diff --git a/python/emit_aviris/critical_minerals/SEG_critical_minerals_tutorial.ipynb b/python/emit_aviris/critical_minerals/SEG_critical_minerals_tutorial.ipynb new file mode 100644 index 0000000..e91b37f --- /dev/null +++ b/python/emit_aviris/critical_minerals/SEG_critical_minerals_tutorial.ipynb @@ -0,0 +1,4414 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "904c46b8", + "metadata": {}, + "source": [ + "# Multi-scale VSWIR Imaging Spectroscopy for Critical-Mineral Indicators\n", + "## Southern Pine Valley area, southern Wah Wah Range, Beaver County, Utah (Utah Geological Survey AOI)\n", + "\n", + "Authors: K. Dana Chadwick1, Erik A. Bolch2, Rupsesh Shrestha 3, Noah J. Christensen4\n", + "\n", + "1. Science Systems and Applications, Inc., NASA Goddard Space Flight Center.\n", + "2. KBR Inc., contractor to the USGS Earth Observation Research and Science Center, NASA Land Processes Distributed Active Archive Center.\n", + "3. ORNL DAAC\n", + "4. Utah Geological Survey\n", + "\n", + "\n", + "Last updated: 08/13/2026\n", + "\n", + "
\n", + "\n", + "An [Earthdata Login](https://urs.earthdata.nasa.gov/) account is required to access data from the NASA Earthdata system, including AVIRIS and EMIT data.\n", + "\n", + "
\n", + "\n", + "## Summary\n", + "\n", + "#TODO Notebook Image\n", + "#TODO Summary\n", + "\n", + "### Products Used\n", + "|Product|Product Page|Collection Shortname|\n", + "|:---|:---|:---|\n", + "|EMIT L2A Estimated Surface Reflectance and Uncertainty and Masks 60 m V001|https://doi.org/10.5067/EMIT/EMITL2ARFL.001|EMITL2ARFL|\n", + "|EMIT L2A Masks 60 m V002|https://doi.org/10.5067/EMIT/EMITL2AMASK.002|EMITL2AMASK|\n", + "|EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty 60 m V001|https://doi.org/10.5067/EMIT/EMITL2BMIN.001|EMITL2BMIN|\n", + "|AVIRIS-5 L2A Orthocorrected Surface Reflectance, Facility Instrument Collection|https://doi.org/10.3334/ORNLDAAC/2484|AV5_L2A_RFL_2484|\n", + "\n", + "\n", + "## Background\n", + "\n", + "\n", + "Southern Pine Valley sits on the Pioche mineral belt or Blue Ribbon lineamont which consists of Cambian through Devonian carbonates, Oliogocene Needles Range Group ash-flow tufts, and Miocene Blawn Formation rhyolites which contain critical minerals. \n", + "\n", + "##TODO More mineral info\n", + "\n", + "Because EMIT and AVIRIS resolve the full VSWIR spectral range, they can be used to evaluate the position and width of fan Al-OH feature near 2.2 µm.\n", + "\n", + "References\n", + "1. Lindsey, D.A. & Osmonson, L.M. (1978), *Mineral potential of altered rocks near Blawn Mountain Wah Wah Range, Utah*, USGS Open-File Report 78-114;\n", + "2. Barkoff, D.W. (2022), *Trace element behaviors during igneous evolution and hydrothermal alteration of an evolved rhyolite, the Blawn Formation, Wah Wah Mountains, Utah*, PhD dissertation, UNLV, DOI 10.34917/35777457;\n", + "3. Portela, B. et al. (2025), *Characterising mineral chemistry variation as a proxy for fluid composition using EMIT spaceborne hyperspectral data*, Ore Geology Reviews 182, 106673;\n", + "3.Utah Geological Survey, *Geologic map of the Southern Pine Valley area, Beaver County, Utah*, Open-File Report 671 (`data/ofr-671/`);\n", + "4. Code lineage: data-access and orthorectification patterns are adapted from NASA LP DAAC, ORNL DAAC, and JPL repositories: `EMIT-Data-Resources`, `VITALS`, `mined-lands`, and `airborne`.\n", + "\n", + "## Requirements\n", + "1. A free NASA Earthdata Login: . `earthaccess` will create a\n", + " `~/.netrc` for you the first time you log in.\n", + "2. *No Python setup requirements if connected to the workshop cloud instance!*\n", + "3. **Local Only** Set up Python Environment - See **setup_instructions.md** in the `/setup/` folder to set up a local compatible Python environment \n", + "4. This notebook downloads a few GB of EMIT + AVIRIS granules into `./data/` (cached; re-runs skip\n", + " the download).