{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Visualize and Analyze Data\n", "\n", "This notebook will explore the data we downloaded in the `Customize and Access Data` notebook to fulfill the final objective of this tutorial: \n", "\n", "* Interact with ICESat-2 and MODIS data using basic Python science libraries to visualize, filter, and plot concurrent data.\n", "\n", "We will perform the following steps:\n", "\n", "1. Read in ATL07 and ATL10 data and apply time conversion\n", "3. Read in MOD29 data and apply scale factor \n", "4. Overlay ATL07 data over MOD29\n", "5. Extract MOD29 Ice Surface Temperature (IST) values along ATL07 height values\n", "6. Plot MOD29 IST and ATL07 heights\n", "7. Plot ATL07 and ATL10 and compare ATL10 coverage with ATL07 quality variables\n", " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Import packages" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "from collections import defaultdict\n", "import h5py\n", "import xarray as xr\n", "import pyproj\n", "import pandas as pd\n", "import pyresample as prs\n", "from matplotlib import pyplot as plt\n", "import numpy as np\n", "# to make sure we find the shell from ! cells\n", "import os\n", "os.environ[\"PATH\"] += os.pathsep + os.pathsep.join(['/bin', '/bin/bash'])\n", "\n", "# Helper functions\n", "import tutorial_helper_functions as fn\n", "\n", "#Allows plots to be rendered in notebook\n", "%matplotlib inline" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "During the live tutorial in 2019, we temporarily staged data on Amazon Web Services (AWS). Those commands are copied below for reference. Alternatively, we can access all of the granules needed for this tutorial using the `Data access for all datasets` notebook located in this folder. \n", "\n", "```bash\n", "!aws --no-sign-request s3 cp s3://YOUR_BUCKET/ ./Outputs --recursive\n", "```\n", "If you have data on a S3 bucket you need to download it with:\n", "\n", "```bash \n", "!aws --no-sign-request --region=YOUR-REGION s3 sync s3://YOUR-BUCKET/PATH Outputs\n", "```\n", "\n", "\n", "This notebook will work with 2 granules from ATL07 and ATL10 for the same segment, along with a granule from the MODIS/Terra Sea Ice Extent 5-Min L2 Swath 1km dataset (MOD29)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Read in ATL07 and ATL10 and apply time conversion" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will be focusing on two packages to read in our data:\n", "\n", "* [Pandas DataFrame](https://pandas.pydata.org/pandas-docs/stable/getting_started/overview.html)\n", " * Pandas is built on top of NumPy and provides easy to work with data structures. The pandas dataframe is a 2-D tabular data structure with labeled axes. \n", "* [Xarray](http://xarray.pydata.org/en/stable/index.html)\n", " * Designed for multidimensional data. Xarray introduces labels in the form of dimensions, coordinates and attributes on top of raw NumPy-like arrays. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load ATL07 and ATL10 granules into dataframes\n", "\n", "We will start by defining variables to extract and combine as a single dataframe:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "VARIABLES = {\n", " 'ATL07': [\n", " '/gt1l/sea_ice_segments/delta_time',\n", " '/gt1l/sea_ice_segments/latitude',\n", " '/gt1l/sea_ice_segments/longitude',\n", " '/gt1l/sea_ice_segments/heights/height_segment_confidence',\n", " '/gt1l/sea_ice_segments/heights/height_segment_height',\n", " '/gt1l/sea_ice_segments/heights/height_segment_quality',\n", " '/gt1l/sea_ice_segments/heights/height_segment_surface_error_est',\n", " '/gt1l/sea_ice_segments/heights/height_segment_length_seg',\n", " '/gt2l/sea_ice_segments/delta_time',\n", " '/gt2l/sea_ice_segments/latitude',\n", " '/gt2l/sea_ice_segments/longitude',\n", " '/gt2l/sea_ice_segments/heights/height_segment_confidence',\n", " '/gt2l/sea_ice_segments/heights/height_segment_height',\n", " '/gt2l/sea_ice_segments/heights/height_segment_quality',\n", " '/gt2l/sea_ice_segments/heights/height_segment_surface_error_est',\n", " '/gt2l/sea_ice_segments/heights/height_segment_length_seg',\n", " '/gt3l/sea_ice_segments/delta_time',\n", " '/gt3l/sea_ice_segments/latitude',\n", " '/gt3l/sea_ice_segments/longitude',\n", " '/gt3l/sea_ice_segments/heights/height_segment_confidence',\n", " '/gt3l/sea_ice_segments/heights/height_segment_height',\n", " '/gt3l/sea_ice_segments/heights/height_segment_quality',\n", " '/gt3l/sea_ice_segments/heights/height_segment_surface_error_est',\n", " '/gt3l/sea_ice_segments/heights/height_segment_length_seg'],\n", " 'ATL10': [\n", " '/gt1l/freeboard_beam_segment/beam_freeboard/delta_time',\n", " '/gt1l/freeboard_beam_segment/beam_freeboard/latitude',\n", " '/gt1l/freeboard_beam_segment/beam_freeboard/longitude',\n", " '/gt1l/freeboard_beam_segment/beam_freeboard/beam_fb_confidence',\n", " '/gt1l/freeboard_beam_segment/beam_freeboard/beam_fb_quality_flag',\n", " '/gt1l/freeboard_beam_segment/beam_freeboard/beam_fb_height',\n", " '/gt2l/freeboard_beam_segment/beam_freeboard/delta_time',\n", " '/gt2l/freeboard_beam_segment/beam_freeboard/latitude',\n", " '/gt2l/freeboard_beam_segment/beam_freeboard/longitude',\n", " '/gt2l/freeboard_beam_segment/beam_freeboard/beam_fb_confidence',\n", " '/gt2l/freeboard_beam_segment/beam_freeboard/beam_fb_quality_flag',\n", " '/gt2l/freeboard_beam_segment/beam_freeboard/beam_fb_height',\n", " '/gt3l/freeboard_beam_segment/beam_freeboard/delta_time',\n", " '/gt3l/freeboard_beam_segment/beam_freeboard/latitude',\n", " '/gt3l/freeboard_beam_segment/beam_freeboard/longitude',\n", " '/gt3l/freeboard_beam_segment/beam_freeboard/beam_fb_confidence',\n", " '/gt3l/freeboard_beam_segment/beam_freeboard/beam_fb_quality_flag',\n", " '/gt3l/freeboard_beam_segment/beam_freeboard/beam_fb_height'\n", " ]\n", "}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### We will use the `load_icesat2_as_dataframe` function from our functions module to load points from our ATL07 and ATL10 files: " ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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beamdelta_timeheight_segment_confidenceheight_segment_heightheight_segment_length_segheight_segment_qualityheight_segment_surface_error_estlatitudelongitudefilename
0gt2l3.857279e+070.009128-0.13878714.24570010.01834279.999978152.056408processed_ATL07-01_20190323101341_12980201_005...
1gt2l3.857279e+070.008960-0.03651213.63393310.01802379.999917152.056303processed_ATL07-01_20190323101341_12980201_005...
2gt2l3.857279e+070.014540-0.04663812.92972510.02047079.999865152.056214processed_ATL07-01_20190323101341_12980201_005...
3gt2l3.857279e+070.0088030.03655412.92965410.02736179.999813152.056125processed_ATL07-01_20190323101341_12980201_005...
4gt2l3.857279e+070.0082710.32841011.59219310.02859379.999766152.056044processed_ATL07-01_20190323101341_12980201_005...
