+
+[](https://opensource.org/licenses/Apache-2.0)
+[](https://www.python.org/downloads/)
+[](https://github.com/nasa/EMIT-Data-Resources/blob/main/CITATION.cff)
+
Welcome to the EMIT-Data-Resources repository. This repository provides guides, short how-tos, and tutorials to help users access and work with data from the [Earth Surface Mineral Dust Source Investigation (EMIT) mission](https://lpdaac.usgs.gov/data/get-started-data/collection-overview/missions/emit-overview/). In the interest of open science this repository has been made public but is still under active development. All notebooks and scripts should be functional, however, changes or additions may be made. Make sure to consult the [CHANGE_LOG.md](CHANGE_LOG.md) for the most recent changes to the repository. Contributions from all parties are welcome.
---
@@ -8,7 +14,7 @@ Welcome to the EMIT-Data-Resources repository. This repository provides guides,
The [EMIT](https://earth.jpl.nasa.gov/emit/) Project delivers space-based measurements of surface mineralogy of the Earth’s arid dust source regions. These measurements are used to initialize the compositional makeup of dust sources in Earth System Models (ESMs). The dust cycle, which describe the generation, lofting, transport, and deposition of mineral dust, plays an important role in ESMs. Dust composition is presently the largest uncertainty factor in quantifying the magnitude of aerosol direct radiative forcing. By understanding the composition of mineral dust sources, EMIT aims to constrain the sign and magnitude of dust-related radiative forcing at regional and global scales. During its one-year mission on the International Space Station (ISS), EMIT will make measurements over the sunlit Earth’s dust source regions that fall within ±52° latitude. EMIT will schedule up to five visits (three on average) of each arid target region and only acquisitions not dominated by cloud cover will be downlinked. EMIT-based maps of the relative abundance of source minerals will advance the understanding of the current and future impacts of mineral dust in the Earth system.
-EMIT Data Products are distributed by the [LP DAAC](https://lpdaac.usgs.gov/). Learn more about EMIT data products from [EMIT Product Pages](https://lpdaac.usgs.gov/product_search/?query=emit&status=Operational&view=cards&sort=title) and search for and download EMIT data products using [NASA EarthData Search](https://search.earthdata.nasa.gov/search?q=%22EMIT%22)
+EMIT Data Products are distributed by the [LP DAAC](https://www.earthdata.nasa.gov/centers/lp-daac). Learn more about EMIT data products from [EMIT Product Pages](https://www.earthdata.nasa.gov/data/catalog?keyword=%22EMIT%22) and search for and download EMIT data products using [NASA EarthData Search](https://search.earthdata.nasa.gov/search?q=%22EMIT%22)
---
@@ -27,7 +33,7 @@ Below are the resources available for EMIT Data.
|[Exploring EMIT L2A Reflectance](python/tutorials/Exploring_EMIT_L2A_Reflectance.ipynb)|Jupyter Notebook|Explore EMIT L2A Reflectance data using interactive plots|
|[Visualizing Methane Plume Timeseries](python/tutorials/Visualizing_Methane_Plume_Timeseries.ipynb)|Jupyter Notebook|Find EMIT L2B CH4 Plume Data and build a timeseries of CH4 plume complexes|
|[Generating_Methane_Spectral_Fingerprint](python/tutorials/Generating_Methane_Spectral_Fingerprint.ipynb)|Jupyter Notebook|Extract Radiance Spectra and build an in-plume/out-of-plume ratio to compare with CH4 absorption coefficient|
-|[Finding_EMIT_L2B_Data](python/tutorials/Finding_EMIT_L2B_Data.ipynb)|Jupyter Notebook|Use the `earthaccess` Python library to find EMIT L2B Mineral Identification Band Depth and Uncertainty data|
+|[Finding_EMIT_L2B_Mineral_Data](python/tutorials/Finding_EMIT_L2B_Mineral_Data.ipynb)|Jupyter Notebook|Use the `earthaccess` Python library to find EMIT L2B Mineral Identification Band Depth and Uncertainty data|
|[Working with EMIT L2B Mineralogy](python/tutorials/Working_with_EMIT_L2B_Mineralogy.ipynb)|Jupyter Notebook|Work with the EMIT L2B Mineral Identification Band Depth and Uncertainty Data and aggregate individual spectral library constituents into the EMIT-10 minerals and estimate abundance|
|[How to find and access EMIT data](python/how-tos/How_to_find_and_access_EMIT_data.ipynb)|Jupyter Notebook|Use the `earthaccess` Python library to find and download or stream EMIT data|
|[How to Convert to ENVI Format](python/how-tos/How_to_Convert_to_ENVI.ipynb)|Jupyter Notebook|Convert from downloaded netCDF4 (.nc) format to .envi format|
@@ -38,25 +44,58 @@ Below are the resources available for EMIT Data.
|[How to use Direct S3 Access with EMIT](python/how-tos/How_to_Direct_S3_Access.ipynb)|Jupyter Notebook|Use S3 from inside AWS us-west2 to access EMIT Data|
|[How to find EMIT Data using NASA's CMR API](python/how-tos/How_to_find_EMIT_data_using_CMR_API.ipynb)|Jupyter Notebook|Use NASA's CMR API to programmatically find EMIT Data|
----
+## Citation
+This repository is the product of a collaborative effort from the NASA Land Processes Distributed Active Archive Center (DAAC) and NASA Jet Propulsion Laboratory. If you use this resource or an associated data product for your research, we appreciate a citation.
+
+[](https://github.com/nasa/EMIT-Data-Resources/blob/main/CITATION.cff)
+
+For each data product used, you can retrieve a citation in your desired format from the product pages below.
+
+|Product|Product Page|Collection Shortname|
+|:---|:---|:---|
+|EMIT L1B At-Sensor Calibrated Radiance and Geolocation Data|https://doi.org/10.5067/EMIT/EMITL1BRAD.001|EMITL1BRAD|
+|EMIT L2A Estimated Surface Reflectance and Uncertainty and Masks|https://doi.org/10.5067/EMIT/EMITL2ARFL.001|EMITL2ARFL|
+|EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty|https://doi.org/10.5067/EMIT/EMITL2BMIN.001|EMITL2BMIN|
+|EMIT L2B Estimated Methane Enhancement Data|https://doi.org/10.5067/EMIT/EMITL2BCH4ENH.001|EMITL2BCH4ENH|
+|EMIT L2B Estimated Methane Plume Complexes|https://doi.org/10.5067/EMIT/EMITL2BCH4PLM.001|EMITL2BCH4PLM|
+
+
+## Contributors
+
+If you would like to contribute, please view our [contributing guide](CONTRIBUTING.md).
-## Helpful Links
+[](https://github.com/nasa/emit-data-resources/graphs/contributors)
+## Related Resources
+
+LP DAAC also develops and maintains additional resources, available at \n",
- "![](\"../../img/finding_data_mineral_scenes.png\")
\n",
- "
\n",
- "\n",
- "**Background**\n",
- "\n",
- "The EMIT instrument is an imaging spectrometer that measures light in visible and infrared wavelengths. These measurements display unique spectral signatures that correspond to the composition on the Earth's surface. The EMIT mission focuses specifically on mapping the composition of minerals to better understand the effects of mineral dust throughout the Earth system and human populations now and in the future. More details about EMIT and its associated products can be found in the **README.md** and on the [EMIT website](https://earth.jpl.nasa.gov/emit/).\n",
- "\n",
- "The [EMITL2BMIN](https://doi.org/10.5067/EMIT/EMITL2BMIN.001) data product provides estimated mineral identification, band depths and uncertainty in a spatially raw, non-orthocorrected format. Two spectral groups, which correspond to different regions of the spectra, are identified independently and often co-occur are used to identify minerals. These estimates are generated using the [Tetracorder system](https://www.usgs.gov/publications/tetracorder-user-guide-version-44?_gl=1*1eoj33d*_ga*MTU3MTA3ODgxNS4xNjQ5MTg1MDgx*_ga_0YWDZEJ295*MTY4NjkyNTg0Mi40NC4xLjE2ODY5MjU4NzMuMC4wLjA.)([code](https://github.com/PSI-edu/spectroscopy-tetracorder)) and are based on [EMITL2ARFL](https://doi.org/10.5067/EMIT/EMITL2ARFL.001) reflectance values. The product also consists of an EMIT_L2B_MINUNCERT file, which provides band depth uncertainty estimates calculated using surface Reflectance Uncertainty values from the [EMITL2ARFL](https://doi.org/10.5067/EMIT/EMITL2ARFL.001) data product. The band depth uncertainties are presented as standard deviations, and the fit score for each mineral identification is also provided as the coefficient of determination (r2) of the match between the continuum normalized library reference and the continuum normalized observed spectrum. Associated metadata indicates the name and reference information for each identified mineral, and additional information about aggregating minerals into different categories, and the code used for product generation is available in the [emit-sds-l2b repository](https://github.com/emit-sds/emit-sds-l2b).\n",
- "\n",
- "**Disclaimer**\n",
- "\n",
- "The [EMIT_L2B_MIN](https://doi.org/10.5067/EMIT/EMITL2BMIN.001) product is generated to support the EMIT mission objectives of constraining the sign of dust related radiative forcing. Ten mineral types are the core focus of this work: Calcite, Chlorite, Dolomite, Goethite, Gypsum, Hematite, Illite+Muscovite, Kaolinite, Montmorillonite, and Vermiculite. A future product will aggregate these results for use in Earth System Models. Additional minerals are included in this product for transparency but were not the focus of this product. Further validation is required to use these additional mineral maps, particularly in the case of resource exploration. Similarly, the separation of minerals with similar spectral features, such as a fine-grained goethite and hematite, is an area of active research. The results presented here are an initial offering, but the precise categorization is likely to evolve over time, and the limits of what can and cannot be separated on the global scale is still being explored. The user is encouraged to read the [Algorithm Theoretical Basis Document (ATBD)](https://lpdaac.usgs.gov/documents/1659/EMITL2B_ATBD_v1.pdf) for more details. \n",
- "\n",
- "**Requirements**\n",
- "\n",
- " - [NASA Earthdata Account](https://urs.earthdata.nasa.gov/home). This is free and can be set up quickly. \n",
- " - *No Python setup requirements if connected to the workshop cloud instance!* \n",
- " - **Local Only** Set up Python Environment - See **setup_instructions.md** in the `/setup/` folder to set up a local compatible Python environment \n",
- "\n",
- "**Learning Objectives**\n",
- "- How to get information about data collections using `earthaccess`\n",
- "- How to query for EMIT L2B Mineralogy data using spatiotemporal parameters\n",
- "- How to create a geodataframe from the search results\n",
- "- How to further filter and save results URLs to a list.\n",
- "\n",
- "**Tutorial Outline**\n",
- "\n",
- "1. Setup \n",
- "2. Searching for EMIT L2B Mineralogy Data\n",
- "3. Advanced Filtering\n",
- "4. Visualizing Data\n",
- "5. Creating a List of Results and Asset URLs\n",
- "6. Streaming or Downloading Data"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "## 1. Setup\n",
- "\n",
- "Import the required Python libraries."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 1,
- "metadata": {},
- "outputs": [],
- "source": [
- "# Import required libraries\n",
- "import os\n",
- "import sys\n",
- "import folium\n",
- "import earthaccess\n",
- "import warnings\n",
- "import folium.plugins\n",
- "import pandas as pd\n",
- "import geopandas as gpd\n",
- "import math\n",
- "\n",
- "from branca.element import Figure\n",
- "from IPython.display import display\n",
- "from shapely import geometry\n",
- "from skimage import io\n",
- "from datetime import timedelta\n",
- "from shapely.geometry.polygon import orient\n",
- "from matplotlib import pyplot as plt\n",
- "import matplotlib.cm as cm\n",
- "\n",
- "sys.path.append('../modules/')\n",
- "from tutorial_utils import list_metadata_fields, results_to_geopandas, convert_bounds"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "### 1.2 NASA Earthdata Login Credentials\n",
- "\n",
- "To download or stream NASA data you will need an Earthdata account, you can create one [here](https://urs.earthdata.nasa.gov/home). Searching We will use the `login` function from the `earthaccess` library for authentication before downloading at the end of the notebook. This function can also be used to create a local `.netrc` file if it doesn't exist or add your login info to an existing `.netrc` file. If no Earthdata Login credentials are found in the `.netrc` you'll be prompted for them. This step is not necessary to conduct searches but is needed to download or stream data.\n",
- "\n",
- "## 2. Searching for EMIT L2B Mineralogy Data\n",
- "\n",
- "To find data we will use the [`earthaccess` Python library](https://github.com/nsidc/earthaccess). `earthaccess` searches [NASA Common Metadata Repository (CMR) API](), a metadata system that catalogs Earth Science data and associated metadata records. The results can then be used to download granules or generate lists of granule search result URLs.\n",
- "\n",
- "Using `earthaccess` we can search based on the attributes of a granule, which can be thought of as a spatiotemporal scene from an instrument containing multiple assets (ex: Reflectance, Reflectance Uncertainty, Masks for the EMIT L2A Reflectance Collection, and EMIT ). When conducting a search we can provide a product, in this case the mineralogy product, a date-time range, and spatial constraints. This process can also be used with other EMIT products, other NASA collections."