\n", + "\n", + "Data volume note: AVIRIS-5 flight-line reflectance files are large (~2 GB each). The notebook\n", + "downloads one representative EMIT scene and one AVIRIS-5 flight line by default.\n", + "\n", + "## Learning Objectives\n", + "\n", + "1. **Search and cloud-screen EMIT L2B mineralogy** over a region of interest, and select a working\n", + " scene by first requiring that it actually contains the indicator suite (a mineral-richness gate)\n", + " and then using season as a tie-break to match the airborne acquisition (using the CMR `CloudCover`\n", + " field and the granule acquisition dates).\n", + "2. **Translate Tetracorder mineral IDs** in the L2BMIN product into a named critical-mineral\n", + " indicator suite (alunite, white mica, kaolinite, dickite, pyrophyllite) and map the alteration\n", + " zonation over the districts.\n", + "3. **Apply a per-pixel L2A cloud mask** correctly, resolving the flag bands by name rather than by\n", + " index, so clouds cannot leak into the reflectance or the derived products.\n", + "4. **Read airborne AVIRIS-5 reflectance** from its NetCDF datatree and measure its true ground\n", + " sampling distance directly from the grid, rather than assuming it.\n", + "5. **Quantify the multi-pixel scaling effect**: show how many ~10.4 m AVIRIS pixels fall inside one\n", + " ~60 m EMIT pixel, and how the coarse pixel averages that spread away.\n", + "6. **Perform continuum removal and Al-OH feature metrics** (position, depth, width) on both sensors,\n", + " and build a white-mica composition (fluid-pH) proxy map.\n", + "7. **Articulate how two scales combine** for critical-mineral targeting in an A-type rhyolite /\n", + " alunite-lithocap system.\n", + "\n", + "## Contents (TODO)\n", + "1. [Setup](#1-setup)\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "c064aa62", + "metadata": {}, + "outputs": [], + "source": [ + "#TODO - Add Markdown Explanations where missing" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "351c57cd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": "(function(root) {\n function now() {\n return new Date();\n }\n\n const force = true;\n const version = '3.9.2'.replace('rc', '-rc.').replace('.dev', '-dev.');\n const reloading = false;\n const Bokeh = root.Bokeh;\n const BK_RE = /^https:\\/\\/cdn\\.bokeh\\.org\\/bokeh\\/(release|dev)\\/bokeh-/;\n const PN_RE = /^https:\\/\\/cdn\\.holoviz\\.org\\/panel\\/[^/]+\\/dist\\/panel/i;\n\n // Set a timeout for this load but only if we are not already initializing\n if (typeof (root._bokeh_timeout) === \"undefined\" || 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events.on('delete.Cell', handle_clear_output);\n events.on('kernel_ready.Kernel', handle_kernel_cleanup);\n\n OutputArea.prototype.register_mime_type(EXEC_MIME_TYPE, append_mime, {\n safe: true,\n index: 0\n });\n}\n\nif (window.Jupyter !== undefined) {\n try {\n var events = require('base/js/events');\n var OutputArea = require('notebook/js/outputarea').OutputArea;\n if (OutputArea.prototype.mime_types().indexOf(EXEC_MIME_TYPE) == -1) {\n register_renderer(events, OutputArea);\n }\n } catch(err) {\n }\n}\n", + "application/vnd.holoviews_load.v0+json": "" + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "xarray 2026.7.0 | earthaccess 0.18.0\n" + ] + } + ], + "source": [ + "# Import required packages\n", + "import sys\n", + "import warnings\n", + "from pathlib import Path\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "import xarray as xr\n", + "import geopandas as gpd\n", + "from shapely.geometry.polygon import orient\n", + "from pyproj import CRS, Proj, Transformer \n", + "\n", + "import matplotlib.pyplot as plt # spectra and imagery figures\n", + "import hvplot.pandas # .hvplot on (Geo)DataFrames\n", + "import hvplot.xarray # .hvplot on xarray DataArrays\n", + "import holoviews as hv\n", + "hv.extension(\"bokeh\")\n", + "\n", + "import earthaccess\n", + "\n", + "import vitals.emit_tools as et \n", + "import vitals.spectral_utils as su\n", + "\n", + "warnings.filterwarnings(\"ignore\")\n", + "pd.set_option(\"display.max_colwidth\", 60)\n", + "\n", + "DATA_DIR = Path(\"data\")\n", + "FIG_DIR = Path(\"figures\")\n", + "DATA_DIR.mkdir(exist_ok=True)\n", + "FIG_DIR.mkdir(exist_ok=True)\n", + "\n", + "print(\"xarray\", xr.