{ "cells": [ { "cell_type": "markdown", "id": "117d1e97-381d-4771-953a-30573739c4e9", "metadata": {}, "source": [ "# Blending Observations from TRACER using Py-ART\n", "\n", "The TRacking Aerosol Convection Interactions (TRACER) field experiment was a U.S. Department of Energy IOP with the goal of studying the lifecycle of convection over Houston as well as potential aerosol impacts on this lifecycle. Houston is uniquely suited for this kind of field experiment where seabreeze convection forms off of the coast of Houston in cleaner air conditions and then approaches the more polluted Houston region. For more information about the TRACER field experiment, click [here](https://www.arm.gov/research/campaigns/amf2021tracer).\n", "\n", "This post will show how to plot overlays of Texas A&M University Lightning Mapping Array data over GOES and ARM CSAPR2 data for a case of wildfire smoke entraining into developing convection sampled during July 12 and 13, 2022. In addition, we highlight a case that was tracked by CSAPR2 for 90 minutes on June 17, 2022. " ] }, { "cell_type": "markdown", "id": "429ee2c4-ddcd-4f8c-aae5-2041345d2264", "metadata": {}, "source": [ "## Imports" ] }, { "cell_type": "code", "execution_count": 87, "id": "4f5b03b8-ff33-4124-824a-eb1df07b6972", "metadata": {}, "outputs": [], "source": [ "import pyart\n", "import act\n", "import matplotlib.pyplot as plt\n", "import xarray as xr\n", "import numpy as np\n", "import s3fs\n", "import cartopy.crs as ccrs\n", "import pandas as pd\n", "\n", "from scipy.spatial import KDTree\n", "\n", "%matplotlib inline" ] }, { "cell_type": "markdown", "id": "3adeb7e8-0138-4f3a-9d48-06300b397323", "metadata": {}, "source": [ "# GOES data access\n", "\n", "All of the NOAA GOES satellite data are available on Amazon Web Services for download. Therefore, you can use the s3fs tool to download the required data. We will download band 13, which is the longwave infrared band of GOES. In order to only download the band 13 files, we will ensure that there is a \"C13\" in the filename as this denotes the band number for each file." ] }, { "cell_type": "code", "execution_count": 15, "id": "9d9e7920-e4d3-4403-8203-036d14ff0f67", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682001178_e20221682003562_c20221682004026.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682006178_e20221682008562_c20221682009028.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682011178_e20221682013562_c20221682014023.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682016178_e20221682018562_c20221682019019.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682021178_e20221682023563_c20221682024031.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682026178_e20221682028562_c20221682029025.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682031178_e20221682033562_c20221682034018.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682036178_e20221682038562_c20221682039022.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682041178_e20221682043562_c20221682044024.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682046178_e20221682048562_c20221682049023.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682051178_e20221682053562_c20221682054018.nc\n", "Downloading noaa-goes16/ABI-L1b-RadC/2022/168/20/OR_ABI-L1b-RadC-M6C13_G16_s20221682056178_e20221682058562_c20221682059029.nc\n" ] } ], "source": [ "# Use the anonymous credentials to access public data\n", "fs = s3fs.S3FileSystem(anon=True)\n", "\n", "day_no = 168 # Day number of year (here is June 17th, 16th on leap year)\n", "year = 2022\n", "hour = 20\n", "files = np.array(fs.ls(\"noaa-goes16/ABI-L1b-RadC/%d/%d/%02d/\" % (year, day_no, hour)))\n", "band = \"13\"\n", "for fi in files:\n", " if \"C13\" in fi:\n", " print(\"Downloading %s\" % fi)\n", " fs.get(fi, \"../data/\" + fi.split(\"/\")[-1])" ] }, { "cell_type": "code", "execution_count": 81, "id": "a49275e2-2a6f-4af3-8ad9-fbc39208617e", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.Dataset>\n",