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "### 2.1 Querying for Datasets\n",
- "\n",
- "Our first step in searching for data is determining which collection (e.g. EMIT L2A Estimated Surface Reflectance Uncertainty and Masks, EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty) we want to search for. The best way to do this is using the collection `short_name` (e.g. EMITL2ARFL, EMITL2BMIN) or `concept-id`. In rare cases, the `short_name` of two collections can be the same, so we will use the `concept-id` which is a unique identifier for each collection. To find the `concept-id` we can search using some keywords."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 2,
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "[{\n",
- " \"meta\": {\n",
- " \"concept-id\": \"C2408034484-LPCLOUD\",\n",
- " \"granule-count\": 87550,\n",
- " \"provider-id\": \"LPCLOUD\"\n",
- " },\n",
- " \"umm\": {\n",
- " \"ShortName\": \"EMITL2BMIN\",\n",
- " \"EntryTitle\": \"EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty 60 m V001\",\n",
- " \"Version\": \"001\"\n",
- " }\n",
- " },\n",
- " {\n",
- " \"meta\": {\n",
- " \"concept-id\": \"C2748097305-LPCLOUD\",\n",
- " \"granule-count\": 1748,\n",
- " \"provider-id\": \"LPCLOUD\"\n",
- " },\n",
- " \"umm\": {\n",
- " \"ShortName\": \"EMITL2BCH4ENH\",\n",
- " \"EntryTitle\": \"EMIT L2B Methane Enhancement Data 60 m V001\",\n",
- " \"Version\": \"001\"\n",
- " }\n",
- " },\n",
- " {\n",
- " \"meta\": {\n",
- " \"concept-id\": \"C2748088093-LPCLOUD\",\n",
- " \"granule-count\": 1285,\n",
- " \"provider-id\": \"LPCLOUD\"\n",
- " },\n",
- " \"umm\": {\n",
- " \"ShortName\": \"EMITL2BCH4PLM\",\n",
- " \"EntryTitle\": \"EMIT L2B Estimated Methane Plume Complexes 60 m V001\",\n",
- " \"Version\": \"001\"\n",
- " }\n",
- " },\n",
- " {\n",
- " \"meta\": {\n",
- " \"concept-id\": \"C2872578364-LPCLOUD\",\n",
- " \"granule-count\": 402,\n",
- " \"provider-id\": \"LPCLOUD\"\n",
- " },\n",
- " \"umm\": {\n",
- " \"ShortName\": \"EMITL2BCO2ENH\",\n",
- " \"EntryTitle\": \"EMIT L2B Carbon Dioxide Enhancement Data 60 m V001\",\n",
- " \"Version\": \"001\"\n",
- " }\n",
- " },\n",
- " {\n",
- " \"meta\": {\n",
- " \"concept-id\": \"C2867824144-LPCLOUD\",\n",
- " \"granule-count\": 173,\n",
- " \"provider-id\": \"LPCLOUD\"\n",
- " },\n",
- " \"umm\": {\n",
- " \"ShortName\": \"EMITL2BCO2PLM\",\n",
- " \"EntryTitle\": \"EMIT L2B Estimated Carbon Dioxide Plume Complexes 60 m V001\",\n",
- " \"Version\": \"001\"\n",
- " }\n",
- " },\n",
- " {\n",
- " \"meta\": {\n",
- " \"concept-id\": \"C2408752948-LPCLOUD\",\n",
- " \"granule-count\": 1,\n",
- " \"provider-id\": \"LPCLOUD\"\n",
- " },\n",
- " \"umm\": {\n",
- " \"ShortName\": \"EMITL3ASA\",\n",
- " \"EntryTitle\": \"EMIT L3 Aggregated Mineral Spectral Abundance and Uncertainty 0.5 Deg V001\",\n",
- " \"Version\": \"001\"\n",
- " }\n",
- " }]"
- ]
- },
- "execution_count": 2,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "# EMIT Collection Query\n",
- "emit_collection_query = earthaccess.collection_query().keyword('EMIT L2B Mineral')\n",
- "emit_collection_query.fields(['ShortName','EntryTitle','Version']).get()"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "From this list of results we can see that the `concept-id` for the desired mineral product is `C2408034484-LPCLOUD`. We can use this to define one of our search arguments."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 3,
- "metadata": {},
- "outputs": [],
- "source": [
- "concept_id = 'C2408034484-LPCLOUD'"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "### 2.2 Define Temporal Range\n",
- "\n",
- "For our date range, we'll look at all EMIT data collected over 2023. The `date_range` can be specified as a pair of dates, start and end (up to, not including)."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 4,
- "metadata": {},
- "outputs": [],
- "source": [
- "date_range = ('2023-01-01','2024-01-01')"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "### 2.3 Define Spatial Region of Interest\n",
- "\n",
- "For this example, our spatial region of interest will be the area around Cuprite, NV. A location where there have been several previous mineralogy studies. We can define this region using a rectangular polygon. If you want to make a polygon for a different region, you can use a tool like [geojson.io](http://geojson.io/).\n",
- "\n",
- "Open the `geojson` as a `geodataframe`, and check the coordinate reference system (CRS) of the data."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 5,
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "\n",
- "\n",
- "\n",
- "\n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " geometry\n",
- "0 POLYGON ((-117.24309 37.59129, -117.24309 37.5..."
- ]
- },
- "execution_count": 6,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "roi_gdf"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "We can see this `geodataframe` consists of a single polygon which we want to include in our search, but the geometry is the only information contained in the file, so lets add a column for the site name, and set the value to \"Cuprite\"."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 7,
- "metadata": {},
- "outputs": [],
- "source": [
- "roi_gdf['Name'] = 'Cuprite'"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 8,
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- "| \n", - " | geometry | \n", - "
|---|---|
| 0 | \n", - "POLYGON ((-117.24309 37.59129, -117.24309 37.5... | \n", - "
\n",
- "\n",
- "\n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " geometry Name\n",
- "0 POLYGON ((-117.24309 37.59129, -117.24309 37.5... Cuprite"
- ]
- },
- "execution_count": 8,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "roi_gdf"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "We can visualize the ROI using the `folium` library and the `explore` function from `geopandas`. First, we'll create a helper function. Then we will create a new map, using Google Maps tiles as our basemap, and add the polygon to the map. We'll also use our `convert_bounds` helper function to limit the map view to roughly the extent of the polygon."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 9,
- "metadata": {},
- "outputs": [],
- "source": [
- "# Function to convert a bounding box for use in leaflet notation\n",
- "\n",
- "def convert_bounds(bbox, invert_y=False):\n",
- " \"\"\"\n",
- " Helper method for changing bounding box representation to leaflet notation\n",
- "\n",
- " ``(lon1, lat1, lon2, lat2) -> ((lat1, lon1), (lat2, lon2))``\n",
- " \"\"\"\n",
- " x1, y1, x2, y2 = bbox\n",
- " if invert_y:\n",
- " y1, y2 = y2, y1\n",
- " return ((y1, x1), (y2, x2))"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 10,
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- ""
- ],
- "text/plain": [
- "| \n", - " | geometry | \n", - "Name | \n", - "
|---|---|---|
| 0 | \n", - "POLYGON ((-117.24309 37.59129, -117.24309 37.5... | \n", - "Cuprite | \n", - "
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- "
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- "text/plain": [
- " size native-id provider-id \\\n",
- "0 75.910495 EMIT_L2B_MIN_001_20230129T211407_2302914_008 LPCLOUD \n",
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- "2 100.931341 EMIT_L2B_MIN_001_20230427T173309_2311711_010 LPCLOUD \n",
- "3 101.904746 EMIT_L2B_MIN_001_20230804T191650_2321613_007 LPCLOUD \n",
- "4 102.344337 EMIT_L2B_MIN_001_20230808T173953_2322012_011 LPCLOUD \n",
- "5 101.627942 EMIT_L2B_MIN_001_20231023T183905_2329612_009 LPCLOUD \n",
- "6 100.521277 EMIT_L2B_MIN_001_20231023T183917_2329612_010 LPCLOUD \n",
- "7 101.653114 EMIT_L2B_MIN_001_20231201T201058_2333513_006 LPCLOUD \n",
- "8 170.777638 EMIT_L2B_MIN_001_20231201T201110_2333513_007 LPCLOUD \n",
- "\n",
- " _beginning_date_time _ending_date_time \\\n",
- "0 2023-01-29T21:14:07Z 2023-01-29T21:14:19Z \n",
- "1 2023-04-27T17:32:57Z 2023-04-27T17:33:09Z \n",
- "2 2023-04-27T17:33:09Z 2023-04-27T17:33:21Z \n",
- "3 2023-08-04T19:16:50Z 2023-08-04T19:17:02Z \n",
- "4 2023-08-08T17:39:53Z 2023-08-08T17:40:05Z \n",
- "5 2023-10-23T18:39:05Z 2023-10-23T18:39:17Z \n",
- "6 2023-10-23T18:39:17Z 2023-10-23T18:39:29Z \n",
- "7 2023-12-01T20:10:58Z 2023-12-01T20:11:10Z \n",
- "8 2023-12-01T20:11:10Z 2023-12-01T20:11:31Z \n",
- "\n",
- " _related_urls _cloud_cover \\\n",
- "0 [{'URL': 'https://data.lpdaac.earthdatacloud.n... 99 \n",
- "1 [{'URL': 'https://data.lpdaac.earthdatacloud.n... 21 \n",
- "2 [{'URL': 'https://data.lpdaac.earthdatacloud.n... 8 \n",
- "3 [{'URL': 'https://data.lpdaac.earthdatacloud.n... 4 \n",
- "4 [{'URL': 'https://data.lpdaac.earthdatacloud.n... 6 \n",
- "5 [{'URL': 'https://data.lpdaac.earthdatacloud.n... 74 \n",
- "6 [{'URL': 'https://data.lpdaac.earthdatacloud.n... 32 \n",
- "7 [{'URL': 'https://data.lpdaac.earthdatacloud.n... 65 \n",
- "8 [{'URL': 'https://data.lpdaac.earthdatacloud.n... 53 \n",
- "\n",
- " geometry index \n",
- "0 POLYGON ((-116.86430 37.96259, -117.72749 37.3... 0 \n",
- "1 POLYGON ((-117.79698 38.33380, -118.24942 37.6... 1 \n",
- "2 POLYGON ((-117.09042 37.85598, -117.54974 37.1... 2 \n",
- "3 POLYGON ((-117.15681 38.27825, -118.03522 37.6... 3 \n",
- "4 POLYGON ((-116.72791 37.98892, -117.59428 37.3... 4 \n",
- "5 POLYGON ((-117.73664 38.31432, -118.18502 37.6... 5 \n",
- "6 POLYGON ((-117.02521 37.83480, -117.48288 37.1... 6 \n",
- "7 POLYGON ((-117.53461 38.28449, -118.40948 37.6... 7 \n",
- "8 POLYGON ((-116.26720 39.11488, -117.70616 38.1... 8 "
- ]
- },
- "execution_count": 18,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "results_gdf"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "Filter the results geodataframe by cloud cover. We'll use a cloud cover of 10% as our threshold."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 19,
- "metadata": {},
- "outputs": [],
- "source": [
- "# Filter Results\n",
- "results_gdf = results_gdf[results_gdf['_cloud_cover'] < 10]\n",
- "results_gdf.reset_index(drop=True, inplace=True)"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "Visualize the filtered results by iterating over the rows of the geodataframe and adding the geometry to the map. We do this instead of the `explore` function, so we add separate layers for each, allowing use to add or remove them using the `LayerControl` widget."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 20,
- "metadata": {},
- "outputs": [
- {
- "name": "stderr",
- "output_type": "stream",
- "text": [
- "C:\\Users\\ebolch\\AppData\\Local\\Temp\\1\\ipykernel_16232\\2570979738.py:13: MatplotlibDeprecationWarning: The get_cmap function was deprecated in Matplotlib 3.7 and will be removed two minor releases later. Use ``matplotlib.colormaps[name]`` or ``matplotlib.colormaps.get_cmap(obj)`` instead.\n",
- " cmap = cm.get_cmap('Set3')\n"
- ]
- },
- {
- "data": {
- "text/html": [
- ""
- ],
- "text/plain": [
- "| \n", - " | size | \n", - "native-id | \n", - "provider-id | \n", - "_beginning_date_time | \n", - "_ending_date_time | \n", - "_related_urls | \n", - "_cloud_cover | \n", - "geometry | \n", - "index | \n", - "
|---|---|---|---|---|---|---|---|---|---|
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| 2 | \n", - "100.931341 | \n", - "EMIT_L2B_MIN_001_20230427T173309_2311711_010 | \n", - "LPCLOUD | \n", - "2023-04-27T17:33:09Z | \n", - "2023-04-27T17:33:21Z | \n", - "[{'URL': 'https://data.lpdaac.earthdatacloud.n... | \n", - "8 | \n", - "POLYGON ((-117.09042 37.85598, -117.54974 37.1... | \n", - "2 | \n", - "
| 3 | \n", - "101.904746 | \n", - "EMIT_L2B_MIN_001_20230804T191650_2321613_007 | \n", - "LPCLOUD | \n", - "2023-08-04T19:16:50Z | \n", - "2023-08-04T19:17:02Z | \n", - "[{'URL': 'https://data.lpdaac.earthdatacloud.n... | \n", - "4 | \n", - "POLYGON ((-117.15681 38.27825, -118.03522 37.6... | \n", - "3 | \n", - "
| 4 | \n", - "102.344337 | \n", - "EMIT_L2B_MIN_001_20230808T173953_2322012_011 | \n", - "LPCLOUD | \n", - "2023-08-08T17:39:53Z | \n", - "2023-08-08T17:40:05Z | \n", - "[{'URL': 'https://data.lpdaac.earthdatacloud.n... | \n", - "6 | \n", - "POLYGON ((-116.72791 37.98892, -117.59428 37.3... | \n", - "4 | \n", - "
| 5 | \n", - "101.627942 | \n", - "EMIT_L2B_MIN_001_20231023T183905_2329612_009 | \n", - "LPCLOUD | \n", - "2023-10-23T18:39:05Z | \n", - "2023-10-23T18:39:17Z | \n", - "[{'URL': 'https://data.lpdaac.earthdatacloud.n... | \n", - "74 | \n", - "POLYGON ((-117.73664 38.31432, -118.18502 37.6... | \n", - "5 | \n", - "
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"
- ]
- },
- "metadata": {},
- "output_type": "display_data"
- }
- ],
- "source": [
- "cols = 3\n",
- "rows = math.ceil(len(results_gdf)/cols)\n",
- "fig, ax = plt.subplots(rows, cols, figsize=(12,12))\n",
- "ax = ax.flatten()\n",
- "\n",
- "for _n, index in enumerate(results_gdf.index.to_list()):\n",
- " img = io.imread(rgb_urls[index])\n",
- " ax[_n].imshow(img)\n",
- " ax[_n].set_title(f\"Index: {index} - {results_gdf['native-id'][index]}\", fontsize=8)\n",
- " ax[_n].axis('off')\n",
- "plt.tight_layout()\n",
- "plt.show()"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "The black line in the third scene is caused by the on-board cloud masking."