__version__, \"| earthaccess\", earthaccess.__version__)" + ] + }, + { + "cell_type": "markdown", + "id": "9164a051", + "metadata": {}, + "source": [ + "Authenticate with NASA Earthdata. `persist=True` writes a `~/.netrc` so you only enter\n", + "credentials once." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "80dcdf89", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "earthaccess.login(persist=True)" + ] + }, + { + "cell_type": "markdown", + "id": "6f8c06da", + "metadata": {}, + "source": [ + "# 1.1 Study Area of Interest\n", + "The study-area polygon is the UGS Southern Pine Valley AOI (`data/AOI/AOI.shp`), which drives every\n", + "data search below. We read it using `geopandas`, reproject to WGS84 lon/lat, and simplify the geometry to a rectanglular polygon and add a name column." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "34d37816", + "metadata": {}, + "outputs": [], + "source": [ + "# Open the Southern Pine Valley AOI Shapefile using geopandas and reproject\n", + "aoi_gdf = gpd.read_file(DATA_DIR / \"AOI\" / \"AOI.shp\").to_crs(epsg=4326)\n", + "# Add a Name field for the polygon\n", + "aoi_gdf['name'] = [\"Southern Pine Valley AOI\"]" + ] + }, + { + "cell_type": "markdown", + "id": "361288e2", + "metadata": {}, + "source": [ + "For our future data search, the query to the NASA common metadata repository (CMR) using `earthaccess`, the API expects a counter-clockwise exterior ring as a list of points, so we orient the coordinate vertices in that order, then convert to a list of points." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "bd4acd62", + "metadata": {}, + "outputs": [], + "source": [ + "# Merge all Polygon geometries and create external boundary\n", + "aoi_poly = aoi_gdf.union_all().envelope\n", + "# Re-order vertices to counterclockwise\n", + "aoi_poly = orient(aoi_poly, sign=1.0)\n", + "aoi = list(aoi_poly.exterior.coords)" + ] + }, + { + "cell_type": "markdown", + "id": "e72ab253", + "metadata": {}, + "source": [ + "We can also visualize our search area over a basemap to get a better idea of the terrain in the region." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "8b1b14f4", + "metadata": {}, + "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", + " .Polygons.Southern_Pine_Valley_AOI :Polygons [Longitude,Latitude]" + ] + }, + "execution_count": 6, + "metadata": { + "application/vnd.holoviews_exec.v0+json": { + "id": "3ae32cfa-185a-4dc8-95ad-4d6ba5626e3c" + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "# Plot the AOI Polygon\n", + "aoi_gdf.hvplot.polygons(geo=True, tiles='EsriNatGeo', crs=4326, project=True, line_color='red', line_width=3, frame_width=450, padding=0.5,\n", + " title=\"Wah Wah Range, Beaver County, Utah\", fontscale=1.2, label=aoi_gdf[\"name\"][0]).opts(legend_position='bottom_right')" + ] + }, + { + "cell_type": "markdown", + "id": "eab058b0", + "metadata": {}, + "source": [ + "##TODO - Add text about UGS data" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "eb1cd7b5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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UnitRankUnitSymbolUnitLabelUnitNameGroupingAge_StratDescriptioCompositioGenesisSourceNotesSHAPE_LengSHAPE_Areageometry
337TiTiIsom FormationIsom FormationOligoceneRed brown to purple, crystal-poor ash-flow tuffs and lav...Densely welded, crystal-poor, vuggy, ash-flow tuff; crys...Ash-flow tuffBest and others, 1987Map is not modified from original source map even in loc...4532.5816827.502939e+05POLYGON Z ((-113.68476 38.01912 0, -113.6847 38.01896 0,...