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" ], "text/plain": [ " beam delta_time height_segment_confidence height_segment_height \\\n", "0 gt2l 3.857279e+07 0.009128 -0.138787 \n", "1 gt2l 3.857279e+07 0.008960 -0.036512 \n", "2 gt2l 3.857279e+07 0.014540 -0.046638 \n", "3 gt2l 3.857279e+07 0.008803 0.036554 \n", "4 gt2l 3.857279e+07 0.008271 0.328410 \n", "\n", " height_segment_length_seg height_segment_quality \\\n", "0 14.245700 1 \n", "1 13.633933 1 \n", "2 12.929725 1 \n", "3 12.929654 1 \n", "4 11.592193 1 \n", "\n", " height_segment_surface_error_est latitude longitude \\\n", "0 0.018342 79.999978 152.056408 \n", "1 0.018023 79.999917 152.056303 \n", "2 0.020470 79.999865 152.056214 \n", "3 0.027361 79.999813 152.056125 \n", "4 0.028593 79.999766 152.056044 \n", "\n", " filename \n", "0 processed_ATL07-01_20190323101341_12980201_005... \n", "1 processed_ATL07-01_20190323101341_12980201_005... \n", "2 processed_ATL07-01_20190323101341_12980201_005... \n", "3 processed_ATL07-01_20190323101341_12980201_005... \n", "4 processed_ATL07-01_20190323101341_12980201_005... " ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Load ATL07 files\n", "atl07_1298 = fn.load_icesat2_as_dataframe('./Outputs/processed_ATL07-01_20190323101341_12980201_005_01.h5', VARIABLES)\n", "atl07_1305 = fn.load_icesat2_as_dataframe('./Outputs/processed_ATL07-01_20190323211343_13050201_005_01.h5', VARIABLES)\n", "atl07 = pd.concat([atl07_1298,atl07_1305]) #concatenate dataframes to use in plot below\n", "\n", "# Load single ATL10 file to compare with ATL07\n", "atl10_1305 = fn.load_icesat2_as_dataframe('./Outputs/processed_ATL10-01_20190323211343_13050201_005_02.h5', VARIABLES)\n", "\n", "atl07_1298.head() # Print head of dataframe " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Convert ATL07 'delta_time' to utc datetime values" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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beamdelta_timeheight_segment_confidenceheight_segment_heightheight_segment_length_segheight_segment_qualityheight_segment_surface_error_estlatitudelongitudefilenameutc_datetime
0gt2l3.857279e+070.009128-0.13878714.24570010.01834279.999978152.056408processed_ATL07-01_20190323101341_12980201_005...2019-03-23 10:39:50.933426
1gt2l3.857279e+070.008960-0.03651213.63393310.01802379.999917152.056303processed_ATL07-01_20190323101341_12980201_005...2019-03-23 10:39:50.934481
2gt2l3.857279e+070.014540-0.04663812.92972510.02047079.999865152.056214processed_ATL07-01_20190323101341_12980201_005...2019-03-23 10:39:50.935380
3gt2l3.857279e+070.0088030.03655412.92965410.02736179.999813152.056125processed_ATL07-01_20190323101341_12980201_005...2019-03-23 10:39:50.936269
4gt2l3.857279e+070.0082710.32841011.59219310.02859379.999766152.056044processed_ATL07-01_20190323101341_12980201_005...2019-03-23 10:39:50.937079
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" ], "text/plain": [ " beam delta_time height_segment_confidence height_segment_height \\\n", "0 gt2l 3.857279e+07 0.009128 -0.138787 \n", "1 gt2l 3.857279e+07 0.008960 -0.036512 \n", "2 gt2l 3.857279e+07 0.014540 -0.046638 \n", "3 gt2l 3.857279e+07 0.008803 0.036554 \n", "4 gt2l 3.857279e+07 0.008271 0.328410 \n", "\n", " height_segment_length_seg height_segment_quality \\\n", "0 14.245700 1 \n", "1 13.633933 1 \n", "2 12.929725 1 \n", "3 12.929654 1 \n", "4 11.592193 1 \n", "\n", " height_segment_surface_error_est latitude longitude \\\n", "0 0.018342 79.999978 152.056408 \n", "1 