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "## 5. Saving Lists of Results"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "We can save our lists of results URLs as a text file for later use, either to download the data, or stream it."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 28,
- "metadata": {},
- "outputs": [],
- "source": [
- "with open('../../data/rgb_browse_urls.txt', 'w') as f:\n",
- " for line in rgb_urls:\n",
- " f.write(f\"{line}\\n\")"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 29,
- "metadata": {},
- "outputs": [],
- "source": [
- "with open('../../data/results_urls.txt', 'w') as f:\n",
- " for line in min_urls:\n",
- " f.write(f\"{line}\\n\")"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 30,
- "metadata": {},
- "outputs": [],
- "source": [
- "with open('../../data/min_uncert_urls.txt', 'w') as f:\n",
- " for line in min_unc_urls:\n",
- " f.write(f\"{line}\\n\")"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "## 6. Streaming or Downloading Data\n",
- "For the workshop, we will stream the data, but either method can be used, and each has trade-offs based on the internet speed, storage space, or use case. The EMIT files are very large due to the number of bands, so operations can take some time if streaming with a slower internet connection. Since the workshop is hosted in a Cloud workspace, we can stream the data directly to the workspace.\n",
- "\n",
- "### 6.1 Streaming Data Workflow\n",
- "For an example of streaming both netCDF please see [Working with EMIT L2B Mineralogy.ipynb](Working_with_EMIT_L2B_Mineralogy.ipynb).\n",
- "\n",
- "If you plan to stream the data, you can stop here and move to the next notebook.\n",
- "\n",
- "### 6.2 Downloading Data Workflow\n",
- "To download the scenes, we can use the earthaccess library to authenticate then download the files.\n",
- "\n",
- "First, log into Earthdata using the login function from the earthaccess library. The persist=True argument will create a local .netrc file if it doesn’t exist, or add your login info to an existing .netrc file. If no Earthdata Login credentials are found in the .netrc you’ll be prompted for them. As mentioned in section 1.2, this step is not necessary to conduct searches, but is needed to download or stream data.\n",
- "\n",
- "The outputs saved in section 5 can be downloading by uncommenting and running the following cells."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
- "source": [
- "# # Authenticate using earthaccess\n",
- "# earthaccess.login(persist=True)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
- "source": [
- "# # Open Text File and Read Lines\n",
- "# file_list = ['../../data/rgb_browse_urls.txt','../../data/results_urls.txt']\n",
- "# urls = []\n",
- "# for file in file_list:\n",
- "# with open(file) as f:\n",
- "# urls.extend([line.rstrip('\\n') for line in f])"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
- "source": [
- "# # Get requests https Session using Earthdata Login Info\n",
- "# fs = earthaccess.get_requests_https_session()\n",
- "# # Retrieve granule asset ID from URL (to maintain existing naming convention)\n",
- "# for url in urls:\n",
- "# granule_asset_id = url.split('/')[-1]\n",
- "# # Define Local Filepath\n",
- "# fp = f'../../data/{granule_asset_id}'\n",
- "# # Download the Granule Asset if it doesn't exist\n",
- "# if not os.path.isfile(fp):\n",
- "# with fs.get(url,stream=True) as src:\n",
- "# with open(fp,'wb') as dst:\n",
- "# for chunk in src.iter_content(chunk_size=64*1024*1024):\n",
- "# dst.write(chunk)"
- ]
- },
- {
- "cell_type": "markdown",
- "metadata": {},
- "source": [
- "\n",
- "## Contact Info: \n",
- "\n",
- "Email: LPDAAC@usgs.gov \n",
- "Voice: +1-866-573-3222 \n",
- "Organization: Land Processes Distributed Active Archive Center (LP DAAC)¹ \n",
- "Website: \n",
+ "Name: WGS 84\n",
+ "Axis Info [ellipsoidal]:\n",
+ "- Lat[north]: Geodetic latitude (degree)\n",
+ "- Lon[east]: Geodetic longitude (degree)\n",
+ "Area of Use:\n",
+ "- name: World.\n",
+ "- bounds: (-180.0, -90.0, 180.0, 90.0)\n",
+ "Datum: World Geodetic System 1984 ensemble\n",
+ "- Ellipsoid: WGS 84\n",
+ "- Prime Meridian: Greenwich"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "roi_gdf = gpd.read_file('../../data/cuprite_bbox.geojson')\n",
+ "roi_gdf.crs"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig = Figure(width=\"750px\", height=\"375px\")\n",
+ "map1 = folium.Map(tiles='https://mt1.google.com/vt/lyrs=y&x={x}&y={y}&z={z}', attr='Google')\n",
+ "fig.add_child(map1)\n",
+ "\n",
+ "# Add roi geodataframe\n",
+ "roi_gdf.explore(\n",
+ " \"Name\",\n",
+ " popup=True,\n",
+ " categorical=True,\n",
+ " cmap='Set3',\n",
+ " style_kwds=dict(opacity=0.7, fillOpacity=0.4),\n",
+ " name=\"Regions of Interest\",\n",
+ " m=map1\n",
+ ")\n",
+ "\n",
+ "map1.add_child(folium.LayerControl())\n",
+ "map1.fit_bounds(bounds=convert_bounds(roi_gdf.union_all().bounds))\n",
+ "display(fig)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "In our `earthaccess` search, we will use the `polygon` argument to find where this geometry intersects with the footprint of the EMIT scenes. To do this, we need to create a list of exterior polygon vertices in counter-clockwise order to submit in our search."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "[(-117.24309240198033, 37.59129385913785),\n",
+ " (-117.24309240198033, 37.50102626452812),\n",
+ " (-117.14631968357332, 37.50102626452812),\n",
+ " (-117.14631968357332, 37.59129385913785),\n",
+ " (-117.24309240198033, 37.59129385913785)]"
+ ]
+ },
+ "execution_count": 11,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Use orient to place vertices in counter-clockwise order\n",
+ "roi = orient(roi_gdf.geometry[0], sign = 1.0)\n",
+ "# Put the exterior coordinates in a list\n",
+ "roi = list(roi.exterior.coords)\n",
+ "roi"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "After we have all of the pieces: *spatial extent*, *temporal range*, and *concept-id*, we can perform a search. There is one other field that might be helpful to add to our search: `cloud_cover`. We can add that to ensure our scenes are mostly cloud-free by providing a tuple with an upper and lower threshold. For this use case we'll provide **(0,10)** to limit our search to scenes with less than 10% cloud cover."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/Users/erikbolch/miniforge3/envs/lpdaac_vitals/lib/python3.13/site-packages/earthaccess/results.py:343: FutureWarning: As of version 1.0, `DataGranule.size` will be accessed as an attribute; e.g. use `DataCollection.size` **not** `DataCollection.size()`\n",
+ " self[\"size\"] = self.size()\n"
+ ]
+ }
+ ],
+ "source": [
+ "results = earthaccess.search_data(\n",
+ " concept_id=concept_id,\n",
+ " polygon=roi,\n",
+ " temporal=date_range,\n",
+ " cloud_cover=(0,10)\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Our search returned 3 results, which we can convert to a `geodataframe` to make our results easier to read."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/Users/erikbolch/miniforge3/envs/lpdaac_vitals/lib/python3.13/site-packages/earthaccess/results.py:364: FutureWarning: As of version 1.0, `DataGranule.size` will be accessed as an attribute; e.g. use `DataCollection.size` **not** `DataCollection.size()`\n",
+ " Size(MB): {self.size()}\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "[Collection: {'ShortName': 'EMITL2BMIN', 'Version': '001'}\n",
+ " Spatial coverage: {'HorizontalSpatialDomain': {'Geometry': {'GPolygons': [{'Boundary': {'Points': [{'Longitude': -117.09042358398438, 'Latitude': 37.85598373413086}, {'Longitude': -117.54974365234375, 'Latitude': 37.194339752197266}, {'Longitude': -116.77647399902344, 'Latitude': 36.65752029418945}, {'Longitude': -116.31715393066406, 'Latitude': 37.31916427612305}, {'Longitude': -117.09042358398438, 'Latitude': 37.85598373413086}]}}]}}}\n",
+ " Temporal coverage: {'RangeDateTime': {'BeginningDateTime': '2023-04-27T17:33:09Z', 'EndingDateTime': '2023-04-27T17:33:21Z'}}\n",
+ " Size(MB): 100.93134117126465\n",
+ " Data: ['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MIN_001_20230427T173309_2311711_010.nc', 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MINUNCERT_001_20230427T173309_2311711_010.nc'],\n",
+ " Collection: {'ShortName': 'EMITL2BMIN', 'Version': '001'}\n",
+ " Spatial coverage: {'HorizontalSpatialDomain': {'Geometry': {'GPolygons': [{'Boundary': {'Points': [{'Longitude': -117.15681457519531, 'Latitude': 38.27824783325195}, {'Longitude': -118.03521728515625, 'Latitude': 37.68120193481445}, {'Longitude': -117.58502197265625, 'Latitude': 37.018863677978516}, {'Longitude': -116.70661926269531, 'Latitude': 37.615909576416016}, {'Longitude': -117.15681457519531, 'Latitude': 38.27824783325195}]}}]}}}\n",
+ " Temporal coverage: {'RangeDateTime': {'BeginningDateTime': '2023-08-04T19:16:50Z', 'EndingDateTime': '2023-08-04T19:17:02Z'}}\n",
+ " Size(MB): 101.90474605560303\n",
+ " Data: ['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MIN_001_20230804T191650_2321613_007.nc', 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MINUNCERT_001_20230804T191650_2321613_007.nc'],\n",
+ " Collection: {'ShortName': 'EMITL2BMIN', 'Version': '001'}\n",
+ " Spatial coverage: {'HorizontalSpatialDomain': {'Geometry': {'GPolygons': [{'Boundary': {'Points': [{'Longitude': -116.7279052734375, 'Latitude': 37.98891830444336}, {'Longitude': -117.59428405761719, 'Latitude': 37.39017105102539}, {'Longitude': -117.13900756835938, 'Latitude': 36.73139572143555}, {'Longitude': -116.27262878417969, 'Latitude': 37.330142974853516}, {'Longitude': -116.7279052734375, 'Latitude': 37.98891830444336}]}}]}}}\n",
+ " Temporal coverage: {'RangeDateTime': {'BeginningDateTime': '2023-08-08T17:39:53Z', 'EndingDateTime': '2023-08-08T17:40:05Z'}}\n",
+ " Size(MB): 102.3443374633789\n",
+ " Data: ['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MIN_001_20230808T173953_2322012_011.nc', 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MINUNCERT_001_20230808T173953_2322012_011.nc']]"
+ ]
+ },
+ "execution_count": 13,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "results"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "\n",
+ "## 3. Visualizing Search Results\n",
+ "\n",
+ "To visualize the search results along with our region of interest, we will convert the search results to a dataframe, then create a figure using `folium`. To convert to a `geodataframe` we want to define some functions that will help us to do this. Note that this requires `earthaccess>=0.17.0`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Functions to Build Dataframe\n",
+ "def get_png(result: earthaccess.results.DataGranule):\n",
+ " \"\"\"\n",
+ " Retrieve a png browse image if it exists or first jpg in list of urls\n",
+ " \"\"\"\n",
+ " https_links = [link for link in result.dataviz_links() if \"https\" in link]\n",
+ " if len(https_links) == 1:\n",
+ " browse = https_links[0]\n",
+ " elif len(https_links) == 0:\n",
+ " browse = \"no browse image\"\n",
+ " else:\n",
+ " browse = [png for png in https_links if \".png\" in png][0]\n",
+ " if browse == 'no browse image':\n",
+ " print(\"Some granules have no browse imagery.\")\n",
+ " return browse\n",
+ "\n",
+ "def results_to_gdf(results: list, keep_cols: list = None,\n",
+ " data_access: str = \"indirect\", roi:gpd.GeoDataFrame=None):\n",
+ " \"\"\"\n",
+ " Takes a list of results from earthaccess and converts to a geodataframe.\n",
+ " data_access = \"direct\" for S3 URLs\n",
+ " \"\"\"\n",
+ " # Create Dataframe of Results Metadata\n",
+ " results_df = pd.json_normalize(results)\n",
+ " # Shorten column Names\n",
+ " results_df.columns = [\n",
+ " col.split(\".\")[-1] if \".\" in col else col for col in results_df.columns\n",
+ " ]\n",
+ " # Create shapely polygons for result\n",
+ " geoms = gpd.GeoSeries(results, crs=4326)\n",
+ " # Convert to GeoDataframe\n",
+ " gdf = gpd.GeoDataFrame(results_df, geometry=geoms, crs=\"EPSG:4326\")\n",
+ " # Add browse imagery and data links and product shortname\n",
+ " gdf[\"browse\"] = [get_png(granule) for granule in results]\n",
+ " gdf[\"shortname\"] = [\n",
+ " result[\"umm\"][\"CollectionReference\"][\"ShortName\"] for result in results\n",
+ " ]\n",
+ " gdf[\"data\"] = [granule.data_links(access=data_access) for granule in results]\n",
+ " \n",
+ " # Drop Unwanted Columns\n",
+ " default_cols = [\n",
+ " \"native-id\",\n",
+ " \"collection-concept-id\",\n",
+ " \"BeginningDateTime\",\n",
+ " \"EndingDateTime\",\n",
+ " \"CloudCover\",\n",
+ " \"DayNightFlag\",\n",
+ " \"geometry\",\n",
+ " \"browse\",\n",
+ " \"shortname\",\n",
+ " \"data\",\n",
+ " ] \n",
+ "\n",
+ " if not keep_cols:\n",
+ " keep_cols = default_cols\n",
+ " else:\n",
+ " keep_cols = list(set(keep_cols + default_cols))\n",
+ "\n",
+ " gdf = gdf[[col for col in keep_cols if col in gdf.columns]]\n",
+ "\n",
+ " # Convert Timestamps\n",
+ " gdf['BeginningDateTime'] = pd.to_datetime(gdf['BeginningDateTime'])\n",
+ " gdf['EndingDateTime'] = pd.to_datetime(gdf['EndingDateTime'])\n",
+ " gdf['datetime_obj'] = pd.to_datetime(gdf['BeginningDateTime'], format='ISO8601')\n",
+ "\n",
+ " \n",
+ " if roi is not None:\n",
+ " gdf_eq = gdf.to_crs(\"EPSG:8857\")\n",
+ " roi_eq = roi.to_crs(\"EPSG:8857\").union_all()\n",
+ " \n",
+ " gdf['overlap_frac'] = gdf_eq.geometry.intersection(roi_eq).area / gdf_eq.geometry.area\n",
+ " \n",
+ " return gdf"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Set up Figure and Basemap tiles\n",
+ "fig = Figure(width=\"1080px\",height=\"540\")\n",
+ "map1 = folium.Map(tiles=None)\n",
+ "folium.TileLayer(tiles='https://mt1.google.com/vt/lyrs=y&x={x}&y={y}&z={z}',name='Google Satellite', attr='Google', overlay=True).add_to(map1)\n",
+ "folium.TileLayer(tiles='https://server.arcgisonline.com/ArcGIS/rest/services/World_Imagery/MapServer/tile/{z}/{y}/{x}.png',\n",
+ " name='ESRI World Imagery',\n",
+ " attr='Tiles © Esri — Source: Esri, i-cubed, USDA, USGS, AEX, GeoEye, Getmapping, Aerogrid, IGN, IGP, UPR-EGP, and the GIS User Community',\n",
+ " overlay='True').add_to(map1)\n",
+ "fig.add_child(map1)\n",
+ "\n",
+ "\n",
+ "# Create a color map for the results\n",
+ "cmap = plt.get_cmap('Set3')\n",
+ "n = len(results_gdf['native-id'].unique())\n",
+ "colors = [rgb2hex(cmap(i)) for i in range(n)]\n",
+ "\n",
+ "\n",
+ "# Add Search Results by Row\n",
+ "for index, row in results_gdf.iterrows():\n",
+ " color = colors[index % len(colors)]\n",
+ " folium.GeoJson(row.geometry, name = row['native-id'],style_function=lambda feature, color=color: {'color': color, 'fillColor': color}).add_to(map1)\n",
+ "\n",
+ "folium.GeoJson(roi_gdf,\n",
+ " name='Cuprite_ROI',\n",
+ " ).add_to(map1)\n",
+ "\n",
+ "# Zoom to Data\n",
+ "map1.fit_bounds(bounds=convert_bounds(results_gdf.union_all().bounds))\n",
+ "# Add Layer controls\n",
+ "map1.add_child(folium.LayerControl(collapsed=False))\n",
+ "display(fig)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can grab the data URLs from the data frame, which will return a nested list pairing the mineral data and mineral uncertainty data together for each granule (scene). "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "[['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MIN_001_20230427T173309_2311711_010.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MINUNCERT_001_20230427T173309_2311711_010.nc'],\n",
+ " ['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MIN_001_20230804T191650_2321613_007.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MINUNCERT_001_20230804T191650_2321613_007.nc'],\n",
+ " ['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MIN_001_20230808T173953_2322012_011.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MINUNCERT_001_20230808T173953_2322012_011.nc']]"
+ ]
+ },
+ "execution_count": 17,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "results_urls = results_gdf.data.to_list()\n",
+ "results_urls"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Alternatively, we can retrieve this same list from the `earthaccess` results. This is helpful if we want to specify if we want the S3 URLs or HTTP URLs. For example:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "[['s3://lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MIN_001_20230427T173309_2311711_010.nc',\n",
+ " 's3://lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MINUNCERT_001_20230427T173309_2311711_010.nc'],\n",
+ " ['s3://lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MIN_001_20230804T191650_2321613_007.nc',\n",
+ " 's3://lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MINUNCERT_001_20230804T191650_2321613_007.nc'],\n",
+ " ['s3://lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MIN_001_20230808T173953_2322012_011.nc',\n",
+ " 's3://lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MINUNCERT_001_20230808T173953_2322012_011.nc']]"
+ ]
+ },
+ "execution_count": 18,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "results_urls_s3 = [granule.data_links(access=\"direct\") for granule in results]\n",
+ "results_urls_s3"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Let's stick with HTTP links for now, but we could perform these same upcoming steps on the S3 links. We can flatten to a single list using list comprehension if we want to download all of them."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MIN_001_20230427T173309_2311711_010.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MINUNCERT_001_20230427T173309_2311711_010.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MIN_001_20230804T191650_2321613_007.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MINUNCERT_001_20230804T191650_2321613_007.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MIN_001_20230808T173953_2322012_011.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MINUNCERT_001_20230808T173953_2322012_011.nc']"
+ ]
+ },
+ "execution_count": 19,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "results_urls_flat = [url for granule_urls in results_urls for url in granule_urls]\n",
+ "results_urls_flat"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "If your analysis doesn't require the mineral uncertainty we can drop it, or if it's beneficial to your workflow, we can break the assets into separate lists using some string matching."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MIN_001_20230427T173309_2311711_010.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MIN_001_20230804T191650_2321613_007.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MIN_001_20230808T173953_2322012_011.nc']"
+ ]
+ },
+ "execution_count": 20,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "min_results_urls = [url for granule_urls in results_urls for url in granule_urls if 'MINUNCERT' not in url]\n",
+ "minuncert_results_urls = [url for granule_urls in results_urls for url in granule_urls if 'MINUNCERT' in url]\n",
+ "min_results_urls"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MINUNCERT_001_20230427T173309_2311711_010.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MINUNCERT_001_20230804T191650_2321613_007.nc',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MINUNCERT_001_20230808T173953_2322012_011.nc']"
+ ]
+ },
+ "execution_count": 21,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "minuncert_results_urls"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Now let's take a closer look at the browse imagery. With some knowledge of how the granules and assets are named, we can grab the rgb browse images to get an idea of what the location looks like. First retrieve the browse images for the mineral product. These show the mineral band depth only. "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-public/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230427T173309_2311711_010/EMIT_L2B_MIN_001_20230427T173309_2311711_010.png',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-public/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230804T191650_2321613_007/EMIT_L2B_MIN_001_20230804T191650_2321613_007.png',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-public/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230808T173953_2322012_011/EMIT_L2B_MIN_001_20230808T173953_2322012_011.png']"
+ ]
+ },
+ "execution_count": 22,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "min_browse_urls = results_gdf.browse.to_list()\n",
+ "min_browse_urls"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 23,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "
\n",
+ "\n",
+ "
\n",
+ "\n",
+ "**Background**\n",
+ "\n",
+ "The EMIT instrument is an imaging spectrometer that measures light in visible and infrared wavelengths. These measurements display unique spectral signatures that correspond to the composition on the Earth's surface. The EMIT mission focuses specifically on mapping the composition of minerals to better understand the effects of mineral dust throughout the Earth system and human populations now and in the future. More details about EMIT and its associated products can be found in the **README.md** and on the [EMIT website](https://earth.jpl.nasa.gov/emit/).\n",
+ "\n",