466TvTvVolcanic rocks, undividedMiocene volcanic rocksMioceneHeterogeneous group of rocks that includes: (1) pink to ...Breccia and megabreccia of nearby volcanic rocks, weak h...Tectonic breccia and megabreccia, lava flows, ash-flow tuffBest and others, 1987Map is not modified from original source map even in loc...14412.9146495.039938e+06POLYGON Z ((-113.70938 38.02456 0, -113.70933 38.0245 0,...
316TvTvVolcanic rocks, undividedMiocene volcanic rocksMioceneHeterogeneous group of rocks that includes: (1) pink to ...Breccia and megabreccia of nearby volcanic rocks, weak h...Tectonic breccia and megabreccia, lava flows, ash-flow tuffBest and others, 1987Map is not modified from original source map even in loc...2559.6489212.360546e+05POLYGON Z ((-113.68859 38.01778 0, -113.68864 38.0177 0,...
601QaQaAlluviumAlluvial depositsQuaternaryUnconsolidated, poorly sorted, stream, fan, slope-wash, ...Silt, sand, gravel, cobbles, and bouldersAlluvialBest and others, 1987Map is not modified from original source map even in loc...10589.9846442.345198e+06POLYGON Z ((-113.73085 38.02297 0, -113.73058 38.02282 0...
296TvTvVolcanic rocks, undividedMiocene volcanic rocksMioceneHeterogeneous group of rocks that includes: (1) pink to ...Breccia and megabreccia of nearby volcanic rocks, weak h...Tectonic breccia and megabreccia, lava flows, ash-flow tuffBest and others, 1987Map is not modified from original source map even in loc...844.6024032.883855e+04POLYGON Z ((-113.68999 38.01775 0, -113.69007 38.01767 0...
.............................................
3831QaQaAlluviumAlluvial depositsQuaternaryUnconsolidated, poorly sorted, stream, fan, slope-wash, ...Silt, sand, gravel, cobbles, and bouldersAlluvialBest and others, 1987Map is not modified from original source map even in loc...5074.3735159.840228e+05POLYGON Z ((-113.51297 38.22674 0, -113.51313 38.22662 0...
3861QaQaAlluviumAlluvial depositsQuaternaryUnconsolidated, poorly sorted, stream, fan, slope-wash, ...Silt, sand, gravel, cobbles, and bouldersAlluvialBest and others, 1987Map is not modified from original source map even in loc...3856.6528774.102988e+05POLYGON Z ((-113.5008 38.22198 0, -113.50085 38.22198 0,...
39319DcpDcpCrystal Pass Member of Sultan Limestone and Cover Fort Q...Devonian sedimentary rocksUpper DevonianCrystal Pass Member is medium- to dark-bluish-gray, medi...Limestone, dolomite, sandstone, quartziteMarineBest and others, 1987Map is not modified from original source map even in loc...5201.2807164.891587e+05POLYGON Z ((-113.54103 38.22625 0, -113.54113 38.22607 0...
39218McMcMonte Cristo LimestoneMonte Cristo LimestoneLower MississippianMedium ­to bluish-gray, medium- to thick-bedded, medium-...Medium- to thick-bedded, medium- to fine-grained, fossil...MarineBest and others, 1987Map is not modified from original source map even in loc...4281.3816285.311202e+05POLYGON Z ((-113.5449 38.22617 0, -113.54489 38.22597 0,...
39620DssDssLower part of Simonson Dolomite and Sevy Dolomite, undiv...Devonian sedimentary rocksMiddle and Lower DevonianSimonson Dolomite is medium to dark brownish gray, mediu...Medium to coarse grained dolomite; medium bedded to mass...MarineBest and others, 1987Map is not modified from original source map even in loc...4105.5794196.133408e+05POLYGON Z ((-113.55029 38.22603 0, -113.5508 38.22574 0,...