0.018023 79.999917 152.056303 \n", "2 0.020470 79.999865 152.056214 \n", "3 0.027361 79.999813 152.056125 \n", "4 0.028593 79.999766 152.056044 \n", "\n", " filename \\\n", "0 processed_ATL07-01_20190323101341_12980201_005... \n", "1 processed_ATL07-01_20190323101341_12980201_005... \n", "2 processed_ATL07-01_20190323101341_12980201_005... \n", "3 processed_ATL07-01_20190323101341_12980201_005... \n", "4 processed_ATL07-01_20190323101341_12980201_005... \n", "\n", " utc_datetime \n", "0 2019-03-23 10:39:50.933426 \n", "1 2019-03-23 10:39:50.934481 \n", "2 2019-03-23 10:39:50.935380 \n", "3 2019-03-23 10:39:50.936269 \n", "4 2019-03-23 10:39:50.937079 " ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data_granules = [atl07_1298, atl07_1305, atl10_1305] # Create list of each dataframe\n", "\n", "for df in data_granules:\n", " df['utc_datetime'] = df['delta_time'].apply(fn.convert_delta_time)\n", " df = df.sort_values(by=['beam', 'utc_datetime'])\n", "\n", "data_granules[0].head() # View the head of the first dataframe in list: atl07_1298" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Read in MODIS Ice Surface Temperature file and apply scale factor\n", "\n", "There were 13 granules returned over our time and area of interest. We can use Earthdata Search to easily visualize the coverage of each granule:\n", "[MODIS Earthdata Search result](https://search.earthdata.nasa.gov/search/granules?p=C1000001160-NSIDC_ECS&q=mod29&sb=140%2C72%2C153%2C80&m=80.14349326047419!-42.27686414753069!0!0!0!0%2C2&qt=2019-03-23T00%3A00%3A00.000Z%2C2019-03-23T23%3A59%3A59.999Z&tl=1557787959!4!)\n", "\n", "Let's choose a single MODIS granule to be used in our analysis below. \n", "\n", "Out of the 13 returned, these all have full coverage over our study area:\n", "\n", "* MOD29.A2019082.0810.006.2019082191746.hdf\n", "* MOD29.A2019082.0630.006.2019082191633.hdf\n", "* MOD29.A2019082.0455.006.2019082132032.hdf\n", "* MOD29.A2019082.0945.006.2019082191513.hdf\n", "\n", "And after viewing the browse images, this looks to have the best data coverage:\n", "\n", "* MOD29.A2019082.0140.006.2019082132036.hdf\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load the MOD29 file into xarray and list variables of file" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['Latitude',\n", " 'Longitude',\n", " 'Sea_Ice_by_Reflectance',\n", " 'Sea_Ice_by_Reflectance_Pixel_QA',\n", " 'Ice_Surface_Temperature',\n", " 'Ice_Surface_Temperature_Pixel_QA']" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "filepath = './Outputs/MOD29_A2019082_0140_061_2020290152422_HEGOUT.hdf' # Define local filepath \n", "\n", "mod29 = xr.open_dataset(filepath, engine=\"netcdf4\")\n", "list(mod29.variables)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Convert calibrated data to Kelvin\n", "\n", "Before we plot the ATL07 heights over MODIS IST, we need to convert the Ice_Surface_Temperature values to kelvin. According to the [MOD29 User Guide](https://nsidc.org/data/mod29#title11) the Ice_Surface_Temperature (IST) values are stored as calibrated data. To convert to kelvin, use scale_factor = 0.01 and add_offset = 0.0 in the following equation:\n", "\n", "IST = scale_factor × (calibrated data - add_offset)\n", "\n", "The valid range for ISTs is 210 K to 313.20 K.