       "Dimensions:                                           (y: 1500, x: 2500,\n",
       "                                                       number_of_time_bounds: 2,\n",
       "                                                       number_of_image_bounds: 2,\n",
       "                                                       band: 1,\n",
       "                                                       num_star_looks: 24)\n",
       "Coordinates:\n",
       "    t                                                 datetime64[ns] 2022-07-...\n",
       "  * y                                                 (y) float64 0.1282 ... ...\n",
       "  * x                                                 (x) float64 -0.1013 ......\n",
       "    y_image                                           float32 0.08624\n",
       "    x_image                                           float32 -0.03136\n",
       "    band_id                                           (band) int8 13\n",
       "    band_wavelength                                   (band) float32 10.33\n",
       "    t_star_look                                       (num_star_looks) datetime64[ns] ...\n",
       "    band_wavelength_star_look                         (num_star_looks) float32 ...\n",
       "Dimensions without coordinates: number_of_time_bounds, number_of_image_bounds,\n",
       "                                band, num_star_looks\n",
       "Data variables: (12/37)\n",
       "    Rad                                               (y, x) float32 ...\n",
       "    DQF                                               (y, x) float32 ...\n",
       "    time_bounds                                       (number_of_time_bounds) datetime64[ns] ...\n",
       "    goes_imager_projection                            int32 -2147483647\n",
       "    y_image_bounds                                    (number_of_image_bounds) float32 ...\n",
       "    x_image_bounds                                    (number_of_image_bounds) float32 ...\n",
       "    ...                                                ...\n",
       "    algorithm_dynamic_input_data_container            int32 -2147483647\n",
       "    processing_parm_version_container                 int32 -2147483647\n",
       "    algorithm_product_version_container               int32 -2147483647\n",
       "    star_id                                           (num_star_looks) float32 ...\n",
       "    channel_integration_time                          float64 336.0\n",
       "    channel_gain_field                                float64 0.0\n",
       "Attributes: (12/30)\n",
       "    naming_authority:          gov.nesdis.noaa\n",
       "    Conventions:               CF-1.7\n",
       "    standard_name_vocabulary:  CF Standard Name Table (v35, 20 July 2016)\n",
       "    institution:               DOC/NOAA/NESDIS > U.S. Department of Commerce,...\n",
       "    project:                   GOES\n",
       "    production_site:           WCDAS\n",
       "    ...                        ...\n",
       "    timeline_id:               ABI Mode 6\n",
       "    date_created:              2022-07-12T20:09:02.3Z\n",
       "    time_coverage_start:       2022-07-12T20:06:17.3Z\n",
       "    time_coverage_end:         2022-07-12T20:08:55.7Z\n",
       "    LUT_Filenames:             SpaceLookParams(FM1A_CDRL79RevP_PR_09_00_02)-6...\n",
       "    id:                        f45b564c-dcb9-498a-ac56-da80a1d735a5