\n", + "

354 rows × 14 columns

\n", + "
" + ], + "text/plain": [ + " UnitRank UnitSymbol UnitLabel \\\n", + "33 7 Ti Ti \n", + "46 6 Tv Tv \n", + "31 6 Tv Tv \n", + "60 1 Qa Qa \n", + "29 6 Tv Tv \n", + ".. ... ... ... \n", + "383 1 Qa Qa \n", + "386 1 Qa Qa \n", + "393 19 Dcp Dcp \n", + "392 18 Mc Mc \n", + "396 20 Dss Dss \n", + "\n", + " UnitName \\\n", + "33 Isom Formation \n", + "46 Volcanic rocks, undivided \n", + "31 Volcanic rocks, undivided \n", + "60 Alluvium \n", + "29 Volcanic rocks, undivided \n", + ".. ... \n", + "383 Alluvium \n", + "386 Alluvium \n", + "393 Crystal Pass Member of Sultan Limestone and Cover Fort Q... \n", + "392 Monte Cristo Limestone \n", + "396 Lower part of Simonson Dolomite and Sevy Dolomite, undiv... \n", + "\n", + " Grouping Age_Strat \\\n", + "33 Isom Formation Oligocene \n", + "46 Miocene volcanic rocks Miocene \n", + "31 Miocene volcanic rocks Miocene \n", + "60 Alluvial deposits Quaternary \n", + "29 Miocene volcanic rocks Miocene \n", + ".. ... ... \n", + "383 Alluvial deposits Quaternary \n", + "386 Alluvial deposits Quaternary \n", + "393 Devonian sedimentary rocks Upper Devonian \n", + "392 Monte Cristo Limestone Lower Mississippian \n", + "396 Devonian sedimentary rocks Middle and Lower Devonian \n", + "\n", + " Descriptio \\\n", + "33 Red brown to purple, crystal-poor ash-flow tuffs and lav... \n", + "46 Heterogeneous group of rocks that includes: (1) pink to ... \n", + "31 Heterogeneous group of rocks that includes: (1) pink to ... \n", + "60 Unconsolidated, poorly sorted, stream, fan, slope-wash, ... \n", + "29 Heterogeneous group of rocks that includes: (1) pink to ... \n", + ".. ... \n", + "383 Unconsolidated, poorly sorted, stream, fan, slope-wash, ... \n", + "386 Unconsolidated, poorly sorted, stream, fan, slope-wash, ... \n", + "393 Crystal Pass Member is medium- to dark-bluish-gray, medi... \n", + "392 Medium ­to bluish-gray, medium- to thick-bedded, medium-... \n", + "396 Simonson Dolomite is medium to dark brownish gray, mediu... \n", + "\n", + " Compositio \\\n", + "33 Densely welded, crystal-poor, vuggy, ash-flow tuff; crys... \n", + "46 Breccia and megabreccia of nearby volcanic rocks, weak h... \n", + "31 Breccia and megabreccia of nearby volcanic rocks, weak h... \n", + "60 Silt, sand, gravel, cobbles, and boulders \n", + "29 Breccia and megabreccia of nearby volcanic rocks, weak h... \n", + ".. ... \n", + "383 Silt, sand, gravel, cobbles, and boulders \n", + "386 Silt, sand, gravel, cobbles, and boulders \n", + "393 Limestone, dolomite, sandstone, quartzite \n", + "392 Medium- to thick-bedded, medium- to fine-grained, fossil... \n", + "396 Medium to coarse grained dolomite; medium bedded to mass... \n", + "\n", + " Genesis \\\n", + "33 Ash-flow tuff \n", + "46 Tectonic breccia and megabreccia, lava flows, ash-flow tuff \n", + "31 Tectonic breccia and megabreccia, lava flows, ash-flow tuff \n", + "60 Alluvial \n", + "29 Tectonic breccia and megabreccia, lava flows, ash-flow tuff \n", + ".. ... \n", + "383 Alluvial \n", + "386 Alluvial \n", + "393 Marine \n", + "392 Marine \n", + "396 Marine \n", + "\n", + " Source \\\n", + "33 Best and others, 1987 \n", + "46 Best and others, 1987 \n", + "31 Best and others, 1987 \n", + "60 Best and others, 1987 \n", + "29 Best and others, 1987 \n", + ".. ... \n", + "383 Best and others, 1987 \n", + "386 Best and others, 1987 \n", + "393 Best and others, 1987 \n", + "392 Best and others, 1987 \n", + "396 Best and others, 1987 \n", + "\n", + " Notes \\\n", + "33 Map is not modified from original source map even in loc... \n", + "46 Map is not modified from