\n", "\n", "Let's apply this conversion to our xarray:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "mod29['Ice_Surface_Temperature'] = mod29['Ice_Surface_Temperature']*(0.01) # Apply calibrated data to kelvin conversion" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Visualize ICESat-2 height values over MODIS Ice Surface Temperature\n", "\n", "We can visualize the ICESat-2 track locations and height values overlayed with MODIS Ice Surface Temperature. We should see higher ATL07 heights along fast ice, with lower heights over thin ice and then increasing height over drift ice. We are using the Matplotlib `pcolormesh` function to plot our MOD29 xarray as a 2D array. The ATL07 locations are plotted as a scatter plot. " ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.subplots(figsize=(10,5)) # set size\n", "plt.pcolormesh(mod29.Longitude, mod29.Latitude, mod29.Ice_Surface_Temperature, vmin=240, vmax=270, cmap='viridis') # Set range to valid IST values\n", "plt.colorbar(label='MOD29 IST (K)')\n", "plt.scatter(atl07.longitude, atl07.latitude,\n", " c=atl07.height_segment_height, vmax=1.5,\n", " cmap='Reds', alpha=0.6, s=1) \n", "plt.colorbar(label='ATL07 Height (m)')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Extract MODIS IST values along the ICESat-2 tracks\n", "\n", "Now that we've visually inspected height and IST values, let's do some analysis. We will now extract MODIS IST values at each ATL07 point. We'll focus on the 1305 track from here on out. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Interpolating MOD29 onto ICESat-2 points\n", "\n", "To easily interpolate MOD29 to ICESat-2 points, we can use the `pyresample` library. The `radius_of_influence` parameter determines maximum radius to look for nearest neighbor interpolation." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# Define lat lon swath geometry used for interpolation\n", "icesat2_geometry_atl07_1305 = prs.geometry.SwathDefinition(lons=atl07_1305['longitude'], lats=atl07_1305['latitude'])\n", "icesat2_geometry_atl10_1305 = prs.geometry.SwathDefinition(lons=atl10_1305['longitude'], lats=atl10_1305['latitude'])\n", "mod29_geometry = prs.geometry.SwathDefinition(lons=mod29['Longitude'], lats=mod29['Latitude'])\n", "\n", "# Add IST values to each pandas dataframe\n", "atl07_1305['mod29_ice_surface_temperature'] = prs.kd_tree.resample_nearest(mod29_geometry, mod29['Ice_Surface_Temperature'].values, icesat2_geometry_atl07_1305, radius_of_influence=1000, fill_value=np.nan)\n", "atl10_1305['mod29_ice_surface_temperature'] = prs.kd_tree.resample_nearest(mod29_geometry, mod29['Ice_Surface_Temperature'].values, icesat2_geometry_atl10_1305, radius_of_influence=1000, fill_value=np.nan)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can now apply nan's to the MOD29 land mask value:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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beamdelta_timeheight_segment_confidenceheight_segment_heightheight_segment_length_segheight_segment_qualityheight_segment_surface_error_estlatitudelongitudefilenameutc_datetimemod29_ice_surface_temperature
0gt2l3.861196e+07NaNNaN27.7709770.0NaN72.240845149.29619processed_ATL07-01_20190323211343_13050201_005...2019-03-23 21:32:36.311340246.369995
1gt2l3.861196e+07NaNNaN27.7709770.0NaN72.240845149.29619processed_ATL07-01_20190323211343_13050201_005...2019-03-23 21:32:36.311340246.369995
2gt2l3.861196e+07NaNNaN27.7709770.0NaN72.240845149.29619processed_ATL07-01_20190323211343_13050201_005...2019-03-23 21:32:36.311340246.369995
3gt2l3.861196e+07NaNNaN27.7709770.0NaN72.240845149.29619processed_ATL07-01_20190323211343_13050201_005...2019-03-23 21:32:36.311340246.369995