" ], "text/plain": [ "\n", "Dimensions: (y: 1500, x: 2500,\n", " number_of_time_bounds: 2,\n", " number_of_image_bounds: 2,\n", " band: 1,\n", " num_star_looks: 24)\n", "Coordinates:\n", " t datetime64[ns] ...\n", " * y (y) float64 0.1282 ... ...\n", " * x (x) float64 -0.1013 ......\n", " y_image float32 ...\n", " x_image float32 ...\n", " band_id (band) int8 ...\n", " band_wavelength (band) float32 ...\n", " t_star_look (num_star_looks) datetime64[ns] ...\n", " band_wavelength_star_look (num_star_looks) float32 ...\n", "Dimensions without coordinates: number_of_time_bounds, number_of_image_bounds,\n", " band, num_star_looks\n", "Data variables: (12/37)\n", " Rad (y, x) float32 ...\n", " DQF (y, x) float32 ...\n", " time_bounds (number_of_time_bounds) datetime64[ns] ...\n", " goes_imager_projection int32 ...\n", " y_image_bounds (number_of_image_bounds) float32 ...\n", " x_image_bounds (number_of_image_bounds) float32 ...\n", " ... ...\n", " algorithm_dynamic_input_data_container int32 ...\n", " processing_parm_version_container int32 ...\n", " algorithm_product_version_container int32 ...\n", " star_id (num_star_looks) float32 ...\n", " channel_integration_time float64 ...\n", " channel_gain_field float64 ...\n", "Attributes: (12/30)\n", " naming_authority: gov.nesdis.noaa\n", " Conventions: CF-1.7\n", " standard_name_vocabulary: CF Standard Name Table (v35, 20 July 2016)\n", " institution: DOC/NOAA/NESDIS > U.S. Department of Commerce,...\n", " project: GOES\n", " production_site: WCDAS\n", " ... ...\n", " timeline_id: ABI Mode 6\n", " date_created: 2022-07-12T20:09:02.3Z\n", " time_coverage_start: 2022-07-12T20:06:17.3Z\n", " time_coverage_end: 2022-07-12T20:08:55.7Z\n", " LUT_Filenames: SpaceLookParams(FM1A_CDRL79RevP_PR_09_00_02)-6...\n", " id: f45b564c-dcb9-498a-ac56-da80a1d735a5" ] }, "execution_count": 81, "metadata": {}, "output_type": "execute_result" } ], "source": [ "goes_ds = xr.open_dataset(\n", " \"../data/OR_ABI-L1b-RadC-M6C13_G16_s20221932006173_e20221932008557_c20221932009023.nc\"\n", ")\n", "goes_ds" ] }, { "cell_type": "markdown", "id": "41cd102e-3489-444f-b5a9-25d7aa97905c", "metadata": {}, "source": [ "The following code in Python was created by the NOAA/NESDIS/STAR Aerosols and Atmospheric Composition Science Team to convert the GOES projection values to lat/lon coordinates that are more useful for selecting a sub-domain of GOES to plot. The original code used the netCDF4 library, so it was adapted to xarray by Bobby Jackson." ] }, { "cell_type": "code", "execution_count": 11, "id": "9b90edce-ab65-4370-aad4-7bbe1e61462f", "metadata": {}, "outputs": [], "source": [ "# Calculate latitude and longitude from GOES ABI fixed grid projection data\n", "# GOES ABI fixed grid projection is a map projection relative to the GOES satellite\n", "# Units: latitude in °N (°S < 0), longitude in °E (°W < 0)\n", "# See GOES-R Product User Guide (PUG) Volume 5 (L2 products) Section 4.2.8 for details & example of calculations\n", "# \"file_id\" is an ABI L1b or L2 .nc file opened using the netCDF4 library\n", "\n", "\n", "def calculate_degrees(file_id):\n", " # Read in GOES ABI fixed grid projection variables and constants\n", " x_coordinate_1d = file_id.variables[\"x\"][:] # E/W scanning angle in radians\n", " y_coordinate_1d = file_id.variables[\"y\"][:] # N/S elevation angle in radians\n", " projection_info = file_id.variables[\"goes_imager_projection\"]\n", " lon_origin = projection_info.attrs[\"longitude_of_projection_origin\"]\n", " H = (\n", " projection_info.attrs[\"perspective_point_height\"]\n", " + projection_info.attrs[\"semi_major_axis\"]\n", " )\n", " r_eq = projection_info.attrs[\"semi_major_axis\"]\n", " r_pol = projection_info.attrs[\"semi_minor_axis\"]\n", "\n", " # Create 2D coordinate