+ "The [EMITL2BMIN](https://doi.org/10.5067/EMIT/EMITL2BMIN.001) data product provides estimated mineral identification, band depths and uncertainty in a spatially raw, non-orthocorrected format. Two spectral groups, which correspond to different regions of the spectra, that are identified independently and often co-occur are used to identify minerals. These estimates are generated using the [Tetracorder system](https://www.usgs.gov/publications/tetracorder-user-guide-version-44?_gl=1*1eoj33d*_ga*MTU3MTA3ODgxNS4xNjQ5MTg1MDgx*_ga_0YWDZEJ295*MTY4NjkyNTg0Mi40NC4xLjE2ODY5MjU4NzMuMC4wLjA.)([code](https://github.com/PSI-edu/spectroscopy-tetracorder)) and are based on [EMITL2ARFL](https://doi.org/10.5067/EMIT/EMITL2ARFL.001) reflectance values. The product also consists of an EMIT_L2B_MINUNCERT file, which provides band depth uncertainty estimates calculated using surface Reflectance Uncertainty values from the [EMITL2ARFL](https://doi.org/10.5067/EMIT/EMITL2ARFL.001) data product. The band depth uncertainties are presented as standard deviations, and the fit score for each mineral identification is also provided as the coefficient of determination (r2) of the match between the continuum normalized library reference and the continuum normalized observed spectrum. Associated metadata indicates the name and reference information for each identified mineral, and additional information about aggregating minerals into different categories, and the code used for product generation is available in the [emit-sds-l2b repository](https://github.com/emit-sds/emit-sds-l2b).\n",
+ "\n",
+ "\n",
+ "\n",
+ "Disclaimer: The EMITL2BMIN.001 product is generated to support the EMIT mission objectives of constraining the sign of dust related radiative forcing. Ten mineral types are the core focus of this work: Calcite, Chlorite, Dolomite, Goethite, Gypsum, Hematite, Illite+Muscovite, Kaolinite,Montmorillonite, and Vermiculite. A future product will aggregate these results for use in Earth System Models. Additional minerals are included in this product for transparency but were not the focus of this product. Further validation is required to use these additional mineral maps, particularly in the case of resource exploration. Similarly, the separation of minerals with similar spectral features, such as a fine-grained goethite and hematite, is an area of active research. The results presented here are an initial offering, but the precise categorization is likely to evolve over time, and the limits of what can and cannot be separated on the global scale is still being explored. The user is encouraged to read the Algorithm Theoretical Basis Document (ATBD) for more details. \n",
+ "
\n",
+ "\n",
+ "**Requirements**\n",
+ "\n",
+ " - [NASA Earthdata Account](https://urs.earthdata.nasa.gov/home). This is free and can be set up quickly. \n",
+ " - *No Python setup requirements if connected to the workshop cloud instance!* \n",
+ " - (**Local Only**) Set up Python Environment - See **setup_instructions.md** in the `/setup/` folder to set up a local compatible Python environment \n",
+ "\n",
+ "**Data Used** \n",
+ "- EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty 60 m V001 ([EMITL2BMIN.001](https://doi.org/10.5067/EMIT/EMITL2BMIN.001))\n",
+ "- EMIT L2A Estimated Surface Reflectance and Uncertainty and Masks 60 m V001 ([EMITL2ARFL.001](https://doi.org/10.5067/EMIT/EMITL2ARFL.001))\n",
+ "\n",
+ "**Tutorial Outline**\n",
+ "\n",
+ "1. [Setup](#section-1)\n",
+ "2. [Searching for EMIT L2B Mineralogy Data](#section-2)\n",
+ "3. [Visualizing Search Results](#section-3)\n",
+ "4. [Saving Lists of Results](#section-4)\n",
+ "5. [Streaming or Downloading Data](#section-5)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "\n",
+ "## 1. Setup\n",
+ "\n",
+ "Import the required Python libraries."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Import required libraries\n",
+ "import sys\n",
+ "import folium\n",
+ "import earthaccess\n",
+ "import pandas as pd\n",
+ "import geopandas as gpd\n",
+ "import math\n",
+ "\n",
+ "from branca.element import Figure\n",
+ "from IPython.display import display\n",
+ "from skimage import io\n",
+ "from shapely.geometry.polygon import orient\n",
+ "from matplotlib import pyplot as plt\n",
+ "from matplotlib.colors import rgb2hex\n",
+ "from shapely.geometry import Polygon, box"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### 1.2 NASA Earthdata Login Credentials\n",
+ "\n",
+ "To download or stream NASA data you will need an Earthdata account; you can create one [here](https://urs.earthdata.nasa.gov/home). To search, we will use the `login` function from the `earthaccess` library for authentication before downloading at the end of the notebook. This function can also be used to create a local `.netrc` file if it doesn't exist or add your login info to an existing `.netrc` file. If no Earthdata Login credentials are found in the `.netrc` you'll be prompted for them. This step is not necessary to conduct searches but is needed to download or stream data.\n",
+ "\n",
+ "\n",
+ "## 2. Searching for EMIT L2B Mineralogy Data\n",
+ "\n",
+ "To find data we will use the [`earthaccess` Python library](https://github.com/nsidc/earthaccess). `earthaccess` searches [NASA Common Metadata Repository (CMR) API](), a metadata system that catalogs Earth Science data and associated metadata records. The results can then be used to download granules or generate lists of granule search result URLs.\n",
+ "\n",
+ "Using `earthaccess` we can search based on the attributes of a granule, which can be thought of as a spatiotemporal scene from an instrument containing multiple assets (ex: Reflectance, Reflectance Uncertainty, Masks for the EMIT L2A Reflectance Collection, and EMIT ). When conducting a search we can provide a product, in this case the mineralogy product, a date-time range, and spatial constraints. This process can also be used with other EMIT products, other NASA collections."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### 2.1 Querying for Datasets\n",
+ "\n",
+ "Our first step in searching for data is determining which collection (e.g. EMIT L2A Estimated Surface Reflectance Uncertainty and Masks, EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty) we want to search for. The best way to do this is using the collection `short_name` (e.g. EMITL2ARFL, EMITL2BMIN) or `concept-id`. In rare cases, the `short_name` of two collections can be the same, so we will use the `concept-id` which is a unique identifier for each collection. To find the `concept-id` we can search using some keywords."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "[{'concept-id': 'C2408750690-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2A Estimated Surface Reflectance and Uncertainty and Masks 60 m V001',\n",
+ " 'ShortName': 'EMITL2ARFL',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C2408009906-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L1B At-Sensor Calibrated Radiance and Geolocation Data 60 m V001',\n",
+ " 'ShortName': 'EMITL1BRAD',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C3242680113-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2B Methane Enhancement Data 60 m V002',\n",
+ " 'ShortName': 'EMITL2BCH4ENH',\n",
+ " 'Version': '002'},\n",
+ " {'concept-id': 'C2408034484-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty 60 m V001',\n",
+ " 'ShortName': 'EMITL2BMIN',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C3242707413-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2B Estimated Methane Plume Complexes 60 m V002',\n",
+ " 'ShortName': 'EMITL2BCH4PLM',\n",
+ " 'Version': '002'},\n",
+ " {'concept-id': 'C3882545269-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2A Masks 60 m V002',\n",
+ " 'ShortName': 'EMITL2AMASK',\n",
+ " 'Version': '002'},\n",
+ " {'concept-id': 'C2748088093-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2B Estimated Methane Plume Complexes 60 m V001',\n",
+ " 'ShortName': 'EMITL2BCH4PLM',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C3243477145-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2B Carbon Dioxide Enhancement Data 60 m V002',\n",
+ " 'ShortName': 'EMITL2BCO2ENH',\n",
+ " 'Version': '002'},\n",
+ " {'concept-id': 'C3244277342-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2B Estimated Carbon Dioxide Plume Complexes 60 m V002',\n",
+ " 'ShortName': 'EMITL2BCO2PLM',\n",
+ " 'Version': '002'},\n",
+ " {'concept-id': 'C2408755900-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L4 Earth System Model Products V001',\n",
+ " 'ShortName': 'EMITL4ESM',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C3911089796-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2B Fractional Cover and Uncertainty 60 m V001',\n",
+ " 'ShortName': 'EMITL2BFRCOV',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C2408031090-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L1B Corrected Spacecraft Attitude and Ephemeris V001',\n",
+ " 'ShortName': 'EMITL1BATT',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C2748097305-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2B Methane Enhancement Data 60 m V001',\n",
+ " 'ShortName': 'EMITL2BCH4ENH',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C2872578364-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2B Carbon Dioxide Enhancement Data 60 m V001',\n",
+ " 'ShortName': 'EMITL2BCO2ENH',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C2867824144-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L2B Estimated Carbon Dioxide Plume Complexes 60 m V001',\n",
+ " 'ShortName': 'EMITL2BCO2PLM',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C3147269019-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L3 Aggregated Mineral Spectral Abundance and Uncertainty 0.5 Deg V002',\n",
+ " 'ShortName': 'EMITL3ASA',\n",
+ " 'Version': '002'},\n",
+ " {'concept-id': 'C2408752948-LPCLOUD',\n",
+ " 'EntryTitle': 'EMIT L3 Aggregated Mineral Spectral Abundance and Uncertainty 0.5 Deg V001',\n",
+ " 'ShortName': 'EMITL3ASA',\n",
+ " 'Version': '001'},\n",
+ " {'concept-id': 'C4184090548-ORNL_CLOUD',\n",
+ " 'EntryTitle': 'AVIRIS-5 L2A Orthocorrected Surface Reflectance, Facility Instrument Collection',\n",
+ " 'ShortName': 'AV5_L2A_RFL_2484',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C3236537162-ORNL_CLOUD',\n",
+ " 'EntryTitle': 'AVIRIS-3 L1B Calibrated Radiance, Facility Instrument Collection',\n",
+ " 'ShortName': 'AV3_L1B_RDN_2356',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C4076410273-ORNL_CLOUD',\n",
+ " 'EntryTitle': 'AVIRIS-5 L1B Calibrated Radiance, Facility Instrument Collection',\n",
+ " 'ShortName': 'AV5_L1B_RDN_2483',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C2698128857-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L1B Brightness Temperature',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L1B_TB',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698130429-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (6Ghz) (1-Day,0.1_deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T06_1day_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129153-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (6Ghz) (1-Day,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T06_1day_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698130213-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (6Ghz) (1-Month,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T06_1month_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129065-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (6Ghz) (1-Month,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T06_1month_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129839-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (7Ghz) (1-Day,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T07_1day_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698130313-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (7Ghz) (1-Day,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T07_1day_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698133243-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (7Ghz) (1-Month,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T07_1month_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698130068-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (7Ghz) (1-Month,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T07_1month_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698128878-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (10Ghz) (1-Day,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T10_1day_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129874-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (10Ghz) (1-Day,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T10_1day_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129197-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (10Ghz) (1-Month,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T10_1month_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698128819-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (10Ghz) (1-Month,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T10_1month_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698130214-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (18Ghz) (1-Day,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T18_1day_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129227-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (18Ghz) (1-Day,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T18_1day_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698130115-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (18Ghz) (1-Month,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T18_1month_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129196-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (18Ghz) (1-Month,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T18_1month_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129248-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (23Ghz) (1-Day,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T23_1day_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129820-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (23Ghz) (1-Day,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T23_1day_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129452-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (23Ghz) (1-Month,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T23_1month_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698130630-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (23Ghz) (1-Month,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T23_1month_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698130510-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (36Ghz) (1-Day,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T36_1day_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698128854-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (36Ghz) (1-Day,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T36_1day_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698132297-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (36Ghz) (1-Month,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T36_1month_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129884-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (36Ghz) (1-Month,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T36_1month_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129135-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (89Ghz) (1-Day,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T89_1day_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698133598-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (89Ghz) (1-Day,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T89_1day_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698128760-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (89Ghz) (1-Month,0.1 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T89_1month_0.1deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698129088-JAXA',\n",
+ " 'EntryTitle': 'GCOM-W/AMSR2 L3 Brightness Temperature (89Ghz) (1-Month,0.25 deg)',\n",
+ " 'ShortName': 'GCOM-W_AMSR2_L3_T89_1month_0.25deg',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C1214622235-SCIOPS',\n",
+ " 'EntryTitle': 'Thermographic study of the uruguayan Antarctic Base \"Artigas\"',\n",
+ " 'ShortName': 'IDN_NOD_AMD_UY_TERM',\n",
+ " 'Version': 'Not provided'},\n",
+ " {'concept-id': 'C3906206748-ORNL_CLOUD',\n",
+ " 'EntryTitle': 'AVUELO AVIRIS-3 Orthocorrected Surface Reflectance (provisional calibration)',\n",
+ " 'ShortName': 'AVUELO_AV3_L2A_Reflectance_2479',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C3542750710-ORNL_CLOUD',\n",
+ " 'EntryTitle': 'SBG 2024 TIM Meeting Summary: Current Progress and Future Goals of the SBG Mission',\n",
+ " 'ShortName': 'SBG_TIM_2024_Report_2433',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C4220774485-OB_DAAC',\n",
+ " 'EntryTitle': 'CyanoSCape: Freshwater Phytoplankton Biodiversity of the South African Cape',\n",
+ " 'ShortName': 'BIOSCAPE_INLAND_WATERS',\n",
+ " 'Version': '0'},\n",
+ " {'concept-id': 'C2532071921-AMD_USAPDC',\n",
+ " 'EntryTitle': 'Ethane Measurements in the Intermediate Depth South Pole Ice Core (SPICECORE)',\n",
+ " 'ShortName': 'USAP-1644245',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C1693329316-AU_AADC',\n",
+ " 'EntryTitle': 'Statically mounted polarsondes at Davis Station 2018/19',\n",
+ " 'ShortName': 'AAS_4308_Statically_mounted_polarsondes_at_Davis',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C1439409302-AU_AADC',\n",
+ " 'EntryTitle': 'Statically mounted polarsondes at Macquarie Island',\n",
+ " 'ShortName': 'AAS_4308_PS_Static_Macq_Is',\n",
+ " 'Version': '2'},\n",
+ " {'concept-id': 'C1442295601-AU_AADC',\n",
+ " 'EntryTitle': 'antFOCE Carbonate chemistry data sets',\n",
+ " 'ShortName': 'AAS_4127_antFOCE_CarbonateChemistry',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C1442295543-AU_AADC',\n",
+ " 'EntryTitle': 'Antarctic Free Ocean Carbon Dioxide Enrichment Experiment',\n",
+ " 'ShortName': 'AAS_4127_antFOCE_Project4127',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C2698134078-JAXA',\n",
+ " 'EntryTitle': 'Aqua/AMSR-E L1B AMSR2 Format Brightness Temperature',\n",
+ " 'ShortName': 'Aqua_AMSR-E_L1B_AMSR2_Format_TB',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2698130454-JAXA',\n",
+ " 'EntryTitle': 'Aqua/AMSR-E L1B Brightness Temperature',\n",
+ " 'ShortName': 'Aqua_AMSR-E_L1B_TB',\n",
+ " 'Version': 'NA'},\n",
+ " {'concept-id': 'C2777750487-ORNL_CLOUD',\n",
+ " 'EntryTitle': 'LBA-ECO TG-07 Trace Gas Fluxes, Undisturbed and Logged Sites, Para, Brazil: 2000-2002',\n",
+ " 'ShortName': 'TG07_Soil-Atmosphere_Flux_Km83_926',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C2780105326-ORNL_CLOUD',\n",
+ " 'EntryTitle': 'SAFARI 2000 BVOC Measurements at Skukuza and Maun Flux Towers, Wet Season 2001',\n",
+ " 'ShortName': 'bvoc_flux_759',\n",
+ " 'Version': '1'},\n",
+ " {'concept-id': 'C1214593941-SCIOPS',\n",
+ " 'EntryTitle': 'The concentration of combustion engine particulates, the organic fraction of the particulates and the sources of the particulates identified by isotopic analysis from snow and ice samples near Scott Base',\n",
+ " 'ShortName': 'K011_2000_2001_NZ_1',\n",
+ " 'Version': 'Not provided'},\n",
+ " {'concept-id': 'C2231548569-CEOS_EXTRA',\n",
+ " 'EntryTitle': 'Dust Deposition in Southern Nevada and California',\n",
+ " 'ShortName': 'VATECH_VAdust',\n",
+ " 'Version': 'Not provided'}]"
+ ]
+ },
+ "execution_count": 2,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# EMIT Collection Query\n",
+ "emit_collections = earthaccess.search_datasets(keyword='EMIT')\n",
+ "# Retrieve collection concept-id, collection name, and version from the metadata using list comprehension\\n\",\n",
+ "[{'concept-id': c['meta']['concept-id'], 'EntryTitle': c['umm']['EntryTitle'], 'ShortName': c['umm']['ShortName'], 'Version': c['umm']['Version']} for c in emit_collections]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "From this list of results we can see that the `concept-id` for the desired mineral product is `C2408034484-LPCLOUD`. We can use this to define one of our search arguments."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "concept_id = 'C2408034484-LPCLOUD'"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### 2.2 Define Temporal Range\n",
+ "\n",
+ "For our date range, we'll look at all EMIT data collected over 2023. The `date_range` can be specified as a pair of dates, start and end (up to, not including)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "date_range = ('2023-01-01','2024-01-01')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### 2.3 Define Spatial Region of Interest\n",
+ "\n",
+ "For this example, our spatial region of interest will be the area around Cuprite, NV. A location where there have been several previous mineralogy studies. We can define this region using a rectangular polygon. If you want to make a polygon for a different region, you can use a tool like [geojson.io](http://geojson.io/).\n",
+ "\n",
+ "Open the `geojson` as a `geodataframe`, and check the coordinate reference system (CRS) of the data."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "\n",
+ "\n",
+ "\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " geometry\n",
+ "0 POLYGON ((-117.24309 37.59129, -117.24309 37.5..."