original source map even in loc... \n", + "31 Map is not modified from original source map even in loc... \n", + "60 Map is not modified from original source map even in loc... \n", + "29 Map is not modified from original source map even in loc... \n", + ".. ... \n", + "383 Map is not modified from original source map even in loc... \n", + "386 Map is not modified from original source map even in loc... \n", + "393 Map is not modified from original source map even in loc... \n", + "392 Map is not modified from original source map even in loc... \n", + "396 Map is not modified from original source map even in loc... \n", + "\n", + " SHAPE_Leng SHAPE_Area \\\n", + "33 4532.581682 7.502939e+05 \n", + "46 14412.914649 5.039938e+06 \n", + "31 2559.648921 2.360546e+05 \n", + "60 10589.984644 2.345198e+06 \n", + "29 844.602403 2.883855e+04 \n", + ".. ... ... \n", + "383 5074.373515 9.840228e+05 \n", + "386 3856.652877 4.102988e+05 \n", + "393 5201.280716 4.891587e+05 \n", + "392 4281.381628 5.311202e+05 \n", + "396 4105.579419 6.133408e+05 \n", + "\n", + " geometry \n", + "33 POLYGON Z ((-113.68476 38.01912 0, -113.6847 38.01896 0,... \n", + "46 POLYGON Z ((-113.70938 38.02456 0, -113.70933 38.0245 0,... \n", + "31 POLYGON Z ((-113.68859 38.01778 0, -113.68864 38.0177 0,... \n", + "60 POLYGON Z ((-113.73085 38.02297 0, -113.73058 38.02282 0... \n", + "29 POLYGON Z ((-113.68999 38.01775 0, -113.69007 38.01767 0... \n", + ".. ... \n", + "383 POLYGON Z ((-113.51297 38.22674 0, -113.51313 38.22662 0... \n", + "386 POLYGON Z ((-113.5008 38.22198 0, -113.50085 38.22198 0,... \n", + "393 POLYGON Z ((-113.54103 38.22625 0, -113.54113 38.22607 0... \n", + "392 POLYGON Z ((-113.5449 38.22617 0, -113.54489 38.22597 0,... \n", + "396 POLYGON Z ((-113.55029 38.22603 0, -113.5508 38.22574 0,... \n", + "\n", + "[354 rows x 14 columns]" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Geological Groupings are provided by the Utah Geological Survey\n", + "geo_units_fp = DATA_DIR / \"ofr-671\" / \"OFR-671DM_SouthernPineValleyArea_Shapefiles\" / \\\n", + " \"SouthernPineValleyArea_GeologicUnits.shp\"\n", + "# Open with geopandas, reproject, and clip to our AOI\n", + "geo_aoi_gdf = gpd.read_file(geo_units_fp).to_crs(epsg=4326).clip(aoi_gdf)\n", + "geo_aoi_gdf" + ] + }, + { + "cell_type": "markdown", + "id": "e5cda47b", + "metadata": {}, + "source": [ + "Let's visualize these stratigraphic groupings over our AOI to help give our future spectral analysis a geological frame. Plot the AOI and the groupsings using `hvplot`." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "acb6e89b", + "metadata": {}, + "outputs": [ + { + "data": {}, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.holoviews_exec.v0+json": "", + "text/html": [ + "
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\n", + "" + ], + "text/plain": [ + ":Overlay\n", + " .WMTS.I :WMTS [Longitude,Latitude]\n", + " .Polygons.I :Polygons [Longitude,Latitude] (Grouping,UnitSymbol,UnitName)\n", + " .Polygons.II :Polygons [Longitude,Latitude]" + ] + }, + "execution_count": 8, + "metadata": { + "application/vnd.holoviews_exec.v0+json": { + "id": "5993748a-5d26-4d15-aa37-8d19f8f5da51" + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "# Plot our AOI and the Stratigraphic Groupings\n", + "(geo_aoi_gdf.hvplot.polygons(\n", + " geo=True, tiles=\"EsriWorldTopo\", c=\"Grouping\", cmap=\"tab20\",\n", + " alpha=0.65, line_color=\"#4d4d4d\", line_width=0.3,\n", + " hover_cols=[\"UnitSymbol\", \"UnitName\", \"Age\"],\n", + " frame_width=700, frame_height=620, legend=\"right\",\n", + " title=\"UGS OFR-671 geologic units over the