matrices from 1D coordinate vectors\n", " x_coordinate_2d, y_coordinate_2d = np.meshgrid(x_coordinate_1d, y_coordinate_1d)\n", "\n", " # Equations to calculate latitude and longitude\n", " lambda_0 = (lon_origin * np.pi) / 180.0\n", " a_var = np.power(np.sin(x_coordinate_2d), 2.0) + (\n", " np.power(np.cos(x_coordinate_2d), 2.0)\n", " * (\n", " np.power(np.cos(y_coordinate_2d), 2.0)\n", " + (\n", " ((r_eq * r_eq) / (r_pol * r_pol))\n", " * np.power(np.sin(y_coordinate_2d), 2.0)\n", " )\n", " )\n", " )\n", " b_var = -2.0 * H * np.cos(x_coordinate_2d) * np.cos(y_coordinate_2d)\n", " c_var = (H**2.0) - (r_eq**2.0)\n", " r_s = (-1.0 * b_var - np.sqrt((b_var**2) - (4.0 * a_var * c_var))) / (2.0 * a_var)\n", " s_x = r_s * np.cos(x_coordinate_2d) * np.cos(y_coordinate_2d)\n", " s_y = -r_s * np.sin(x_coordinate_2d)\n", " s_z = r_s * np.cos(x_coordinate_2d) * np.sin(y_coordinate_2d)\n", "\n", " # Ignore numpy errors for sqrt of negative number; occurs for GOES-16 ABI CONUS sector data\n", " np.seterr(all=\"ignore\")\n", "\n", " abi_lat = (180.0 / np.pi) * (\n", " np.arctan(\n", " ((r_eq * r_eq) / (r_pol * r_pol))\n", " * ((s_z / np.sqrt(((H - s_x) * (H - s_x)) + (s_y * s_y))))\n", " )\n", " )\n", " abi_lon = (lambda_0 - np.arctan(s_y / (H - s_x))) * (180.0 / np.pi)\n", "\n", " return abi_lat, abi_lon" ] }, { "cell_type": "markdown", "id": "74d07be8-ed1c-44ed-a888-4082e1b69d80", "metadata": {}, "source": [ "Calculate the latitude and longitude coordinates of the GOES data and then crop the data to our region of interest: 25 to 35 $^{\\circ} N$ and 100 to 95 $^{\\circ} W$." ] }, { "cell_type": "code", "execution_count": 126, "id": "edf67c6a-4f3e-4b70-ad7d-85326d8d39ba", "metadata": {}, "outputs": [], "source": [ "lat, lon = calculate_degrees(goes_ds)\n", "lat = np.nan_to_num(lat, -9999)\n", "lon = np.nan_to_num(lon, -9999)\n", "lat_range = (25.0, 35.0)\n", "lon_range = (-100.0, -95.0)\n", "lat_min = lat.min(axis=1)\n", "lat_max = lat.max(axis=1)\n", "lat_min_bound = np.argmin(np.abs(lat_min - lat_range[0]))\n", "lat_max_bound = np.argmin(np.abs(lat_max - lat_range[1]))\n", "lon_min = lon.min(axis=0)\n", "lon_max = lon.max(axis=0)\n", "lon_min_bound = np.argmin(np.abs(lon_min - lon_range[0]))\n", "lon_max_bound = np.argmin(np.abs(lon_max - lon_range[1]))" ] }, { "cell_type": "markdown", "id": "2b3bdf22-def9-4317-9c30-d808a9ce8878", "metadata": {}, "source": [ "# CSAPR data access\n", "\n", "The a1-level CSAPR data are available for public use on [ARM Data Disovery](https://adc.arm.gov/discovery/). In addition, we can use the Atmospheric Community Toolkit to download the July 12 and 13 CSAPR data. The DOI for the CSAPR2 a1-level data is 10.5439/1467901, which if accessed will bring you to the download page on ARM Data Discovery.\n", "\n", "The first block of code below will look at the automated catalogue of CSAPR data created by Adam Theisen. This provides us with a view of what scanning mode the CSAPR was in for a given time period as well as the scanning geometry and precipitation coverage." ] }, { "cell_type": "code", "execution_count": 124, "id": "6b08da26-3d98-4062-b01c-bdf6ed896f53", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Unnamed: 0scan_modescan_nametemplate_nameazimuth_minazimuth_maxelevation_minelevation_maxrange_minrange_maxcell_azimuthcell_rangecell_zhngates_gt_0ngates_gt_10ngates_gt_30ngates_gt_50ngates_gt_10_5kmngates_gt40_5kmngates
time
2022-06-17 00:00:030rhirhihou-rhi-cell-track-05-deg303.74450303.744500.6372074.3835450.0109900.0NaNNaNNaN0000000
2022-06-17 00:06:091ppippihou-ppi-cell-track-05-deg297.59216307.633673.0212403.9880370.0109900.0297.910767700.030.9308665930300078
2022-06-17 00:06:402rhirhihou-rhi-cell-track-05-deg302.64587302.645870.6372074.3835450.0109900.0302.6458741800.0-0.7763330000002