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "roi_gdf"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can see this `geodataframe` consists of a single polygon which we want to include in our search, but the geometry is the only information contained in the file, so let's add a column for the site name, and set the value to \"Cuprite\"."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "roi_gdf['Name'] = 'Cuprite'"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "| \n", + " | geometry | \n", + "
|---|---|
| 0 | \n", + "POLYGON ((-117.24309 37.59129, -117.24309 37.5... | \n", + "
\n",
+ "\n",
+ "\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " geometry Name\n",
+ "0 POLYGON ((-117.24309 37.59129, -117.24309 37.5... Cuprite"
+ ]
+ },
+ "execution_count": 8,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "roi_gdf"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can visualize the ROI using the `folium` library and the `explore` function from `geopandas`. First, we'll create a helper function. Then we will create a new map, using Google Maps tiles as our basemap, and add the polygon to the map. We'll also use our `convert_bounds` helper function to limit the map view to roughly the extent of the polygon."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Function to convert a bounding box for use in leaflet notation\n",
+ "\n",
+ "def convert_bounds(bbox, invert_y=False):\n",
+ " \"\"\"\n",
+ " Helper method for changing bounding box representation to leaflet notation\n",
+ "\n",
+ " ``(lon1, lat1, lon2, lat2) -> ((lat1, lon1), (lat2, lon2))``\n",
+ " \"\"\"\n",
+ " x1, y1, x2, y2 = bbox\n",
+ " if invert_y:\n",
+ " y1, y2 = y2, y1\n",
+ " return ((y1, x1), (y2, x2))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ ""
+ ],
+ "text/plain": [
+ "| \n", + " | geometry | \n", + "Name | \n", + "
|---|---|---|
| 0 | \n", + "POLYGON ((-117.24309 37.59129, -117.24309 37.5... | \n", + "Cuprite | \n", + "
\n",
+ "\n",
+ "\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " native-id collection-concept-id \\\n",
+ "0 EMIT_L2B_MIN_001_20230427T173309_2311711_010 C2408034484-LPCLOUD \n",
+ "1 EMIT_L2B_MIN_001_20230804T191650_2321613_007 C2408034484-LPCLOUD \n",
+ "2 EMIT_L2B_MIN_001_20230808T173953_2322012_011 C2408034484-LPCLOUD \n",
+ "\n",
+ " BeginningDateTime EndingDateTime CloudCover \\\n",
+ "0 2023-04-27 17:33:09+00:00 2023-04-27 17:33:21+00:00 8 \n",
+ "1 2023-08-04 19:16:50+00:00 2023-08-04 19:17:02+00:00 4 \n",
+ "2 2023-08-08 17:39:53+00:00 2023-08-08 17:40:05+00:00 6 \n",
+ "\n",
+ " DayNightFlag geometry \\\n",
+ "0 Day MULTIPOLYGON (((-117.09042 37.85598, -117.5497... \n",
+ "1 Day MULTIPOLYGON (((-117.15681 38.27825, -118.0352... \n",
+ "2 Day MULTIPOLYGON (((-116.72791 37.98892, -117.5942... \n",
+ "\n",
+ " browse shortname \\\n",
+ "0 https://data.lpdaac.earthdatacloud.nasa.gov/lp... EMITL2BMIN \n",
+ "1 https://data.lpdaac.earthdatacloud.nasa.gov/lp... EMITL2BMIN \n",
+ "2 https://data.lpdaac.earthdatacloud.nasa.gov/lp... EMITL2BMIN \n",
+ "\n",
+ " data datetime_obj \n",
+ "0 [https://data.lpdaac.earthdatacloud.nasa.gov/l... 2023-04-27 17:33:09+00:00 \n",
+ "1 [https://data.lpdaac.earthdatacloud.nasa.gov/l... 2023-08-04 19:16:50+00:00 \n",
+ "2 [https://data.lpdaac.earthdatacloud.nasa.gov/l... 2023-08-08 17:39:53+00:00 "
+ ]
+ },
+ "execution_count": 15,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "results_gdf = results_to_gdf(results)\n",
+ "results_gdf"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Now create a plot by iterating over the rows of the `geodataframe` and adding the geometry to the map. We do this by iterating over rows instead of the `explore` function, so we add separate layers for each, allowing us to add or remove them using the `LayerControl` widget."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ ""
+ ],
+ "text/plain": [
+ "| \n", + " | native-id | \n", + "collection-concept-id | \n", + "BeginningDateTime | \n", + "EndingDateTime | \n", + "CloudCover | \n", + "DayNightFlag | \n", + "geometry | \n", + "browse | \n", + "shortname | \n", + "data | \n", + "datetime_obj | \n", + "
|---|---|---|---|---|---|---|---|---|---|---|---|
| 0 | \n", + "EMIT_L2B_MIN_001_20230427T173309_2311711_010 | \n", + "C2408034484-LPCLOUD | \n", + "2023-04-27 17:33:09+00:00 | \n", + "2023-04-27 17:33:21+00:00 | \n", + "8 | \n", + "Day | \n", + "MULTIPOLYGON (((-117.09042 37.85598, -117.5497... | \n", + "https://data.lpdaac.earthdatacloud.nasa.gov/lp... | \n", + "EMITL2BMIN | \n", + "[https://data.lpdaac.earthdatacloud.nasa.gov/l... | \n", + "2023-04-27 17:33:09+00:00 | \n", + "
| 1 | \n", + "EMIT_L2B_MIN_001_20230804T191650_2321613_007 | \n", + "C2408034484-LPCLOUD | \n", + "2023-08-04 19:16:50+00:00 | \n", + "2023-08-04 19:17:02+00:00 | \n", + "4 | \n", + "Day | \n", + "MULTIPOLYGON (((-117.15681 38.27825, -118.0352... | \n", + "https://data.lpdaac.earthdatacloud.nasa.gov/lp... | \n", + "EMITL2BMIN | \n", + "[https://data.lpdaac.earthdatacloud.nasa.gov/l... | \n", + "2023-08-04 19:16:50+00:00 | \n", + "
| 2 | \n", + "EMIT_L2B_MIN_001_20230808T173953_2322012_011 | \n", + "C2408034484-LPCLOUD | \n", + "2023-08-08 17:39:53+00:00 | \n", + "2023-08-08 17:40:05+00:00 | \n", + "6 | \n", + "Day | \n", + "MULTIPOLYGON (((-116.72791 37.98892, -117.5942... | \n", + "https://data.lpdaac.earthdatacloud.nasa.gov/lp... | \n", + "EMITL2BMIN | \n", + "[https://data.lpdaac.earthdatacloud.nasa.gov/l... | \n", + "2023-08-08 17:39:53+00:00 | \n", + "
"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.imshow(io.imread(min_browse_urls[0]))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "These browse images provide a plot of mineral identification and uncertainty for both group 1 minerals and group 2 minerals (more explanation about that in the [Working with EMIT L2B Mineralogy.ipynb](Working_with_EMIT_L2B_Mineralogy.ipynb)). Just to visualize the area we've searched, we can make some slight changes to these URLs to access the EMIT L2A Reflectance browse imagery instead, which are RGB browse images. Note that the EMIT L2 data are not orthorectified, so we can't directly show them on our `folium` map without some extra steps."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-public/EMITL2ARFL.001/EMIT_L2A_RFL_001_20230427T173309_2311711_010/EMIT_L2A_RFL_001_20230427T173309_2311711_010.png',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-public/EMITL2ARFL.001/EMIT_L2A_RFL_001_20230804T191650_2321613_007/EMIT_L2A_RFL_001_20230804T191650_2321613_007.png',\n",
+ " 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-public/EMITL2ARFL.001/EMIT_L2A_RFL_001_20230808T173953_2322012_011/EMIT_L2A_RFL_001_20230808T173953_2322012_011.png']"
+ ]
+ },
+ "execution_count": 24,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Replace Collection ID\n",
+ "rgb_urls = [s.replace('EMITL2BMIN', 'EMITL2ARFL') for s in min_browse_urls]\n",
+ "# Update Product and Asset Names\n",
+ "rgb_urls = [s.replace('EMIT_L2B_MIN', 'EMIT_L2A_RFL') for s in rgb_urls]\n",
+ "rgb_urls"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Visualize the RGB browse images to get an idea for what the area we are investigating looks like."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "
"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "cols = 3\n",
+ "rows = math.ceil(len(results_gdf)/cols)\n",
+ "fig, ax = plt.subplots(rows, cols, figsize=(12,12))\n",
+ "ax = ax.flatten()\n",
+ "\n",
+ "for _n, index in enumerate(results_gdf.index.to_list()):\n",
+ " img = io.imread(rgb_urls[index])\n",
+ " ax[_n].imshow(img)\n",
+ " ax[_n].set_title(f\"Index: {index} - {results_gdf['native-id'][index]}\", fontsize=8)\n",
+ " ax[_n].axis('off')\n",
+ "plt.tight_layout()\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The black line in the third scene is caused by the on-board cloud masking."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "\n",
+ "## 4. Saving Lists of Results"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can save our lists of results URLs as a text file for later use, either to download the data, or stream it."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 26,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "with open('../../data/rgb_browse_urls.txt', 'w') as f:\n",
+ " for line in rgb_urls:\n",
+ " f.write(f\"{line}\\n\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 27,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "with open('../../data/min_results_urls.txt', 'w') as f:\n",
+ " for line in min_results_urls:\n",
+ " f.write(f\"{line}\\n\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 28,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "with open('../../data/min_uncert_urls.txt', 'w') as f:\n",
+ " for line in minuncert_results_urls:\n",
+ " f.write(f\"{line}\\n\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "\n",
+ "## 5. Streaming or Downloading Data\n",
+ "For the workshop, we will stream the data, but either method can be used, and each has trade-offs based on the internet speed, storage space, or use case. Depending on the size of the file and its structure, operations can take much more time if streaming with a slower internet connection. Since the workshop is hosted in a Cloud workspace, we can stream the data directly to the workspace.\n",
+ "\n",
+ "### 5.1 Streaming Data Workflow\n",
+ "For an example of streaming both netCDF please see [Working with EMIT L2B Mineralogy.ipynb](Working_with_EMIT_L2B_Mineralogy.ipynb).\n",
+ "\n",
+ "If you plan to stream the data, you can stop here and move to the next notebook.\n",
+ "\n",
+ "### 5.2 Downloading Data Workflow\n",
+ "To download the scenes, we can use the earthaccess library to authenticate then download the files.\n",
+ "\n",
+ "First, log into Earthdata using the login function from the earthaccess library. The persist=True argument will create a local .netrc file if it doesn't exist, or add your login info to an existing .netrc file. If no Earthdata Login credentials are found in the .netrc you'll be prompted for them. As mentioned in section 1.2, this step is not necessary to conduct searches, but is needed to download or stream data.\n",
+ "\n",
+ "The outputs saved in section 4 can be downloaded by uncommenting and running the following cells."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# # Authenticate using earthaccess\n",
+ "# earthaccess.login(persist=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# # Open Text File and Read Lines\n",
+ "# file_list = ['../../data/rgb_browse_urls.txt','../../data/results_urls.txt']\n",
+ "# urls = []\n",
+ "# for file in file_list:\n",
+ "# with open(file) as f:\n",
+ "# urls.extend([line.rstrip('\\n') for line in f])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Use earthaccess to download.\n",
+ "# earthaccess.download(urls, \"../../data/\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "\n",
+ "## Contact Info: \n",
+ "\n",
+ "Email: LPDAAC@usgs.gov \n",
+ "Voice: +1-866-573-3222 \n",
+ "Organization: Land Processes Distributed Active Archive Center (LP DAAC)¹ \n",
+ "Website: \n",
+ "Date last modified: 06-28-2026 \n",
+ "\n",
+ "¹Work performed under USGS contract 140G0121D0001 for NASA contract NNG14HH33I. "
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "lpdaac_vitals",
+ "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": "3.13.12"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/python/tutorials/Working_with_EMIT_L2B_Mineralogy.ipynb b/python/tutorials/Working_with_EMIT_L2B_Mineralogy.ipynb
index a930415..943ff02 100644
--- a/python/tutorials/Working_with_EMIT_L2B_Mineralogy.ipynb
+++ b/python/tutorials/Working_with_EMIT_L2B_Mineralogy.ipynb
@@ -5,34 +5,44 @@
"id": "28e9239d-5a33-4e90-b1e8-d18bc44f4f45",
"metadata": {},
"source": [
- "> **Disclaimer:** The [**EMITL2BMIN**](https://doi.org/10.5067/EMIT/EMITL2BMIN.001) product is generated to support the EMIT mission objectives of constraining the sign of dust related radiative forcing. Ten mineral types are the core focus of this work: Calcite, Chlorite, Dolomite, Goethite, Gypsum, Hematite, Illite+Muscovite, Kaolinite, Montmorillonite, and Vermiculite. The [**EMIT_L3_ASA**]() product contain the aggregate abundance of these minerals at a coarser resolution for use in Earth System Models. Additional minerals are included in the **EMITL2BMIN** product for transparency but were not the focus of this product. Further validation is required to use these additional mineral maps, particularly in the case of resource exploration. Similarly, the separation of minerals with similar spectral features, such as a fine-grained goethite and hematite, is an area of active research. The results presented here are an initial offering, but the precise categorization is likely to evolve over time, and the limits of what can and cannot be separated on the global scale is still being explored. The user is encouraged to read the [Algorithm Theoretical Basis Document (ATBD)](https://lpdaac.usgs.gov/documents/1659/EMITL2B_ATBD_v1.pdf) for more details.\n",
- "\n",
"# Working with EMIT L2B Mineralogy Data\n",
"\n",
+ "Authors: Erik Bolch and Phil Brodrick\n",
+ "\n",
+ "Last Updated: 2026-06-28\n",
+ "\n",
+ "> 📘 Learning Objectives\n",
+ "> 1. Open an EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty 60 m V001 file\n",
+ "> 2. Apply the Geometry Lookup Table (GLT) to orthorectify the image\n",
+ "> 3. Find minerals of interest within a granule\n",
+ "> 4. Visualize Mineral Identification and Band depth\n",
+ "> 5. Evaluate mineral uncertainty\n",
+ "> 6. Calculate and Visualize mineral Abundance\n",
+ ">\n",
+ "\n",
"**Summary** \n",
"\n",
"In this notebook we will open the [EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty (EMITL2BMIN)](https://doi.org/10.5067/EMIT/EMITL2BMIN.001) products, find a mineral of interest from the ten mineral types focused on by the EMIT mission, evaluate uncertainty, orthorectify the data, then create an output mask or vector file for the granule.\n",
"\n",
+ ""
+ ]
+ },
+ "execution_count": 2,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"earthaccess.login(persist=True)"
]
},
{
"cell_type": "markdown",
- "id": "b94d9b18",
+ "id": "c1225dd4",
"metadata": {},
"source": [
- "For this notebook we will download the files necessary using `earthaccess`. You can also access the data in place or stream it, but this can slow due to the file sizes. Provide a URL for an EMIT L2B Mineral Identification and Band Depth granule."