Southern Pine Valley AOI\",\n", + " fontscale=1.2)\n", + " * aoi_gdf.hvplot.polygons(geo=True, line_color=\"red\", line_width=2.2)\n", + ").opts(padding=0.06, xaxis=None, yaxis=None,\n", + " legend_opts={\"title\": \"Stratigraphic grouping\",\"label_text_font_size\": \"9pt\"},\n", + " frame_width=450)" + ] + }, + { + "cell_type": "markdown", + "id": "53850eda", + "metadata": {}, + "source": [ + "## 2. Search for EMIT and AVIRIS Data\n", + "\n", + "To view what data collections are available, we can use the `search_datasets` function with the `keyword` argument." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b6b0d090", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Collections found: 68\n" + ] + } + ], + "source": [ + "# Retrieve Collections\n", + "collections = earthaccess.search_datasets(keyword='EMIT')\n", + "# Print Quantity of Results\n", + "print(f'Collections found: {len(collections)}')" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "4cb72058", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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short_namecollection_concept_idversionentry_title
0EMITL2ARFLC2408750690-LPCLOUD001EMIT L2A Estimated Surface Reflectance and Uncertainty and Masks 60 m V001
1EMITL1BRADC2408009906-LPCLOUD001EMIT L1B At-Sensor Calibrated Radiance and Geolocation Data 60 m V001
2EMITL2BMINC2408034484-LPCLOUD001EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty 60 m V001
3EMITL2BCH4ENHC3242680113-LPCLOUD002EMIT L2B Methane Enhancement Data 60 m V002
4EMITL2AMASKC3882545269-LPCLOUD002EMIT L2A Masks 60 m V002
...............
63Aqua_AMSR-E_L1B_TBC2698130454-JAXANAAqua/AMSR-E L1B Brightness Temperature
64TG07_Soil-Atmosphere_Flux_Km83_926C2777750487-ORNL_CLOUD1LBA-ECO TG-07 Trace Gas Fluxes, Undisturbed and Logged Sites, Para, Brazil: 2000-2002
65bvoc_flux_759C2780105326-ORNL_CLOUD1SAFARI 2000 BVOC Measurements at Skukuza and Maun Flux Towers, Wet Season 2001
66K011_2000_2001_NZ_1C1214593941-SCIOPSNot providedThe concentration of combustion engine particulates, the organic fraction of the particulates and the sources of the particulates identified by is...
67VATECH_VAdustC2231548569-CEOS_EXTRANot providedDust Deposition in Southern Nevada and California
\n", + "

68 rows × 4 columns

\n", + "
" + ], + "text/plain": [ + " short_name collection_concept_id version \\\n", + "0 EMITL2ARFL C2408750690-LPCLOUD 001 \n", + "1 EMITL1BRAD C2408009906-LPCLOUD 001 \n", + "2 EMITL2BMIN C2408034484-LPCLOUD 001 \n", + "3 EMITL2BCH4ENH C3242680113-LPCLOUD 002 \n", + "4 EMITL2AMASK C3882545269-LPCLOUD 002 \n", + ".. ... ... ... \n", + "63 Aqua_AMSR-E_L1B_TB C2698130454-JAXA NA \n", + "64 TG07_Soil-Atmosphere_Flux_Km83_926 C2777750487-ORNL_CLOUD 1 \n", + "65 bvoc_flux_759 C2780105326-ORNL_CLOUD 1 \n", + "66 K011_2000_2001_NZ_1 C1214593941-SCIOPS Not provided \n", + "67 VATECH_VAdust C2231548569-CEOS_EXTRA Not provided \n", + "\n", + " entry_title \n", + "0 EMIT L2A Estimated Surface Reflectance and Uncertainty and Masks 60 m V001 \n", + "1 EMIT L1B At-Sensor Calibrated Radiance and Geolocation Data 60 m V001 \n", + "2 EMIT L2B Estimated Mineral Identification and Band Depth and Uncertainty 60 m V001 \n", + "3 EMIT L2B Methane Enhancement Data 60 m V002 \n", + "4 EMIT L2A Masks 60 m V002 \n", + ".. ... \n", + "63 Aqua/AMSR-E L1B Brightness Temperature \n", + "64 LBA-ECO TG-07 Trace Gas Fluxes, Undisturbed and Logged Sites, Para, Brazil: 2000-2002 \n", + "65 SAFARI 2000 BVOC Measurements at Skukuza and Maun Flux Towers, Wet Season 2001 \n", + "66 The concentration of combustion engine particulates, the organic fraction of the