2022-06-17 00:06:593rhirhihou-rhi-cell-track-05-deg302.55798302.590940.6372074.3835450.0109900.0NaNNaNNaN0000000
2022-06-17 00:07:184rhirhihou-rhi-cell-track-05-deg302.97546302.997440.6372074.3835450.0109900.0302.975464900.0-2.9721010000002
...............................................................
2022-06-17 23:39:462826rhirhihou-rhi-cell-track-10-deg301.48132301.503300.6481939.3823240.0109900.0301.50329662400.040.32758399098921001340995
2022-06-17 23:40:022827rhirhihou-rhi-cell-track-10-deg305.70007305.700070.6481939.4042970.0109900.0305.70007313600.029.037998126000020
2022-06-17 23:40:162828rhirhihou-rhi-cell-track-10-deg297.23510297.268070.6481939.3823240.0109900.0297.235107700.028.4591562825000034
2022-06-17 23:40:292829ppippihou-ppi-cell-track-10-deg296.08704306.161502.9992686.9982910.0109900.0300.64636259100.033.882927807783270630830
2022-06-17 23:40:542830rhirhihou-rhi-cell-track-10-deg301.05835301.080320.6481939.3823240.0109900.0301.05835062800.037.198204767767750760773
\n", "

2831 rows × 20 columns

\n", "
" ], "text/plain": [ " Unnamed: 0 scan_mode scan_name \\\n", "time \n", "2022-06-17 00:00:03 0 rhi rhi \n", "2022-06-17 00:06:09 1 ppi ppi \n", "2022-06-17 00:06:40 2 rhi rhi \n", "2022-06-17 00:06:59 3 rhi rhi \n", "2022-06-17 00:07:18 4 rhi rhi \n", "... ... ... ... \n", "2022-06-17 23:39:46 2826 rhi rhi \n", "2022-06-17 23:40:02 2827 rhi rhi \n", "2022-06-17 23:40:16 2828 rhi rhi \n", "2022-06-17 23:40:29 2829 ppi ppi \n", "2022-06-17 23:40:54 2830 rhi rhi \n", "\n", " template_name azimuth_min azimuth_max \\\n", "time \n", "2022-06-17 00:00:03 hou-rhi-cell-track-05-deg 303.74450 303.74450 \n", "2022-06-17 00:06:09 hou-ppi-cell-track-05-deg 297.59216 307.63367 \n", "2022-06-17 00:06:40 hou-rhi-cell-track-05-deg 302.64587 302.64587 \n", "2022-06-17 00:06:59 hou-rhi-cell-track-05-deg 302.55798 302.59094 \n", "2022-06-17 00:07:18 hou-rhi-cell-track-05-deg 302.97546 302.99744 \n", "... ... ... ... \n", "2022-06-17 23:39:46 hou-rhi-cell-track-10-deg 301.48132 301.50330 \n", "2022-06-17 23:40:02 hou-rhi-cell-track-10-deg 305.70007 305.70007 \n", "2022-06-17 23:40:16 hou-rhi-cell-track-10-deg 297.23510 297.26807 \n", "2022-06-17 23:40:29 hou-ppi-cell-track-10-deg 296.08704 306.16150 \n", "2022-06-17 23:40:54 hou-rhi-cell-track-10-deg 301.05835 301.08032 \n", "\n", " elevation_min elevation_max range_min range_max \\\n", "time \n", "2022-06-17 00:00:03 0.637207 4.383545 0.0 109900.0 \n", "2022-06-17 00:06:09 3.021240 3.988037 0.0 109900.0 \n", "2022-06-17 00:06:40 0.637207 4.383545 0.0 109900.0 \n", "2022-06-17 00:06:59 0.637207 4.383545 0.0 109900.0 \n", "2022-06-17 00:07:18 0.637207 4.383545 0.0 109900.0 \n", "... ... ... ... ... \n", "2022-06-17 23:39:46 0.648193 9.382324 0.0 109900.0 \n", "2022-06-17 23:40:02 0.648193 9.404297 0.0 109900.0 \n", "2022-06-17 23:40:16 0.648193 9.382324 0.0 109900.0 \n", "2022-06-17 23:40:29 2.999268 6.998291 0.0 109900.0 \n", "2022-06-17 23:40:54 0.648193 9.382324 0.0 109900.0 \n", "\n", " cell_azimuth cell_range cell_zh ngates_gt_0 \\\n", "time \n", "2022-06-17 00:00:03 NaN NaN NaN 0 \n", "2022-06-17 00:06:09 297.910767 700.0 30.930866 59 \n", "2022-06-17 00:06:40 302.645874 1800.0 -0.776333 0 \n", "2022-06-17 00:06:59 NaN NaN NaN 0 \n", "2022-06-17 00:07:18 302.975464 900.0 -2.972101 0 \n", "... ... ... ... ... \n", "2022-06-17 23:39:46 301.503296 62400.0 40.327583 990 \n", "2022-06-17 23:40:02 305.700073 13600.0 29.037998 12 \n", "2022-06-17 23:40:16 297.235107 700.0 28.459156 28 \n", "2022-06-17 23:40:29 300.646362 59100.0 33.882927 807 \n", "2022-06-17 23:40:54 301.058350 62800.0 37.198204 767 \n", "\n", " ngates_gt_10 ngates_gt_30 ngates_gt_50 \\\n", "time \n", "2022-06-17 00:00:03 0 0 0 \n", "2022-06-17 00:06:09 