+ "For working with the data, there are two routes users can take: **Downloading** or **Streaming**.\n",
+ "\n",
+ "**Downloading** – This has been a supported option since the inception of NASA's DAACs. Users can use the data link(s) to download files to their local working environment. This method works in both cloud and non-cloud environments.\n",
+ "\n",
+ "**Streaming** – Streaming enables on-the-fly reading of remote files (i.e., files not saved locally). However, the accessed data must fit into the workspace’s memory. Streaming works in both cloud and non-cloud environments, although it is more performant if you are working in the cloud, and most noticeably so when within the same region as the data is stored (AWS us-west-2). \n",
+ "\n",
+ "This notebook provides an example of each, but defaults to a download based workflow. To stream the data when working in the cloud, you'll need to comment out the cell in the Download Data section, and follow the instructions in the Streaming Data section."
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 3,
"id": "0b858790",
"metadata": {},
"outputs": [],
"source": [
- "# List the browse images from the text file output of the previous notebook.\n",
- "min_list = '../../data/results_urls.txt'\n",
+ "# Load the mineral urls saved to a text file\n",
+ "min_list = '../../data/min_results_urls.txt'\n",
"with open(min_list) as f:\n",
" min_urls = [line.rstrip('\\n') for line in f]\n",
- "min_urls"
+ "\n",
+ "# Load the mineral uncertainty urls saved to a text file\n",
+ "unc_list = '../../data/min_uncert_urls.txt'\n",
+ "with open(unc_list) as f:\n",
+ " unc_urls = [line.rstrip('\\n') for line in f]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "b94d9b18",
+ "metadata": {},
+ "source": [
+ "## 1.1 Downloading Data\n",
+ "\n",
+ "To download the data run the next cell, then skip section 1.2 Streaming Data."
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 4,
"id": "57a34e59",
"metadata": {},
"outputs": [],
"source": [
- "# List the browse images from the text file output of the previous notebook.\n",
- "unc_list = '../../data/min_uncert_urls.txt'\n",
- "with open(unc_list) as f:\n",
- " unc_urls = [line.rstrip('\\n') for line in f]\n",
- "unc_urls"
+ "# earthaccess.login(persist=True)\n",
+ "# min_files = earthaccess.download(min_urls, \"../../data/\")\n",
+ "# unc_files = earthaccess.download(unc_urls, \"../../data/\")"
]
},
{
@@ -134,43 +297,132 @@
"id": "84d63672",
"metadata": {},
"source": [
- "Get an HTTPS Session using your earthdata login, set a local path to save the file, and download the granule asset, in this case we are selecting the second scene (index 1) from the list of granules for both the mineral and uncertainty files."
+ "## 1.2 Streaming Data\n",
+ "\n",
+ "For streaming the data, there are two options for access. If outside of AWS you can use HTTP links which will egress through AWS CloudFront. If you are working in the AWS Cloud and would prefer to use S3 links its recommended to utilize a cloud instance inside the us-west-2 region since access within region where the data is stored is free. To utilize the S3 access, we will load the S3 results URLs from text files and replace the variables we defined above by uncommenting and running the cell below. **If you want to stream the data using the HTTP links, you can skip this step.**\n"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 5,
"id": "eb62adee",
"metadata": {},
"outputs": [],
"source": [
- "fs = earthaccess.get_fsspec_https_session()\n",
- "fp = fs.open(min_urls[0])\n",
- "fp_un = fs.open(unc_urls[0])"
+ "# # Load the mineral urls saved to a text file\n",
+ "# min_list = '../../data/min_results_s3_urls.txt'\n",
+ "# with open(min_list) as f:\n",
+ "# min_urls = [line.rstrip('\\n') for line in f]\n",
+ "\n",
+ "# # Load the mineral uncertainty urls saved to a text file\n",
+ "# unc_list = '../../data/min_uncert_s3_urls.txt'\n",
+ "# with open(unc_list) as f:\n",
+ "# unc_urls = [line.rstrip('\\n') for line in f]"
]
},
{
"cell_type": "markdown",
- "id": "d4e3769f",
+ "id": "1549adb1",
"metadata": {},
"source": [
- "## 1.2 Downloaded Data\n",
- "\n",
- "If you’ve already downloaded the data using the workflow shown in Section 6 of the [Finding EMIT L2B Mineralogy Data](Finding_EMIT_L2B_Mineralogy_Data.ipynb) , you can just set filepaths using the cell below."
+ "Uncomment the following cell to authenticate with `eathaccess` and open the remote files."
]
},
{
"cell_type": "code",
- "execution_count": null,
- "id": "14114c12-c896-43d9-9424-3d015b98a0b5",
- "metadata": {
- "tags": []
- },
- "outputs": [],
+ "execution_count": 6,
+ "id": "69849e89",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "71388308ebb64970ac94ed010c525755",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ "QUEUEING TASKS | : 0%| | 0/3 [00:00\n",
+ " Size: 137MB\n",
+ "Dimensions: (downtrack: 1280, crosstrack: 1242, ortho_y: 2007,\n",
+ " ortho_x: 2274, mineral_name: 294)\n",
+ "Coordinates: (12/13)\n",
+ " * downtrack (downtrack) int64 10kB 0 1 2 3 4 ... 1276 1277 1278 1279\n",
+ " * crosstrack (crosstrack) int64 10kB 0 1 2 3 ... 1238 1239 1240 1241\n",
+ " * mineral_name (mineral_name) object 2kB 'Plastic_Tarp GDS339 Green ...\n",
+ " lon (downtrack, crosstrack) float64 13MB ...\n",
+ " lat (downtrack, crosstrack) float64 13MB ...\n",
+ " elev (downtrack, crosstrack) float64 13MB ...\n",
+ " ... ...\n",
+ " glt_y (ortho_y, ortho_x) float64 37MB ...\n",
+ " index (mineral_name) float64 2kB ...\n",
+ " record (mineral_name) float64 2kB ...\n",
+ " url (mineral_name) object 2kB ...\n",
+ " group (mineral_name) float64 2kB ...\n",
+ " library (mineral_name) object 2kB ...\n",
+ "Dimensions without coordinates: ortho_y, ortho_x\n",
+ "Data variables:\n",
+ " group_1_band_depth (downtrack, crosstrack) float32 6MB ...\n",
+ " group_1_mineral_id (downtrack, crosstrack) float32 6MB ...\n",
+ " group_2_band_depth (downtrack, crosstrack) float32 6MB ...\n",
+ " group_2_mineral_id (downtrack, crosstrack) float32 6MB ...\n",
+ "Attributes: (12/38)\n",
+ " ncei_template_version: NCEI_NetCDF_Swath_Template_v2.0\n",
+ " summary: The Earth Surface Mineral Dust Source ...\n",
+ " keywords: Imaging Spectroscopy, minerals, EMIT, ...\n",
+ " Conventions: CF-1.63\n",
+ " sensor: EMIT (Earth Surface Mineral Dust Sourc...\n",
+ " instrument: EMIT\n",
+ " ... ...\n",
+ " spatialResolution: 0.000542232520256367\n",
+ " spatial_ref: GEOGCS[\"WGS 84\",DATUM[\"WGS_1984\",SPHER...\n",
+ " geotransform: [-1.17550322e+02 5.42232520e-04 -0.00...\n",
+ " day_night_flag: Day\n",
+ " title: EMIT L2B Estimated Mineral Identificat...\n",
+ " granule_id: EMIT_L2B_MIN_001_20230427T173309_23117..."
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
- "ds_min = et.emit_xarray(fp)\n",
+ "ds_min = et.emit_xarray(min_files[0])\n",
"ds_min"
]
},
@@ -218,20 +1039,36 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 8,
"id": "6bdd201e",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "[1. 2. 3. 4. 5.]\n"
+ ]
+ }
+ ],
"source": [
"print(ds_min.index.data[:5])"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 9,
"id": "768344b0",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Group_1_minimum:0.0 Group_2_minimum: 0.0\n"
+ ]
+ }
+ ],
"source": [
"print(f'Group_1_minimum:{ds_min.group_1_mineral_id.data.min()} Group_2_minimum: {ds_min.group_2_mineral_id.data.min()}')"
]
@@ -246,10 +1083,179 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 10,
"id": "88e8e8bc-1eb6-4b8c-96ee-2c043b8ce9cc",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ " Size: 91MB\n",
+ "Dimensions: (latitude: 2007, longitude: 2274, mineral_name: 294)\n",
+ "Coordinates:\n",
+ " * latitude (latitude) float64 16kB 37.8 37.8 37.8 ... 36.72 36.71\n",
+ " * longitude (longitude) float64 18kB -117.6 -117.5 ... -116.3 -116.3\n",
+ " * mineral_name (mineral_name) object 2kB 'Plastic_Tarp GDS339 Green ...\n",
+ " index (mineral_name) float64 2kB 1.0 2.0 3.0 ... 293.0 294.0\n",
+ " record (mineral_name) float64 2kB 6.858e+03 744.0 ... 1.008e+03\n",
+ " url (mineral_name) object 2kB 'https://crustal.usgs.gov/s...\n",
+ " group (mineral_name) float64 2kB 1.0 1.0 1.0 ... 2.0 2.0 2.0\n",
+ " library (mineral_name) object 2kB 'splib06' ... 'sprlb06'\n",
+ " elev (latitude, longitude) float32 18MB -9.999e+03 ... -9....\n",
+ " spatial_ref int64 8B 0\n",
+ "Data variables:\n",
+ " group_1_band_depth (latitude, longitude) float32 18MB -9.999e+03 ... -9....\n",
+ " group_1_mineral_id (latitude, longitude) float32 18MB -9.999e+03 ... -9....\n",
+ " group_2_band_depth (latitude, longitude) float32 18MB -9.999e+03 ... -9....\n",
+ " group_2_mineral_id (latitude, longitude) float32 18MB -9.999e+03 ... -9....\n",
+ "Attributes: (12/38)\n",
+ " ncei_template_version: NCEI_NetCDF_Swath_Template_v2.0\n",
+ " summary: The Earth Surface Mineral Dust Source ...\n",
+ " keywords: Imaging Spectroscopy, minerals, EMIT, ...\n",
+ " Conventions: CF-1.63\n",
+ " sensor: EMIT (Earth Surface Mineral Dust Sourc...\n",
+ " instrument: EMIT\n",
+ " ... ...\n",
+ " spatialResolution: 0.000542232520256367\n",
+ " spatial_ref: GEOGCS[\"WGS 84\",DATUM[\"WGS_1984\",SPHER...\n",
+ " geotransform: [-1.17550322e+02 5.42232520e-04 -0.00...\n",
+ " day_night_flag: Day\n",
+ " title: EMIT L2B Estimated Mineral Identificat...\n",
+ " granule_id: EMIT_L2B_MIN_001_20230427T173309_23117..."