4gt2l3.861196e+07NaNNaN27.7709770.0NaN72.240845149.29619processed_ATL07-01_20190323211343_13050201_005...2019-03-23 21:32:36.311340246.369995
\n", "
" ], "text/plain": [ " beam delta_time height_segment_confidence height_segment_height \\\n", "0 gt2l 3.861196e+07 NaN NaN \n", "1 gt2l 3.861196e+07 NaN NaN \n", "2 gt2l 3.861196e+07 NaN NaN \n", "3 gt2l 3.861196e+07 NaN NaN \n", "4 gt2l 3.861196e+07 NaN NaN \n", "\n", " height_segment_length_seg height_segment_quality \\\n", "0 27.770977 0.0 \n", "1 27.770977 0.0 \n", "2 27.770977 0.0 \n", "3 27.770977 0.0 \n", "4 27.770977 0.0 \n", "\n", " height_segment_surface_error_est latitude longitude \\\n", "0 NaN 72.240845 149.29619 \n", "1 NaN 72.240845 149.29619 \n", "2 NaN 72.240845 149.29619 \n", "3 NaN 72.240845 149.29619 \n", "4 NaN 72.240845 149.29619 \n", "\n", " filename \\\n", "0 processed_ATL07-01_20190323211343_13050201_005... \n", "1 processed_ATL07-01_20190323211343_13050201_005... \n", "2 processed_ATL07-01_20190323211343_13050201_005... \n", "3 processed_ATL07-01_20190323211343_13050201_005... \n", "4 processed_ATL07-01_20190323211343_13050201_005... \n", "\n", " utc_datetime mod29_ice_surface_temperature \n", "0 2019-03-23 21:32:36.311340 246.369995 \n", "1 2019-03-23 21:32:36.311340 246.369995 \n", "2 2019-03-23 21:32:36.311340 246.369995 \n", "3 2019-03-23 21:32:36.311340 246.369995 \n", "4 2019-03-23 21:32:36.311340 246.369995 " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "atl07_1305[atl07_1305['mod29_ice_surface_temperature'] == 50] = np.nan\n", "atl10_1305[atl10_1305['mod29_ice_surface_temperature'] == 50] = np.nan\n", "atl07_1305.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plot MODIS IST and ICESat-2 height along tracks\n", "\n", "We will use pandas plotting which utilizes matplotlib on the backend. The pandas `loc` attribute allows access to a group of rows or columns by label.\n", "\n", "The 1305 track is moving from low to high latitude: The start time begins at the fast ice, skips over an island, and moves towards warmer thin ice onto thicker drift ice. " ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# gt1l\n", "fig, ax = plt.subplots(figsize=(10,3))\n", "atl07_1305.loc[atl07_1305['beam'] == 'gt1l'].plot(x='latitude', y='height_segment_height', marker='.', markersize=1, linestyle='None', ax=ax)\n", "atl07_1305.loc[atl07_1305['beam'] == 'gt1l'].plot(x='latitude', y='mod29_ice_surface_temperature', marker='.', markersize=1, linestyle='None', ax=ax, secondary_y=True)\n", "fig.suptitle('ATL07-01_20190323211343_13050201_002_01.h5 gt1l')\n", "ax.set_ylim(-0.2,2.2)\n", "\n", "# gt2l\n", "fig, ax = plt.subplots(figsize=(10,3))\n", "atl07_1305.loc[atl07_1305['beam'] == 'gt2l'].plot(x='latitude', y='height_segment_height', marker='.', markersize=1, linestyle='None', ax=ax)\n", "atl07_1305.loc[atl07_1305['beam'] == 'gt2l'].plot(x='latitude', y='mod29_ice_surface_temperature', marker='.', markersize=1, linestyle='None', ax=ax, secondary_y=True)\n", "fig.suptitle('ATL07-01_20190323211343_13050201_002_01.h5 gt2l')\n", "ax.set_ylim(-0.2,2.2)\n", "\n", "# gt3l \n", "fig, ax = plt.subplots(figsize=(10,3))\n", "atl07_1305.loc[atl07_1305['beam'] == 'gt3l'].plot(x='latitude', y='height_segment_height', marker='.', markersize=1, linestyle='None', ax=ax)\n", "atl07_1305.loc[atl07_1305['beam'] == 'gt3l'].plot(x='latitude', y='mod29_ice_surface_temperature', marker='.', markersize=1, linestyle='None', ax=ax, secondary_y=True)\n", "fig.suptitle('ATL07-01_20190323211343_13050201_002_01.h5 gt3l')\n", "ax.set_ylim(-0.2,2.2);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Key observations:\n", "\n", "* Over fast ice (lower latitude), cold IST with fairly constant and higher ICESat-2 heights.