30 3 0 \n", "2022-06-17 00:06:40 0 0 0 \n", "2022-06-17 00:06:59 0 0 0 \n", "2022-06-17 00:07:18 0 0 0 \n", "... ... ... ... \n", "2022-06-17 23:39:46 989 210 0 \n", "2022-06-17 23:40:02 6 0 0 \n", "2022-06-17 23:40:16 25 0 0 \n", "2022-06-17 23:40:29 783 27 0 \n", "2022-06-17 23:40:54 767 75 0 \n", "\n", " ngates_gt_10_5km ngates_gt40_5km ngates \n", "time \n", "2022-06-17 00:00:03 0 0 0 \n", "2022-06-17 00:06:09 0 0 78 \n", "2022-06-17 00:06:40 0 0 2 \n", "2022-06-17 00:06:59 0 0 0 \n", "2022-06-17 00:07:18 0 0 2 \n", "... ... ... ... \n", "2022-06-17 23:39:46 134 0 995 \n", "2022-06-17 23:40:02 0 0 20 \n", "2022-06-17 23:40:16 0 0 34 \n", "2022-06-17 23:40:29 63 0 830 \n", "2022-06-17 23:40:54 76 0 773 \n", "\n", "[2831 rows x 20 columns]" ] }, "execution_count": 124, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cell_track_info = pd.read_csv(\n", " \"https://raw.githubusercontent.com/AdamTheisen/cell-track-stats/main/data/houcsapr.20220617.csv\",\n", " index_col=[\"time\"],\n", " parse_dates=True,\n", ")\n", "cell_track_info" ] }, { "cell_type": "markdown", "id": "cc4025b7-f825-4187-9406-583f85988723", "metadata": {}, "source": [ "For this notebook we are interested in the time periods where the CSAPR was scanning in PPI mode. For this entire time period, the CSAPR was in cell-tracking mode, meaning that it was focused on a single convective cell in the Houston region. This scanning strategy will have a much more frequent scans over a smaller area covered by a single convective cell and is designed to track the lifecycle of a convective cell." ] }, { "cell_type": "code", "execution_count": 129, "id": "47e7964a-eb1e-4905-ae84-eec66ba2e388", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "All PPI scan times between 20 UTC and 21 UTC:\n", "2022-06-17 20:00:07\n", "2022-06-17 20:00:51\n", "2022-06-17 20:01:34\n", "2022-06-17 20:02:17\n", "2022-06-17 20:03:05\n", "2022-06-17 20:03:48\n", "2022-06-17 20:04:31\n", "2022-06-17 20:05:22\n", "2022-06-17 20:06:08\n", "2022-06-17 20:06:59\n", "2022-06-17 20:07:43\n", "2022-06-17 20:08:29\n", "2022-06-17 20:09:15\n", "2022-06-17 20:09:56\n", "2022-06-17 20:10:53\n", "2022-06-17 20:11:39\n", "2022-06-17 20:14:24\n", "2022-06-17 20:16:25\n", "2022-06-17 20:18:27\n", "2022-06-17 20:20:25\n", "2022-06-17 20:22:31\n", "2022-06-17 20:24:30\n", "2022-06-17 20:26:31\n", "2022-06-17 20:28:30\n", "2022-06-17 20:30:31\n", "2022-06-17 20:32:29\n", "2022-06-17 20:34:30\n", "2022-06-17 20:36:30\n", "2022-06-17 20:38:31\n", "2022-06-17 20:40:32\n", "2022-06-17 20:42:33\n", "2022-06-17 20:44:31\n", "2022-06-17 20:46:31\n", "2022-06-17 20:48:25\n", "2022-06-17 20:50:27\n", "2022-06-17 20:52:21\n", "2022-06-17 20:54:20\n", "2022-06-17 20:56:22\n", "2022-06-17 20:57:51\n", "2022-06-17 20:59:19\n" ] } ], "source": [ "start_hour = 20\n", "end_hour = 21\n", "print(\"All PPI scan times between %d UTC and %d UTC:\" % (start_hour, end_hour))\n", "for index in cell_track_info.index:\n", " if index.hour >= 20 and index.hour < end_hour:\n", " if cell_track_info.loc[index].scan_mode == \"ppi\":\n", " print(index)" ] }, { "cell_type": "code", "execution_count": 78, "id": "25555a58-276a-4a32-86a2-5db39bfb28f8", "metadata": {}, "outputs": [], "source": [ "csapr = pyart.io.read(\n", " \"/Users/rjackson/TRACER-PAWS-NEXRAD-LMA/data/houcsapr2cfrS2.a1.20220712.200714.nc\"\n", ")" ] }, { "cell_type": "markdown", "id": "d321f2e7-1ada-4329-bddf-da72199b1ef3", "metadata": {}, "source": [ "## Load LMA Flash data\n", "\n", "Here we load the data from the Houston Lightning Mapping Array. The data are in standard netCDF format that is easily read by xarray.