+ ]
+ },
+ "execution_count": 11,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"ds_min = et.ortho_xr(ds_min)\n",
"ds_min"
@@ -296,7 +1905,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 12,
"id": "2d2679d1",
"metadata": {},
"outputs": [],
@@ -318,10 +1927,105 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 13,
"id": "5debcfaf",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {},
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "application/vnd.holoviews_exec.v0+json": "",
+ "text/html": [
+ " Size: 91MB\n",
+ "Dimensions: (latitude: 2007, longitude: 2274)\n",
+ "Coordinates:\n",
+ " * latitude (latitude) float64 16kB 37.8 37.8 ... 36.72 36.71\n",
+ " * longitude (longitude) float64 18kB -117.6 -117.5 ... -116.3\n",
+ " elev (latitude, longitude) float32 18MB -9.999e+03 ......\n",
+ " spatial_ref int64 8B 0\n",
+ "Data variables:\n",
+ " group_1_band_depth_unc (latitude, longitude) float32 18MB -9.999e+03 ......\n",
+ " group_1_fit (latitude, longitude) float32 18MB -9.999e+03 ......\n",
+ " group_2_band_depth_unc (latitude, longitude) float32 18MB -9.999e+03 ......\n",
+ " group_2_fit (latitude, longitude) float32 18MB -9.999e+03 ......\n",
+ "Attributes: (12/38)\n",
+ " ncei_template_version: NCEI_NetCDF_Swath_Template_v2.0\n",
+ " summary: The Earth Surface Mineral Dust Source ...\n",
+ " keywords: Imaging Spectroscopy, minerals, EMIT, ...\n",
+ " Conventions: CF-1.63\n",
+ " sensor: EMIT (Earth Surface Mineral Dust Sourc...\n",
+ " instrument: EMIT\n",
+ " ... ...\n",
+ " spatialResolution: 0.000542232520256367\n",
+ " spatial_ref: GEOGCS[\"WGS 84\",DATUM[\"WGS_1984\",SPHER...\n",
+ " geotransform: [-1.17550322e+02 5.42232520e-04 -0.00...\n",
+ " day_night_flag: Day\n",
+ " title: EMIT L2B Estimated Mineral Identificat...\n",
+ " granule_id: EMIT_L2B_MINUNCERT_001_20230427T173309..."
+ ]
+ },
+ "execution_count": 24,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"# Open an Orthorectify the Uncertainty Data\n",
- "ds_min_unc = et.emit_xarray(fp_un)\n",
+ "ds_min_unc = et.emit_xarray(unc_files[0])\n",
"ds_min_unc = et.ortho_xr(ds_min_unc)\n",
"ds_min_unc"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 25,
"id": "30c87313-8810-4a29-9358-00e6187d41ce",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "a6b3f00df09f41048bd32602476ba19e",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ "BokehModel(combine_events=True, render_bundle={'docs_json': {'d08403fe-7556-452b-ae10-9f2a2cf79e26': {'version…"
+ ]
+ },
+ "execution_count": 25,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"min_select_fit_g2 = pn.widgets.Select(name='Mineral Name', options = g1_dropdown_names, value = g1_dropdown_names[0])\n",
"@pn.depends(min_select_fit_g2)\n",
@@ -475,10 +2902,350 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 26,
"id": "9eea13cf",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ "\n",
"**Background**\n",
"\n",
"The EMIT instrument is an imaging spectrometer that measures light in visible and infrared wavelengths. These measurements display unique spectral signatures that correspond to the composition on the Earth's surface. The EMIT mission focuses specifically on mapping the composition of minerals to better understand the effects of mineral dust throughout the Earth system and human populations now and in the future. More details about EMIT and its associated products can be found in the **README.md** and on the [EMIT website](https://earth.jpl.nasa.gov/emit/).\n",
"\n",
"The [EMITL2BMIN](https://doi.org/10.5067/EMIT/EMITL2BMIN.001) data product provides estimated mineral identification, band depths and uncertainty in a spatially raw, non-orthocorrected format. Two spectral groups, which correspond to different regions of the spectra, are identified independently and often co-occur are used to identify minerals. These estimates are generated using the [Tetracorder system](https://www.usgs.gov/publications/tetracorder-user-guide-version-44?_gl=1*1eoj33d*_ga*MTU3MTA3ODgxNS4xNjQ5MTg1MDgx*_ga_0YWDZEJ295*MTY4NjkyNTg0Mi40NC4xLjE2ODY5MjU4NzMuMC4wLjA.)([code](https://github.com/PSI-edu/spectroscopy-tetracorder)) and are based on [EMITL2ARFL](https://doi.org/10.5067/EMIT/EMITL2ARFL.001) reflectance values. The product also consists of an EMIT_L2B_MINUNCERT file, which provides band depth uncertainty estimates calculated using surface Reflectance Uncertainty values from the [EMITL2ARFL](https://doi.org/10.5067/EMIT/EMITL2ARFL.001) data product. The band depth uncertainties are presented as standard deviations, and the fit score for each mineral identification is also provided as the coefficient of determination (r2) of the match between the continuum normalized library reference and the continuum normalized observed spectrum. Associated metadata indicates the name and reference information for each identified mineral, and additional information about aggregating minerals into different categories, and the code used for product generation is available in the [emit-sds-l2b repository]().\n",
"\n",
- "**Disclaimer**\n",
+ "\n",
+ "\n",
+ "Disclaimer: The EMITL2BMIN.001 product is generated to support the EMIT mission objectives of constraining the sign of dust related radiative forcing. Ten mineral types are the core focus of this work: Calcite, Chlorite, Dolomite, Goethite, Gypsum, Hematite, Illite+Muscovite, Kaolinite,Montmorillonite, and Vermiculite. A future product will aggregate these results for use in Earth System Models. Additional minerals are included in this product for transparency but were not the focus of this product. Further validation is required to use these additional mineral maps, particularly in the case of resource exploration. Similarly, the separation of minerals with similar spectral features, such as a fine-grained goethite and hematite, is an area of active research. The results presented here are an initial offering, but the precise categorization is likely to evolve over time, and the limits of what can and cannot be separated on the global scale is still being explored. The user is encouraged to read the Algorithm Theoretical Basis Document (ATBD) for more details. \n",
+ "
\n",
"\n",
- "The [EMIT_L2B_MIN](https://doi.org/10.5067/EMIT/EMITL2BMIN.001) product is generated to support the EMIT mission objectives of constraining the sign of dust related radiative forcing. Ten mineral types are the core focus of this work: Calcite, Chlorite, Dolomite, Goethite, Gypsum, Hematite, Illite+Muscovite, Kaolinite, Montmorillonite, and Vermiculite. A future product will aggregate these results for use in Earth System Models. Additional minerals are included in this product for transparency but were not the focus of this product. Further validation is required to use these additional mineral maps, particularly in the case of resource exploration. Similarly, the separation of minerals with similar spectral features, such as a fine-grained goethite and hematite, is an area of active research. The results presented here are an initial offering, but the precise categorization is likely to evolve over time, and the limits of what can and cannot be separated on the global scale is still being explored. The user is encouraged to read the [Algorithm Theoretical Basis Document (ATBD)](https://lpdaac.usgs.gov/documents/1659/EMITL2B_ATBD_v1.pdf) for more details.\n",
+ "**Requirements**\n",
"\n",
- "**Requirements** \n",
- " - Set up Python Environment - See **setup_instructions.md** in the `/setup/` folder \n",
- "\n",
- "**Learning Objectives** \n",
- "- How to open an EMIT L2B `.nc` file as an `xarray.Dataset`\n",
- "- Apply the Geometry Lookup Table (GLT) to orthorectify the image.\n",
- "- Find minerals of interest within a granule\n",
- "- Visualize Mineral Identification and Band depth\n",
- "- Evaluate mineral uncertainty\n",
- "- Calculate and Visualize mineral Abundance\n",
+ " - [NASA Earthdata Account](https://urs.earthdata.nasa.gov/home). This is free and can be set up quickly. \n",
+ " - *No Python setup requirements if connected to the workshop cloud instance!* \n",
+ " - (**Local Only**) Set up Python Environment - See **setup_instructions.md** in the `/setup/` folder to set up a local compatible Python environment \n",
"\n",
"**Tutorial Outline** \n",
"\n",
@@ -54,12 +64,136 @@
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"source": [
"import earthaccess\n",
"import geopandas as gp\n",
@@ -80,53 +214,82 @@
"id": "7b3798c2",
"metadata": {},
"source": [
- "Login to your NASA Earthdata account and create a `.netrc` file using the `login` function from the `earthaccess` library. If you do not have an Earthdata Account, you can create one [here](https://urs.earthdata.nasa.gov/home). "
+ "We will use `earthaccess` to authenticate with NASA systems and enable downloading or streaming of the data used in the notebook. You can either enter your username and password each time you use earthaccess, or use the `persist=True` argument to create or update a .netrc file that stores credentials. If you do not have an Earthdata Account, you can [create one](https://urs.earthdata.nasa.gov/home). "
]
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+ "<xarray.Dataset> Size: 137MB\n", + "Dimensions: (downtrack: 1280, crosstrack: 1242, ortho_y: 2007,\n", + " ortho_x: 2274, mineral_name: 294)\n", + "Coordinates: (12/13)\n", + " * downtrack (downtrack) int64 10kB 0 1 2 3 4 ... 1276 1277 1278 1279\n", + " * crosstrack (crosstrack) int64 10kB 0 1 2 3 ... 1238 1239 1240 1241\n", + " * mineral_name (mineral_name) object 2kB 'Plastic_Tarp GDS339 Green ...\n", + " lon (downtrack, crosstrack) float64 13MB ...\n", + " lat (downtrack, crosstrack) float64 13MB ...\n", + " elev (downtrack, crosstrack) float64 13MB ...\n", + " ... ...\n", + " glt_y (ortho_y, ortho_x) float64 37MB ...\n", + " index (mineral_name) float64 2kB ...\n", + " record (mineral_name) float64 2kB ...\n", + " url (mineral_name) object 2kB ...\n", + " group (mineral_name) float64 2kB ...\n", + " library (mineral_name) object 2kB ...\n", + "Dimensions without coordinates: ortho_y, ortho_x\n", + "Data variables:\n", + " group_1_band_depth (downtrack, crosstrack) float32 6MB ...\n", + " group_1_mineral_id (downtrack, crosstrack) float32 6MB ...\n", + " group_2_band_depth (downtrack, crosstrack) float32 6MB ...\n", + " group_2_mineral_id (downtrack, crosstrack) float32 6MB ...\n", + "Attributes: (12/38)\n", + " ncei_template_version: NCEI_NetCDF_Swath_Template_v2.0\n", + " summary: The Earth Surface Mineral Dust Source ...\n", + " keywords: Imaging Spectroscopy, minerals, EMIT, ...\n", + " Conventions: CF-1.63\n", + " sensor: EMIT (Earth Surface Mineral Dust Sourc...\n", + " instrument: EMIT\n", + " ... ...\n", + " spatialResolution: 0.000542232520256367\n", + " spatial_ref: GEOGCS["WGS 84",DATUM["WGS_1984",SPHER...\n", + " geotransform: [-1.17550322e+02 5.42232520e-04 -0.00...\n", + " day_night_flag: Day\n", + " title: EMIT L2B Estimated Mineral Identificat...\n", + " granule_id: EMIT_L2B_MIN_001_20230427T173309_23117..." + ], + "text/plain": [ + "
\n",
+ "\n",
+ "\n",
+ " \n",
+ "
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+ "
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+ ],
+ "text/plain": [
+ " index record mineral_name \\\n",
+ "0 0.0 -1.0 No_Match \n",
+ "1 1.0 6858.0 Plastic_Tarp GDS339 Green W1R1Fa \n",
+ "2 2.0 744.0 Hematite.02+Quartz.98 GDS76 W1R1Ha \n",
+ "3 3.0 882.0 Goethite WS222 <250um MedGrn W1R1H_ AREF \n",
+ "4 4.0 5736.0 Goethite0.02+Quartz GDS240 W1R1Ba \n",
+ ".. ... ... ... \n",
+ "290 290.0 624.0 Vermiculite GDS458 W1R1Hc \n",
+ "291 291.0 630.0 Vermiculite ALB4SA00 W1R1Hc \n",
+ "292 292.0 636.0 Vermiculite WS682 W1R1Hc \n",
+ "293 293.0 642.0 Vermiculite WS681 W1R1Hc \n",
+ "294 294.0 1008.0 CO2+O2+CH4 TRANSM ModtranZ20 r06crj3a= \n",
+ "\n",
+ " url group library \n",
+ "0 NA 1.0 NA \n",
+ "1 https://crustal.usgs.gov/speclab/data/HTMLmeta... 1.0 splib06 \n",
+ "2 https://crustal.usgs.gov/speclab/data/HTMLmeta... 1.0 sprlb06 \n",
+ "3 https://crustal.usgs.gov/speclab/data/HTMLmeta... 1.0 sprlb06 \n",
+ "4 https://crustal.usgs.gov/speclab/data/HTMLmeta... 1.0 splib06 \n",
+ ".. ... ... ... \n",
+ "290 No available USGS Spectral Library 7 Descripti... 2.0 sprlb06 \n",
+ "291 No available USGS Spectral Library 7 Descripti... 2.0 sprlb06 \n",
+ "292 No available USGS Spectral Library 7 Descripti... 2.0 sprlb06 \n",
+ "293 https://crustal.usgs.gov/speclab/data/HTMLmeta... 2.0 sprlb06 \n",
+ "294 No available USGS Spectral Library 7 Descripti... 2.0 sprlb06 \n",
+ "\n",
+ "[295 rows x 6 columns]"
+ ]
+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"min_df = pd.DataFrame({x: ds_min[x].values for x in [var for var in ds_min.coords if 'mineral_name' in ds_min[var].dims]})\n",
"min_df.loc[-1] = {'index': 0, 'mineral_name': 'No_Match', 'record': -1.0, 'url': 'NA', 'group': 1.0, 'library': 'NA', 'spatial_ref': 0}\n",
@@ -269,10 +1275,613 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 11,
"id": "c444096a",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "| \n", + " | index | \n", + "record | \n", + "mineral_name | \n", + "url | \n", + "group | \n", + "library | \n", + "
|---|---|---|---|---|---|---|
| 0 | \n", + "0.0 | \n", + "-1.0 | \n", + "No_Match | \n", + "NA | \n", + "1.0 | \n", + "NA | \n", + "
| 1 | \n", + "1.0 | \n", + "6858.0 | \n", + "Plastic_Tarp GDS339 Green W1R1Fa | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "1.0 | \n", + "splib06 | \n", + "
| 2 | \n", + "2.0 | \n", + "744.0 | \n", + "Hematite.02+Quartz.98 GDS76 W1R1Ha | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "1.0 | \n", + "sprlb06 | \n", + "
| 3 | \n", + "3.0 | \n", + "882.0 | \n", + "Goethite WS222 <250um MedGrn W1R1H_ AREF | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "1.0 | \n", + "sprlb06 | \n", + "
| 4 | \n", + "4.0 | \n", + "5736.0 | \n", + "Goethite0.02+Quartz GDS240 W1R1Ba | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "1.0 | \n", + "splib06 | \n", + "
| ... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "
| 290 | \n", + "290.0 | \n", + "624.0 | \n", + "Vermiculite GDS458 W1R1Hc | \n", + "No available USGS Spectral Library 7 Descripti... | \n", + "2.0 | \n", + "sprlb06 | \n", + "
| 291 | \n", + "291.0 | \n", + "630.0 | \n", + "Vermiculite ALB4SA00 W1R1Hc | \n", + "No available USGS Spectral Library 7 Descripti... | \n", + "2.0 | \n", + "sprlb06 | \n", + "
| 292 | \n", + "292.0 | \n", + "636.0 | \n", + "Vermiculite WS682 W1R1Hc | \n", + "No available USGS Spectral Library 7 Descripti... | \n", + "2.0 | \n", + "sprlb06 | \n", + "
| 293 | \n", + "293.0 | \n", + "642.0 | \n", + "Vermiculite WS681 W1R1Hc | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "2.0 | \n", + "sprlb06 | \n", + "
| 294 | \n", + "294.0 | \n", + "1008.0 | \n", + "CO2+O2+CH4 TRANSM ModtranZ20 r06crj3a= | \n", + "No available USGS Spectral Library 7 Descripti... | \n", + "2.0 | \n", + "sprlb06 | \n", + "
295 rows × 6 columns
\n", + "\n",
+ "
"
+ ],
+ "text/plain": [
+ "<xarray.Dataset> Size: 91MB\n", + "Dimensions: (latitude: 2007, longitude: 2274, mineral_name: 294)\n", + "Coordinates:\n", + " * latitude (latitude) float64 16kB 37.8 37.8 37.8 ... 36.72 36.71\n", + " * longitude (longitude) float64 18kB -117.6 -117.5 ... -116.3 -116.3\n", + " * mineral_name (mineral_name) object 2kB 'Plastic_Tarp GDS339 Green ...\n", + " index (mineral_name) float64 2kB 1.0 2.0 3.0 ... 293.0 294.0\n", + " record (mineral_name) float64 2kB 6.858e+03 744.0 ... 1.008e+03\n", + " url (mineral_name) object 2kB 'https://crustal.usgs.gov/s...\n", + " group (mineral_name) float64 2kB 1.0 1.0 1.0 ... 2.0 2.0 2.0\n", + " library (mineral_name) object 2kB 'splib06' ... 'sprlb06'\n", + " elev (latitude, longitude) float32 18MB -9.999e+03 ... -9....\n", + " spatial_ref int64 8B 0\n", + "Data variables:\n", + " group_1_band_depth (latitude, longitude) float32 18MB -9.999e+03 ... -9....\n", + " group_1_mineral_id (latitude, longitude) float32 18MB -9.999e+03 ... -9....\n", + " group_2_band_depth (latitude, longitude) float32 18MB -9.999e+03 ... -9....\n", + " group_2_mineral_id (latitude, longitude) float32 18MB -9.999e+03 ... -9....\n", + "Attributes: (12/38)\n", + " ncei_template_version: NCEI_NetCDF_Swath_Template_v2.0\n", + " summary: The Earth Surface Mineral Dust Source ...\n", + " keywords: Imaging Spectroscopy, minerals, EMIT, ...\n", + " Conventions: CF-1.63\n", + " sensor: EMIT (Earth Surface Mineral Dust Sourc...\n", + " instrument: EMIT\n", + " ... ...\n", + " spatialResolution: 0.000542232520256367\n", + " spatial_ref: GEOGCS["WGS 84",DATUM["WGS_1984",SPHER...\n", + " geotransform: [-1.17550322e+02 5.42232520e-04 -0.00...\n", + " day_night_flag: Day\n", + " title: EMIT L2B Estimated Mineral Identificat...\n", + " granule_id: EMIT_L2B_MIN_001_20230427T173309_23117...
