volume(): + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + x, y, z = local_cartesian(dataset.event_longitude.data, dataset.event_latitude.data, dataset.event_altitude.data, + dataset.network_center_longitude.data, dataset.network_center_latitude.data, dataset.network_center_altitude.data) + assert np.isclose(event_hull_volume(x[0:10], y[0:10], z[0:10]), 56753729942.624825) + \ No newline at end of file diff --git a/tests/test_grid.py b/tests/test_grid.py new file mode 100644 index 0000000..9845a75 --- /dev/null +++ b/tests/test_grid.py @@ -0,0 +1,69 @@ +import xarray as xr +from pyxlma.lmalib.grid import * +from tests.test_flash import compare_dataarrays + + +def test_create_regular_grid(): + """Test creation of regular grid""" + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma_stats.nc') + grid_range = 0.5 + grid_h_res = 0.1 + grid_height = 20 + grid_v_res = 1 + lon_range = (dataset.network_center_longitude.data.item() - grid_range, dataset.network_center_longitude.data.item() + grid_range, grid_h_res) + lat_range = (dataset.network_center_latitude.data.item() - grid_range, dataset.network_center_latitude.data.item() + grid_range, grid_h_res) + alt_range = (0, grid_height, grid_v_res) + time_range = (dataset.event_time.data.min(), dataset.event_time.data.max(), np.timedelta64(1, 'm')) + grid_edge_ranges ={ + 'grid_longitude_edge':lon_range, + 'grid_latitude_edge':lat_range, + 'grid_altitude_edge':alt_range, + 'grid_time_edge':time_range, + } + grid_center_names ={ + 'grid_longitude_edge':'grid_longitude', + 'grid_latitude_edge':'grid_latitude', + 'grid_altitude_edge':'grid_altitude', + 'grid_time_edge':'grid_time', + } + empty_grid = create_regular_grid(grid_edge_ranges, grid_center_names) + xr.testing.assert_equal(empty_grid, xr.open_dataset('tests/truth/lma_netcdf/empty_grid.nc')) + +def test_assign_regular_bins(): + """Test assigning lightning data to regular bins""" + empty_grid = xr.open_dataset('tests/truth/lma_netcdf/empty_grid.nc') + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma_stats.nc') + event_coord_names = { + 'event_longitude':'grid_longitude_edge', + 'event_latitude':'grid_latitude_edge', + 'event_altitude':'grid_altitude_edge', + 'event_time':'grid_time_edge', + } + binned_grid = assign_regular_bins(empty_grid, dataset, event_coord_names, append_indices=True) + truth = xr.open_dataset('tests/truth/lma_netcdf/binned_grid.nc') + + for var in truth.data_vars: + compare_dataarrays(binned_grid, truth, var) + + +def test_events_to_grid(): + """Test gridding lightning data""" + empty_grid = xr.open_dataset('tests/truth/lma_netcdf/empty_grid.nc') + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma_stats.nc') + event_coord_names = { + 'event_longitude':'grid_longitude_edge', + 'event_latitude':'grid_latitude_edge', + 'event_altitude':'grid_altitude_edge', + 'event_time':'grid_time_edge', + } + binned_grid = assign_regular_bins(empty_grid, dataset, event_coord_names, append_indices=True) + + grid_spatial_coords=('grid_time', 'grid_altitude', 'grid_latitude', 'grid_longitude') + event_spatial_vars = ('event_time', 'event_altitude', 'event_latitude', 'event_longitude') + + gridded_lma = events_to_grid(binned_grid, empty_grid, pixel_id_var='pixel_id', event_spatial_vars=event_spatial_vars, grid_spatial_coords=grid_spatial_coords) + + truth = xr.open_dataset('tests/truth/lma_netcdf/gridded_lma.nc') + + for var in truth.data_vars: + compare_dataarrays(gridded_lma, truth, var) diff --git a/tests/test_interactive.py b/tests/test_interactive.py new file mode 100644 index 0000000..cc88eb9 --- /dev/null +++ b/tests/test_interactive.py @@ -0,0 +1,14 @@ +import pytest +import xarray as xr +import datetime as dt +from pyxlma.plot.interactive import * + +@pytest.mark.mpl_image_compare +def test_interactive(): + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + buffer = 2.5 + xlim = (dataset.network_center_longitude.data-buffer, dataset.network_center_longitude.data+buffer) + ylim = (dataset.network_center_latitude.data-buffer, dataset.network_center_latitude.data+buffer) + zlim = (0, 20) + interact = InteractiveLMAPlot(dataset, clon=dataset.network_center_longitude, clat=dataset.network_center_latitude, xlim=xlim, ylim=ylim, zlim=zlim, plot_cmap='rainbow') + return interact.lma_plot.fig diff --git a/tests/test_intercept_rhi.py b/tests/test_intercept_rhi.py new file mode 100644 index 0000000..fa1ceaf --- /dev/null +++ b/tests/test_intercept_rhi.py @@ -0,0 +1,69 @@ +from pyxlma.lmalib import lma_intercept_rhi +from pyxlma.lmalib.io import read as lma_read +from datetime import timedelta +from os import listdir +import xarray as xr +import numpy as np + + +def test_intercept_rhi(): + """Test functionality of pyxlma.plot.lma_intercept_rhi""" + files_to_read = listdir('examples/data/') + files_to_read = ['examples/data/'+file for file in files_to_read] + dataset, start_date = lma_read.dataset(files_to_read) + lma_radar_range, lma_plane_distance, lma_arl, event_mask = lma_intercept_rhi.find_lma_points_near_rhi(dataset, 33.56, -101.81, 1600.0, 225, start_date+timedelta(seconds=30), distance_threshold=500, time_threshold=15) + lma_indices = np.flatnonzero(event_mask) + true_radar_range = np.array([-24314.95714263, -24255.42134556, -23947.00309296, -24201.07999466, + -24216.22494555, -24209.0779143 , -24252.54770026, -24196.90100367, + -24261.77984816, -24002.07311165, -23977.02349918, -23922.33835871, + -24061.79138268, -24063.22463418, -24095.4865483 , -23629.07408446, + -23711.71702149, -23815.42007446, -23801.22424582, -23811.93829348, + -23880.1053328 , -23787.41575292, -23714.05514112, -23753.40801102, + -23697.50367439, -23808.79529204, -23702.79936852, -23733.26491339, + -23654.19223296, -23639.08173578, -23684.40998865, -22516.2312817 , + -24956.31925763, -25087.31684706, -25278.91196761, -25284.01320286, + -25287.53041298, -25404.67473694, -25398.64205462, -25328.81651605, + -25326.06791898, -25236.99678994, -25662.94030104, -25703.02511737, + -25733.48865903, -25548.97709685, -25840.7709326 , -26074.465209 , + -26135.94920909, -25718.73533927, -26070.13443815, -25742.36675196, + -26088.72774852, -26150.28911721, -22628.68886763]) + true_plane_distance = np.array([476.82409578, 471.16428085, 324.56896919, 464.99685801, + 443.51557595, 420.92058199, 399.02641209, 300.20108514, + 330.2928808 , 284.48486544, 277.49727128, 228.24504655, + 101.86785646, 46.09758876, 159.49307647, 422.34413364, + 462.82523707, 479.04669236, 450.06522663, 495.67782222, + 458.62470004, 397.71230587, 322.04159886, 358.54206568, + 263.69453322, 215.27970084, 234.5031954 , 274.60201124, + 184.85941046, 153.78011609, 203.25043091, 141.91307406, + 291.47165215, 274.21197041, 378.27769326, 296.90514221, + 280.02141178, 354.41770628, 327.55116845, 385.75338378, + 177.16633758, 35.34312855, 287.23074474, 220.35513643, + 134.09140466, 13.21239026, 82.51552308, 6.20537471, + 46.62220121, 275.7219309 , 67.74536475, 254.6569667 , + 175.35763511, 190.40871913, 100.09991281]) + true_radar_arl = np.array([2427.10820635, 2622.80703538, 2642.20087632, 2740.2745904 , + 2930.63971071, 2752.31680521, 2927.29418501, 2859.50970951, + 3625.92759368, 2942.6473481 , 2931.8120999 , 2970.00909331, + 3111.63730722, 3062.02183736, 2859.75475096, 1394.13388557, + 3537.06953818, 3000.85787932, 2971.55268989, 3552.81355203, + 2836.86606787, 3226.92886031, 2460.49052586, 3200.61752493, + 2790.06678895, 2551.85152503, 2572.98642808, 3500.51837957, + 3063.97138001, 3031.9081397 , 3487.58191853, 6265.1033319 , + 2473.16902922, 2203.98364055, 2856.44738566, 2345.22649489, + 2515.22474203, 2635.02689176, 2923.88449116, 2959.58956895, + 2263.4423628 , 2731.91960772, 2772.38586661, 2878.88741945, + 2746.43494287, 2584.35605103, 2341.75645168, 2613.90859694, + 2919.30959546, 2614.69497102, 2473.25507194, 2782.82223582, + 2461.79799166, 2377.74468257, 7332.69246886]) + true_lma_ids = np.array([12731, 12733, 12734, 12736, 12741, 12743, 12745, 12752, 12756, + 12768, 12769, 12775, 12787, 12788, 12797, 12991, 13002, 13005, + 13006, 13007, 13008, 13009, 13010, 13011, 13012, 13013, 13015, + 13016, 13023, 13029, 13030, 13201, 13388, 13390, 13395, 13396, + 13397, 13399, 13402, 13405, 13408, 13409, 13411, 13412, 13415, + 13419, 13428, 13437, 13439, 13442, 13443, 13444, 13448, 13451, + 13556], dtype='uint64') + assert np.allclose(lma_radar_range, true_radar_range, atol=1e-3) + assert np.allclose(lma_plane_distance, true_plane_distance, atol=1e-3) + assert np.allclose(lma_arl, true_radar_arl, atol=1e-3) + assert np.all(lma_indices == true_lma_ids) + diff --git a/tests/test_io.py b/tests/test_io.py new file mode 100644 index 0000000..85e8d74 --- /dev/null +++ b/tests/test_io.py @@ -0,0 +1,62 @@ +"""Test functionality of pyxlma.lmalib.io""" + +from os import listdir +from datetime import datetime as dt +import xarray as xr +import pandas as pd +import numpy as np +from pyxlma.lmalib.io import read as lma_read +from tests.test_flash import compare_dataarrays + + +def test_read_mf_dataset(): + """Test reading of multiple .dat.gz files into a single lma dataset""" + files_to_read = listdir('examples/data/') + files_to_read = ['examples/data/'+file for file in files_to_read] + dataset, start_date = lma_read.dataset(files_to_read) + assert start_date == dt(2023, 12, 24, 0, 57, 1) + assert dataset == xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + + +def test_read_onefile_dataset(): + dataset, start_date = lma_read.dataset('examples/data/WTLMA_231224_005701_0001.dat.gz') + assert start_date == dt(2023, 12, 24, 0, 57, 1) + truth = xr.open_dataset('tests/truth/lma_netcdf/small_lma.nc') + for var in truth.data_vars: + compare_dataarrays(dataset, truth, var) + + +def test_read_nldn(): + dataset = lma_read.nldn('examples/network_samples/gld360enldnns_20231224_daily_v1_lit.raw') + truth = pd.DataFrame({ + 'latitude' : [33.582, 33.590, 33.585], + 'longitude' : [-101.881, -102.032, -101.872], + 'peak_current_kA' : [12.0, -9.0, -15.0], + 'multiplicity' : [0, 0, 0], + 'semimajor': [0.4, 0.2, 2.2], + 'semiminor': [0.2, 0.2, 1.5], + 'majorminorratio': [1.8, 1.0, 1.5], + 'ellipseangle' : [75, 3, 26], + 'chi2' : [0.8, 1.0, 2.1], + 'num_stations': [4, 5, 6], + 'type': ['IC', 'CG', 'IC'], + 'datetime' : [np.datetime64('2023-12-24T00:57:01.123456789'), np.datetime64('2023-12-24T00:57:31.987654321'), np.datetime64('2023-12-24T00:57:58.135792468')] + }) + assert dataset.equals(truth) + + +def test_read_entln(): + dataset = lma_read.entln('examples/network_samples/lxarchive_pulse20231224.csv') + truth = pd.DataFrame({ + 'type': ['IC', 'CG', 'IC'], + 'datetime' : [np.datetime64('2023-12-24T00:57:04.123456789'), np.datetime64('2023-12-24T00:57:26.987654321'), np.datetime64('2023-12-24T00:57:47.246813579')], + 'latitude' : [33.581914, 33.590077, 33.584480], + 'longitude' : [-101.880986, -102.032033, -101.871498], + 'peak_current_kA' : [12.345, 9.876, 15.79], + 'icheight' : [3014, 6028, 13591], + 'num_stations': [8, 7, 11], + 'ellipseangle' : [104., 99., 102.], + 'semimajor': [0.1855, 0.3465, 0.089], + 'semiminor': [0.029, 0.054, 0.031] + }) + assert dataset.equals(truth) diff --git a/tests/test_plot_feature.py b/tests/test_plot_feature.py new file mode 100644 index 0000000..9823f7f --- /dev/null +++ b/tests/test_plot_feature.py @@ -0,0 +1,52 @@ +from pyxlma.plot.xlma_plot_feature import * +import xarray as xr +import numpy as np +from datetime import datetime as dt + +def test_subset(): + lma = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + lon_subset, lat_subset, alt_subset, time_subset, selection = subset(lma.event_longitude.data, lma.event_latitude.data, lma.event_altitude.data, + lma.event_time.data, lma.event_chi2.data, lma.event_stations.data, + (-101.7, -101.4), (33.4, 34.8), (0, 3000), + (np.datetime64('2023-12-24T00:57:00'), np.datetime64('2023-12-24T00:57:10')), 1, 8) + assert np.allclose(lon_subset, np.array([-101.59106, -101.598236, -101.59939, -101.59875, -101.601425, -101.60555, -101.60554, -101.60838, -101.60368, -101.62052])) + assert np.allclose(lat_subset, np.array([33.68953, 33.684334, 33.68242, 33.67924, 33.678104, 33.676983, 33.675335, 33.677456, 33.67102, 33.666958])) + assert np.allclose(alt_subset, np.array([2974.67, 2986.99, 2936.03, 2920.17, 2797.01, 2933.09, 2659.97, 2886.72, 2716.22, 2943.72])) + assert np.allclose(time_subset.astype(float), np.array(['2023-12-24T00:57:07.731986515', '2023-12-24T00:57:07.800978747', '2023-12-24T00:57:07.803362858', '2023-12-24T00:57:07.805963963', + '2023-12-24T00:57:07.806720943', '2023-12-24T00:57:07.809493631', '2023-12-24T00:57:07.810448100', '2023-12-24T00:57:07.811465266', + '2023-12-24T00:57:07.814960674', '2023-12-24T00:57:07.826344209']).astype(np.datetime64).astype(float)) + assert np.sum(selection) == 10 + +def test_color_by_time_datetime_nolimit(): + some_datetimes = np.array([dt(2021, 4, 9, 1, 51, 0), dt(2021, 4, 9, 1, 52, 0), dt(2021, 4, 9, 1, 53, 0), dt(2021, 4, 9, 1, 54, 0), dt(2021, 4, 9, 1, 59, 0)]) + vmin, vmax, colors = color_by_time(some_datetimes) + assert vmin == 0 + assert vmax == 480 + assert np.allclose(colors, np.array([0, 60, 120, 180, 480])) + + +def test_color_by_time_datetime_limit(): + some_datetimes = np.array([dt(2021, 4, 9, 1, 51, 0), dt(2021, 4, 9, 1, 52, 0), dt(2021, 4, 9, 1, 53, 0), dt(2021, 4, 9, 1, 54, 0), dt(2021, 4, 9, 1, 59, 0)]) + limits = [dt(2021, 4, 9, 1, 50, 0), dt(2021, 4, 9, 2, 0, 0)] + vmin, vmax, colors = color_by_time(some_datetimes, limits) + assert vmin == 0 + assert vmax == 600 + assert np.allclose(colors, np.array([60, 120, 180, 240, 540])) + +def test_color_by_time_xarray(): + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + vmin, vmax, colors = color_by_time(dataset.event_time) + assert vmin == 0 + assert np.isclose(vmax, 57.943683385849) + assert np.isclose(np.mean(colors), 30.483982899376258) + assert np.isclose(np.std(colors), 17.25687093241869) + +def test_setup_hist(): + lma = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + alt_lon, alt_lat, alt_time, lat_lon = setup_hist(lma.event_longitude.data, lma.event_latitude.data, lma.event_altitude.data, + lma.event_time.data, 2, 2, 2, 2) + + assert np.allclose(alt_lon, np.array([[21082, 1], [0, 1]])) + assert np.allclose(alt_lat, np.array([[5, 21077], [1, 1]])) + assert np.allclose(alt_time, np.array([[9991, 1], [11091, 1]])) + assert np.allclose(lat_lon, np.array([[6, 21077], [0, 1]])) diff --git a/tests/test_xlma_plot.py b/tests/test_xlma_plot.py new file mode 100644 index 0000000..83ce099 --- /dev/null +++ b/tests/test_xlma_plot.py @@ -0,0 +1,13 @@ +import pytest +from pyxlma.plot.xlma import * +import xarray as xr +import datetime as dt +import pandas as pd + +@pytest.mark.mpl_image_compare +def test_xlma_plot(): + dataset = xr.open_dataset('tests/truth/lma_netcdf/lma.nc') + start_time = dt.datetime(2023, 12, 24, 0, 57, 0, 0) + print(pd.Series(dataset.event_time.data.flatten())) + xlma = XlmaPlot(dataset, 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