\n", "* Warm IST is seen in open water, with thin ice just off the fast ice boundary.\n", "* As the drift ice thickens, the height is increasing as IST decreases." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "___ \n", "### ***On your own***: Plot ATL10 against ATL07 for a single beam. How does the coverage compare between the two?\n", "\n", "Hint: Copy the 5 lines of code for one of the ATL07 and MOD29 single beam plots above. Do not change the first ATL07 `height_segment_height` plot line. Replace the following items on the second `mod29_ice_surface_temperature` plot line:\n", " 1. Replace the `atl07_1305` dataframe with `atl10_1305`\n", " 2. Replace `mod29_ice_surface_temperature` with `beam_fb_height` as the y values\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "# Answer below!\n", "\n", "# # gt3l \n", "# fig, ax = plt.subplots(figsize=(10,3))\n", "# atl07_1305.loc[atl07_1305['beam'] == 'gt3l'].plot(x='latitude', y='height_segment_height', marker='.', markersize=1, linestyle='None', ax=ax)\n", "# atl10_1305.loc[atl10_1305['beam'] == 'gt3l'].plot(x='latitude', y='beam_fb_height', marker='.', markersize=1, linestyle='None', ax=ax, secondary_y=True)\n", "# fig.suptitle('gt3l ATL07 and ATL10 comparison')\n", "# ax.set_ylim(-0.2,2.2);\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Data filtering by quality flag\n", "\n", "How do the ATL07 quality parameters relate to ATL10 coverage? We should see more ATL10 values with better ATL07 quality and visa versa.\n", "\n", "The following plots show some examples of these quality flags and error estimates. You can modify plotting variable below to compare with other quality information. \n", "\n", "We will filter `height_segment_height` based on `height_segment_quality` and plot the error estimates. According to the [User Guide](https://nsidc.org/data/ATL07#title38):\n", "\n", "For ATL07 height_segment_quality: a binary indicator (1 = good, 0 = bad) of segment quality" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Available variables to plot for ATL07: \n", "\n", "# height_segment_height\n", "# height_segment_confidence \n", "# height_segment_quality\n", "# height_segment_surface_error_est\n", "# height_segment_length_seg\n", "\n", "# First Create a condition dictionary with the variables we wish to filter against. Here we want to only show the gt31 beam and good quality (quality = 1)\n", "cond = {\n", " 'beam': 'gt1l', \n", " 'height_segment_quality': 1\n", "}\n", "\n", "\n", "# Unfiltered ATL07 heights\n", "fig, ax = plt.subplots(figsize=(10,3))\n", "atl07_1305.loc[(atl07_1305.beam == cond['beam'])].plot(x='latitude', y='height_segment_height', marker='.', markersize=1, linestyle='None', ax=ax)\n", "atl07_1305.loc[(atl07_1305.beam == cond['beam'])].plot(x='latitude', y='mod29_ice_surface_temperature', marker='.', markersize=1, linestyle='None', ax=ax, secondary_y=True)\n", "fig.suptitle('ATL07-01_20190323211343_13050201_002_01.h5 gt1l not filtered')\n", "ax.set_ylim(-0.2,2);\n", "\n", "# Filtered ATL07 heights by height_segment_quality\n", "\n", "# Create list with the variables we wish to filter against\n", "atl07_cond = (atl07_1305.beam == cond['beam']) & (atl07_1305.height_segment_quality == cond['height_segment_quality'])\n", "\n", "fig, ax = plt.subplots(figsize=(10,3))\n", "atl07_1305.loc[atl07_cond].plot(x='latitude', y='height_segment_height', marker='.', markersize=1, linestyle='None', ax=ax) # plot quality and beam condition\n", "atl07_1305.loc[(atl07_1305.beam == cond['beam'])].plot(x='latitude', y='mod29_ice_surface_temperature', marker='.', markersize=1, linestyle='None', ax=ax, secondary_y=True)\n", "plt.title('ATL07-01_20190323211343_13050201_002_01 gt1l filtered')\n", "ax.set_ylim(-0.2,2.2);\n", "\n", "# Filtered by quality flag and plot height estimate\n", "atl07_plot_var = 'height_segment_surface_error_est' # set a plot variable that can be easily modified\n", "\n", "fig, ax = plt.subplots(figsize=(10,3))\n", "atl07_1305.loc[atl07_cond].plot(x='latitude', y=atl07_plot_var, marker='.', markersize=1, linestyle='None', ax=ax)\n", "atl07_1305.loc[(atl07_1305.beam == cond['beam'])].plot(x='latitude', y='mod29_ice_surface_temperature', marker='.', markersize=1, linestyle='None', ax=ax, secondary_y=True)\n", "plt.title('ATL07-01_20190323211343_13050201_002_01 gt1l error est filtered');\n", "\n", "# Plot unfiltered ATL10 heights for comparison\n", "fig, ax = plt.subplots(figsize=(10,3))\n", "atl10_1305.loc[atl10_1305.beam == cond['beam']].plot(x='latitude', y='beam_fb_height', marker='.', markersize=1, linestyle='None', ax=ax)\n", "atl10_1305.loc[(atl10_1305.beam == cond['beam'])].plot(x='latitude', y='mod29_ice_surface_temperature', marker='.', markersize=1, linestyle='None', ax=ax, secondary_y=True)\n", "plt.title('ATL10-01_20190323211343_13050201_002_01 gt1l not filtered')\n", "ax.set_ylim(-0.2,2.2);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "What do we see above?\n", "\n", "* Height values with higher IST are getting filtered out. This is consistent with areas of more open water.\n", "* We can use IST to find thin ice freeboard where there is ATL07 data but no ATL10 data. \n", "\n", "What else can you determine by plotting the other quality flags?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Extra Credits: Using MODIS temperatures to filter out ATL data\n", "\n", "We discard data with MODIS temperatures greater than 250K and plot variables (i.e. quality flags or height)" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'ATL10-01_20190323211343_13050201_002_01 gt1l filtered')" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "cond = {\n", " 'beam': 'gt1l', \n", " 'mod29_ice_surface_temperature': 250.0\n", "}\n", "\n", "cond_atl10_tuple = (atl10_1305.beam == cond['beam']) & (atl10_1305.mod29_ice_surface_temperature >= cond['mod29_ice_surface_temperature'])\n", "cond_atl07_tuple = (atl07_1305.beam == cond['beam']) & (atl07_1305.mod29_ice_surface_temperature >= cond['mod29_ice_surface_temperature'])\n", "\n", "fig, ax = plt.subplots(figsize=(10,3))\n", "atl07_1305.loc[cond_atl07_tuple].plot(x='latitude', y='height_segment_height', ax=ax, color='lightblue')\n", "atl07_1305.loc[(atl07_1305.beam == cond['beam'])].plot(x='latitude', y='mod29_ice_surface_temperature', ax=ax, secondary_y=True, color='orange')\n", "plt.title('ATL07-01_20190323211343_13050201_002_01 gt1l filtered')\n", "\n", "fig, ax = plt.subplots(figsize=(10,3))\n", "atl10_1305.loc[cond_atl10_tuple].plot(x='latitude', y='beam_fb_height', ax=ax)\n", "atl10_1305.loc[(atl10_1305.beam == cond['beam'])].plot(x='latitude', y='mod29_ice_surface_temperature', ax=ax, secondary_y=True, color='orange')\n", "plt.title('ATL10-01_20190323211343_13050201_002_01 gt1l filtered')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.9.13" } }, "nbformat": 4, "nbformat_minor": 4 }