\n",
+ " \n",
+ "
\n",
+ ""
+ ],
+ "text/plain": [
+ ":Overlay\n",
+ " .WMTS.I :WMTS [Longitude,Latitude]\n",
+ " .Image.I :Image [longitude,latitude] (Group 1 Mineral ID)"
+ ]
+ },
+ "execution_count": 13,
+ "metadata": {
+ "application/vnd.holoviews_exec.v0+json": {
+ "id": "8a3fab0a-f546-4416-a7a2-c636c232bd89"
+ }
+ },
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"ds_min['group_1_mineral_id'].hvplot.image(cmap='glasbey', geo=True, tiles='ESRI', alpha=0.8,frame_width=750).opts(title='Group 1 Mineral ID')"
]
@@ -338,7 +2042,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 14,
"id": "e490efeb-0e98-4a95-8ed4-9167ee5029c3",
"metadata": {},
"outputs": [],
@@ -350,10 +2054,26 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 20,
"id": "b5965751",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "a93f1393237d4842b1510d9dafde4a9b",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ "BokehModel(combine_events=True, render_bundle={'docs_json': {'a5281df3-d0b1-4895-9f56-f322f0071e74': {'version…"
+ ]
+ },
+ "execution_count": 20,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"# Interactive Panel Control For Mineral Band Depth\n",
"min_select = pn.widgets.Select(name='Mineral Name', options = g1_dropdown_names, value = g1_dropdown_names[0])\n",
@@ -377,17 +2097,112 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 21,
"id": "6a9862e8-376d-48c8-8af3-6c7a7941326d",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {},
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "application/vnd.holoviews_exec.v0+json": "",
+ "text/html": [
+ "\n",
+ " \n",
+ "
\n",
+ ""
+ ],
+ "text/plain": [
+ ":Overlay\n",
+ " .WMTS.I :WMTS [Longitude,Latitude]\n",
+ " .Image.I :Image [longitude,latitude] (Group 2 Mineral ID)"
+ ]
+ },
+ "execution_count": 21,
+ "metadata": {
+ "application/vnd.holoviews_exec.v0+json": {
+ "id": "01ca9e5f-08dd-4495-a360-99a837099449"
+ }
+ },
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"ds_min['group_2_mineral_id'].hvplot.image(cmap='glasbey', geo=True, tiles='ESRI', alpha=0.8,frame_width=750).opts(title='Group 2 Mineral ID')"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 22,
"id": "b8d3110a-5cd8-474c-99c0-70e9e7ca4021",
"metadata": {},
"outputs": [],
@@ -399,10 +2214,26 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 23,
"id": "284282c0-3be6-4a7b-b054-836d3d83ae69",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "ce1596d7f8ea47df97f510d7977f7dfa",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ "BokehModel(combine_events=True, render_bundle={'docs_json': {'16657af0-a86b-433d-8b52-1ee9e24a81c6': {'version…"
+ ]
+ },
+ "execution_count": 23,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"# Interactive Panel Control For Mineral Band Depth\n",
"min_select_g2 = pn.widgets.Select(name='Mineral Name', options = g2_dropdown_names, value = g2_dropdown_names[0])\n",
@@ -432,23 +2263,619 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 24,
"id": "0a659aac-1e9a-45ae-80e8-42d97f90633b",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "
"
+ ],
+ "text/plain": [
+ "<xarray.Dataset> Size: 91MB\n", + "Dimensions: (latitude: 2007, longitude: 2274)\n", + "Coordinates:\n", + " * latitude (latitude) float64 16kB 37.8 37.8 ... 36.72 36.71\n", + " * longitude (longitude) float64 18kB -117.6 -117.5 ... -116.3\n", + " elev (latitude, longitude) float32 18MB -9.999e+03 ......\n", + " spatial_ref int64 8B 0\n", + "Data variables:\n", + " group_1_band_depth_unc (latitude, longitude) float32 18MB -9.999e+03 ......\n", + " group_1_fit (latitude, longitude) float32 18MB -9.999e+03 ......\n", + " group_2_band_depth_unc (latitude, longitude) float32 18MB -9.999e+03 ......\n", + " group_2_fit (latitude, longitude) float32 18MB -9.999e+03 ......\n", + "Attributes: (12/38)\n", + " ncei_template_version: NCEI_NetCDF_Swath_Template_v2.0\n", + " summary: The Earth Surface Mineral Dust Source ...\n", + " keywords: Imaging Spectroscopy, minerals, EMIT, ...\n", + " Conventions: CF-1.63\n", + " sensor: EMIT (Earth Surface Mineral Dust Sourc...\n", + " instrument: EMIT\n", + " ... ...\n", + " spatialResolution: 0.000542232520256367\n", + " spatial_ref: GEOGCS["WGS 84",DATUM["WGS_1984",SPHER...\n", + " geotransform: [-1.17550322e+02 5.42232520e-04 -0.00...\n", + " day_night_flag: Day\n", + " title: EMIT L2B Estimated Mineral Identificat...\n", + " granule_id: EMIT_L2B_MINUNCERT_001_20230427T173309...
\n",
+ "\n",
+ "\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Index Record Filename \\\n",
+ "0 1 6858 group.1um/organic_green_plastic_tarp_1um \n",
+ "1 2 744 group.1um/fe3+_hematite.fine.gr.gds76 \n",
+ "2 3 882 group.1um/fe3+_goethite.medgr.ws222 \n",
+ "3 4 5736 group.1um/fe3+_goethite+qtz.medgr.gds240 \n",
+ "4 5 1878 group.1um/fe3+_goethite.fingr \n",
+ ".. ... ... ... \n",
+ "289 290 624 group.2um/micagrp_vermiculite_GDS458 \n",
+ "290 291 630 group.2um/micagrp_vermiculite_ALB4SA00 \n",
+ "291 292 636 group.2um/micagrp_vermiculite_WS682 \n",
+ "292 293 642 group.2um/micagrp_vermiculite_WS681 \n",
+ "293 294 1008 group.2um/methane-gas-2.37um-experimental \n",
+ "\n",
+ " Name \\\n",
+ "0 Plastic_Tarp GDS339 Green W1R1Fa \n",
+ "1 Hematite.02+Quartz.98 GDS76 W1R1Ha \n",
+ "2 Goethite WS222 <250um MedGrn W1R1H_ AREF \n",
+ "3 Goethite0.02+Quartz GDS240 W1R1Ba \n",
+ "4 Goethite MPCMA2-B FineGr adj W1R1Bb \n",
+ ".. ... \n",
+ "289 Vermiculite GDS458 W1R1Hc \n",
+ "290 Vermiculite ALB4SA00 W1R1Hc \n",
+ "291 Vermiculite WS682 W1R1Hc \n",
+ "292 Vermiculite WS681 W1R1Hc \n",
+ "293 CO2+O2+CH4 TRANSM ModtranZ20 r06crj3a= \n",
+ "\n",
+ " URL Group Library \\\n",
+ "0 https://crustal.usgs.gov/speclab/data/HTMLmeta... 1 splib06 \n",
+ "1 https://crustal.usgs.gov/speclab/data/HTMLmeta... 1 sprlb06 \n",
+ "2 https://crustal.usgs.gov/speclab/data/HTMLmeta... 1 sprlb06 \n",
+ "3 https://crustal.usgs.gov/speclab/data/HTMLmeta... 1 splib06 \n",
+ "4 https://crustal.usgs.gov/speclab/data/HTMLmeta... 1 splib06 \n",
+ ".. ... ... ... \n",
+ "289 No available USGS Spectral Library 7 Descripti... 2 sprlb06 \n",
+ "290 No available USGS Spectral Library 7 Descripti... 2 sprlb06 \n",
+ "291 No available USGS Spectral Library 7 Descripti... 2 sprlb06 \n",
+ "292 https://crustal.usgs.gov/speclab/data/HTMLmeta... 2 sprlb06 \n",
+ "293 No available USGS Spectral Library 7 Descripti... 2 sprlb06 \n",
+ "\n",
+ " Calcite Chlorite Dolomite Goethite Gypsum Hematite \\\n",
+ "0 NaN NaN NaN NaN NaN NaN \n",
+ "1 NaN NaN NaN NaN NaN 0.02 \n",
+ "2 NaN NaN NaN 1.00 NaN NaN \n",
+ "3 NaN NaN NaN 0.02 NaN NaN \n",
+ "4 NaN NaN NaN 0.20 NaN NaN \n",
+ ".. ... ... ... ... ... ... \n",
+ "289 NaN NaN NaN NaN NaN NaN \n",
+ "290 NaN NaN NaN NaN NaN NaN \n",
+ "291 NaN NaN NaN NaN NaN NaN \n",
+ "292 NaN NaN NaN NaN NaN NaN \n",
+ "293 NaN NaN NaN NaN NaN NaN \n",
+ "\n",
+ " Illite+Muscovite Kaolinite Montmorillonite Vermiculite \n",
+ "0 NaN NaN NaN NaN \n",
+ "1 NaN NaN NaN NaN \n",
+ "2 NaN NaN NaN NaN \n",
+ "3 NaN NaN NaN NaN \n",
+ "4 NaN NaN NaN NaN \n",
+ ".. ... ... ... ... \n",
+ "289 NaN NaN NaN 0.16 \n",
+ "290 NaN NaN NaN 0.26 \n",
+ "291 NaN NaN NaN 0.68 \n",
+ "292 NaN NaN NaN 0.42 \n",
+ "293 NaN NaN NaN NaN \n",
+ "\n",
+ "[294 rows x 17 columns]"
+ ]
+ },
+ "execution_count": 26,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"# Open Mineral Groupings .csv\n",
"mineral_groupings = pd.read_csv('../../data/mineral_grouping_matrix_20230503.csv')\n",
@@ -735,7 +3502,7 @@
],
"metadata": {
"kernelspec": {
- "display_name": "Python 3 (ipykernel)",
+ "display_name": "lpdaac_vitals",
"language": "python",
"name": "python3"
},
@@ -749,7 +3516,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.10.14"
+ "version": "3.13.12"
}
},
"nbformat": 4,
| \n", + " | Index | \n", + "Record | \n", + "Filename | \n", + "Name | \n", + "URL | \n", + "Group | \n", + "Library | \n", + "Calcite | \n", + "Chlorite | \n", + "Dolomite | \n", + "Goethite | \n", + "Gypsum | \n", + "Hematite | \n", + "Illite+Muscovite | \n", + "Kaolinite | \n", + "Montmorillonite | \n", + "Vermiculite | \n", + "
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 0 | \n", + "1 | \n", + "6858 | \n", + "group.1um/organic_green_plastic_tarp_1um | \n", + "Plastic_Tarp GDS339 Green W1R1Fa | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "1 | \n", + "splib06 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "
| 1 | \n", + "2 | \n", + "744 | \n", + "group.1um/fe3+_hematite.fine.gr.gds76 | \n", + "Hematite.02+Quartz.98 GDS76 W1R1Ha | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "1 | \n", + "sprlb06 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "0.02 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "
| 2 | \n", + "3 | \n", + "882 | \n", + "group.1um/fe3+_goethite.medgr.ws222 | \n", + "Goethite WS222 <250um MedGrn W1R1H_ AREF | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "1 | \n", + "sprlb06 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "1.00 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "
| 3 | \n", + "4 | \n", + "5736 | \n", + "group.1um/fe3+_goethite+qtz.medgr.gds240 | \n", + "Goethite0.02+Quartz GDS240 W1R1Ba | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "1 | \n", + "splib06 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "0.02 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "
| 4 | \n", + "5 | \n", + "1878 | \n", + "group.1um/fe3+_goethite.fingr | \n", + "Goethite MPCMA2-B FineGr adj W1R1Bb | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "1 | \n", + "splib06 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "0.20 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "
| ... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "... | \n", + "
| 289 | \n", + "290 | \n", + "624 | \n", + "group.2um/micagrp_vermiculite_GDS458 | \n", + "Vermiculite GDS458 W1R1Hc | \n", + "No available USGS Spectral Library 7 Descripti... | \n", + "2 | \n", + "sprlb06 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "0.16 | \n", + "
| 290 | \n", + "291 | \n", + "630 | \n", + "group.2um/micagrp_vermiculite_ALB4SA00 | \n", + "Vermiculite ALB4SA00 W1R1Hc | \n", + "No available USGS Spectral Library 7 Descripti... | \n", + "2 | \n", + "sprlb06 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "0.26 | \n", + "
| 291 | \n", + "292 | \n", + "636 | \n", + "group.2um/micagrp_vermiculite_WS682 | \n", + "Vermiculite WS682 W1R1Hc | \n", + "No available USGS Spectral Library 7 Descripti... | \n", + "2 | \n", + "sprlb06 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "0.68 | \n", + "
| 292 | \n", + "293 | \n", + "642 | \n", + "group.2um/micagrp_vermiculite_WS681 | \n", + "Vermiculite WS681 W1R1Hc | \n", + "https://crustal.usgs.gov/speclab/data/HTMLmeta... | \n", + "2 | \n", + "sprlb06 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "0.42 | \n", + "
| 293 | \n", + "294 | \n", + "1008 | \n", + "group.2um/methane-gas-2.37um-experimental | \n", + "CO2+O2+CH4 TRANSM ModtranZ20 r06crj3a= | \n", + "No available USGS Spectral Library 7 Descripti... | \n", + "2 | \n", + "sprlb06 | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "NaN | \n", + "
294 rows × 17 columns
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