\n", "The data are currently available for order at https://data.eol.ucar.edu/cgi-bin/codiac/fgr_form/id=100.016. Both the flash density data and locations of each flash are stored in the file." ] }, { "cell_type": "code", "execution_count": 127, "id": "1501c0f4-af9d-4145-9013-9afe2c062c77", "metadata": {}, "outputs": [], "source": [ "lma_ds = xr.open_dataset(\n", " \"/Users/rjackson/TRACER-PAWS-NEXRAD-LMA/data/LYLOUT_220712_000000_86400_map500m.nc\"\n", ")" ] }, { "cell_type": "markdown", "id": "e6a057a2-6f13-4b00-9d1e-47a0aff85f30", "metadata": {}, "source": [ "## June 17th case\n", "\n", "This is a case of a storm that was tracked by CSAPR for about 90 minutes during the afternoon of June 17th 2022. We will use the same code from above to plot the radar/LMA overlays over the GOES IR radiance data for this case. This first block of code combines the above code to load and subset all of the necessary data for the overlays." ] }, { "cell_type": "code", "execution_count": 83, "id": "4b8fc474-36e8-4cc0-9162-be7ad2c163a6", "metadata": {}, "outputs": [], "source": [ "goes_ds = xr.open_dataset(\n", " \"../data/OR_ABI-L1b-RadC-M6C13_G16_s20221682056178_e20221682058562_c20221682059029.nc\"\n", ")\n", "csapr = pyart.io.read(\n", " \"/Users/rjackson/TRACER-PAWS-NEXRAD-LMA/data/houcsapr2cfrS2.a1.20220617.203229.nc\"\n", ")\n", "lma_ds = xr.open_dataset(\n", " \"/Users/rjackson/TRACER-PAWS-NEXRAD-LMA/data/LYLOUT_220617_000000_86400_map500m.nc\"\n", ")\n", "lma_ds\n", "lat, lon = calculate_degrees(goes_ds)\n", "lat = np.nan_to_num(lat, -9999)\n", "lon = np.nan_to_num(lon, -9999)\n", "lat_range = (25.0, 35.0)\n", "lon_range = (-100.0, -95.0)\n", "lat_min = lat.min(axis=1)\n", "lat_max = lat.max(axis=1)\n", "lat_min_bound = np.argmin(np.abs(lat_min - lat_range[0]))\n", "lat_max_bound = np.argmin(np.abs(lat_max - lat_range[1]))\n", "lon_min = lon.min(axis=0)\n", "lon_max = lon.max(axis=0)\n", "lon_min_bound = np.argmin(np.abs(lon_min - lon_range[0]))\n", "lon_max_bound = np.argmin(np.abs(lon_max - lon_range[1]))" ] }, { "cell_type": "markdown", "id": "8b2257bc-45d4-4797-92cc-f146c2f18636", "metadata": {}, "source": [ "Here, we use cartopy to plot the GOES/LMA data and then the RadarMapDisplay object to overlay the radar data on top of the GOES/LMA data." ] }, { "cell_type": "code", "execution_count": 110, "id": "908b4bc9-f6b5-4d3a-b47a-e80141972e86", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "<>:14: DeprecationWarning: invalid escape sequence '\\ '\n", "<>:14: DeprecationWarning: invalid escape sequence '\\ '\n", "/var/folders/xf/43jvg_v90fx7z1sj2j1v8h0w0000gn/T/ipykernel_41252/2371313213.py:14: DeprecationWarning: invalid escape sequence '\\ '\n", " plt.colorbar(c, label='GOES IR Radiance [W $m^{-2}\\ sr^{-1}]$')\n", "/Users/rjackson/opt/anaconda3/envs/pyart_env2/lib/python3.10/site-packages/cartopy/mpl/gridliner.py:451: UserWarning: The .xlabels_top attribute is deprecated. Please use .top_labels to toggle visibility instead.\n", " warnings.warn('The .xlabels_top attribute is deprecated. Please '\n", "/Users/rjackson/opt/anaconda3/envs/pyart_env2/lib/python3.10/site-packages/cartopy/mpl/gridliner.py:487: UserWarning: The .ylabels_right attribute is deprecated. Please use .right_labels to toggle visibility instead.\n", " warnings.warn('The .ylabels_right attribute is deprecated. Please '\n" ] }, { "data": { "text/plain": [ "(28.5, 30.25)" ] }, "execution_count": 110, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 1, subplot_kw=dict(projection=ccrs.PlateCarree()))\n", "Rad = goes_ds.Rad.values[lat_max_bound:lat_min_bound, lon_max_bound:lon_min_bound]\n", "gatefilter = pyart.filters.GateFilter(csapr)\n", "gatefilter.exclude_below(\"normalized_coherent_power\", 0.50)\n", "\n", "disp = pyart.graph.RadarMapDisplay(csapr)\n", "c = ax.pcolormesh(\n", " lon[lat_max_bound:lat_min_bound, lon_max_bound:lon_min_bound],\n", " lat[lat_max_bound:lat_min_bound, lon_max_bound:lon_min_bound],\n", " Rad,\n", " cmap=\"binary\",\n", " vmin=0,\n", " vmax=150,\n", ")\n", "disp.plot_ppi_map(\n", " \"reflectivity\", gatefilter=gatefilter, ax=ax, sweep=1, vmin=-10, vmax=60\n", ")\n", "\n", "plt.colorbar(c, label=\"GOES IR Radiance [W $m^{-2}\\ sr^{-1}]$\")\n", "\n", "flash_times = np.squeeze(\n", " np.argwhere(\n", " np.logical_and(\n", " lma_ds.flash_time_start.values > np.datetime64(\"2022-06-17T20:31:00\"),\n", " lma_ds.flash_time_start.values < np.datetime64(\"2022-06-17T20:33:00\"),\n", " )\n", " )\n", ")\n", "\n", "ax.scatter(\n", " lma_ds.flash_center_longitude[flash_times],\n", " lma_ds.flash_center_latitude[flash_times],\n", " marker=\"+\",\n", ")\n", "ax.coastlines()\n", "ax.set_xlim([-96, -94.25])\n", "ax.set_ylim([28.5, 30.25])" ] }, { "cell_type": "markdown", "id": "3819553e-2fde-4b7a-83a6-30e2f6ff1225", "metadata": {}, "source": [ "## June 17 RHI\n", "\n", "We are also interested in the Range-Height Indicator scans provided by CSAPR2 as this cell evolves. The RHI scans will provide a vertical-cross section of the microphysical properties of the storm as it evolves. Finally, this block of code will plot the altitudes and locations of each lightning strike overlaid over the RHI scan. SciPy's KDTree is used to find the nearest neighbors between the LMA lightning strike locations and the latitude and longitude locations of each gate in the RHI. After the nearest neighbors are found this provides us the altitude and range where the approximate location of the lightning strike would be. " ] }, { "cell_type": "code", "execution_count": 123, "id": "cd25bdab-7633-4975-b1ae-619921c381cf", "metadata": { "tags": [] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "(51,)\n" ] }, { "data": { "text/plain": [ "(0.0, 15.0)" ] }, "execution_count": 123, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "csapr_rhi = pyart.io.read(\n", " \"/Users/rjackson/TRACER-PAWS-NEXRAD-LMA/data/houcsapr2cfrS2.a1.20220617.203012.nc\"\n", ")\n", "gatefilter = pyart.filters.GateFilter(csapr_rhi)\n", "gatefilter.exclude_below(\"normalized_coherent_power\", 0.50)\n", "\n", "flash_times = np.squeeze(\n", " np.argwhere(\n", " np.logical_and(\n", " lma_ds.flash_time_start.values > np.datetime64(\"2022-06-17T20:30:00\"),\n", " lma_ds.flash_time_start.values < np.datetime64(\"2022-06-17T20:31:00\"),\n", " )\n", " )\n", ")\n", "flash_alts = lma_ds.flash_init_altitude[flash_times]\n", "flash_lons = lma_ds.flash_init_longitude[flash_times]\n", "flash_lats = lma_ds.flash_init_latitude[flash_times]\n", "rhi_lons = csapr_rhi.gate_longitude[\"data\"].flatten()\n", "rhi_lats = csapr_rhi.gate_latitude[\"data\"].flatten()\n", "rhi_alts = csapr_rhi.gate_altitude[\"data\"].flatten()\n", "\n", "kdtree_data = np.stack([rhi_lons, rhi_lats], axis=1)\n", "kdtree = KDTree(kdtree_data)\n", "inp_data = np.stack([flash_lons, flash_lats], axis=1)\n", "dist, where_in_rhi = kdtree.query(inp_data)\n", "\n", "flash_ranges = csapr_rhi.range[\"data\"][where_in_rhi % csapr_rhi.ngates]\n", "disp = pyart.graph.RadarMapDisplay(csapr_rhi)\n", "disp.plot_rhi(\"reflectivity\", gatefilter=gatefilter)\n", "print(flash_alts.shape)\n", "plt.scatter(flash_ranges / 1e3, flash_alts / 1e3, marker=\"+\")\n", "plt.xlim([0, 30])\n", "plt.ylim([0, 15])" ] } ], "metadata": { "author": "Bobby Jackson", "date": "2022-10-21", "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": "3.10.8 (main, Oct 13 2022, 09:48:40) [Clang 14.0.0 (clang-1400.0.29.102)]" }, "tags": "TRACER,cloud,aerosol,radar", "title": "Blending Observations from TRACER using Py-ART", "vscode": { "interpreter": { "hash": "b0fa6594d8f4cbf19f97940f81e996739fb7646882a419484c72d19e05852a7e" } } }, "nbformat": 4, "nbformat_minor": 5 }