particulates and the sources of the particulates identified by is... \n", + "67 Dust Deposition in Southern Nevada and California \n", + "\n", + "[68 rows x 4 columns]" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "collections_info = [\n", + " {\n", + " 'short_name': c['umm']['ShortName'],\n", + " 'collection_concept_id': c['meta']['concept-id'],\n", + " 'version': c['umm']['Version'],\n", + " 'entry_title': c['umm']['EntryTitle']\n", + " }\n", + " for c in collections\n", + "]\n", + "pd.set_option('display.max_colwidth', 150)\n", + "collections_info = pd.DataFrame(collections_info)\n", + "collections_info" + ] + }, + { + "cell_type": "markdown", + "id": "4c877d0d", + "metadata": {}, + "source": [ + "Now that we've identified the concept-id we want to use for our search, lets search for scenes using the `search_data` function. We can also include other query parameters like `polygon` to provide our AOI, `temporal` to provide a range of date times (not used here), and `cloud_cover` to provide a min and max range of cloud cover acceptable." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "4fd4c493", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "23" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Finding Data - EMIT\n", + "emit_results = earthaccess.search_data(\n", + " concept_id=\"C2408034484-LPCLOUD\", \n", + " polygon=aoi, \n", + " cloud_cover=(0,25) # Min, Max \n", + ")\n", + "len(emit_results)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "faf94fe6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[Collection: {'ShortName': 'EMITL2BMIN', 'Version': '001'}\n", + " Spatial coverage: {'HorizontalSpatialDomain': {'Geometry': {'GPolygons': [{'Boundary': {'Points': [{'Longitude': -113.6704330444336, 'Latitude': 39.00804901123047}, {'Longitude': -114.10527801513672, 'Latitude': 38.34513854980469}, {'Longitude': -113.3010482788086, 'Latitude': 37.817596435546875}, {'Longitude': -112.86620330810547, 'Latitude': 38.480506896972656}, {'Longitude': -113.6704330444336, 'Latitude': 39.00804901123047}]}}]}}}\n", + " Temporal coverage: {'RangeDateTime': {'BeginningDateTime': '2022-08-22T19:21:23Z', 'EndingDateTime': '2022-08-22T19:21:35Z'}}\n", + " Size(MB): 96.39891815185547\n", + " Data: ['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20220822T192123_2223413_013/EMIT_L2B_MIN_001_20220822T192123_2223413_013.nc', 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20220822T192123_2223413_013/EMIT_L2B_MINUNCERT_001_20220822T192123_2223413_013.nc'],\n", + " Collection: {'ShortName': 'EMITL2BMIN', 'Version': '001'}\n", + " Spatial coverage: {'HorizontalSpatialDomain': {'Geometry': {'GPolygons': [{'Boundary': {'Points': [{'Longitude': -113.90540313720703, 'Latitude': 38.53826904296875}, {'Longitude': -114.35359954833984, 'Latitude': 37.871437072753906}, {'Longitude': -113.56348419189453, 'Latitude': 37.34037780761719}, {'Longitude': -113.11528778076172, 'Latitude': 38.00720977783203}, {'Longitude': -113.90540313720703, 'Latitude': 38.53826904296875}]}}]}}}\n", + " Temporal coverage: {'RangeDateTime': {'BeginningDateTime': '2023-04-20T20:00:06Z', 'EndingDateTime': '2023-04-20T20:00:18Z'}}\n", + " Size(MB): 94.47228813171387\n", + " Data: ['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230420T200006_2311013_012/EMIT_L2B_MIN_001_20230420T200006_2311013_012.nc', 'https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230420T200006_2311013_012/EMIT_L2B_MINUNCERT_001_20230420T200006_2311013_012.nc'],\n", + " Collection: {'ShortName': 'EMITL2BMIN', 'Version': '001'}\n", + " Spatial coverage: {'HorizontalSpatialDomain': {'Geometry': {'GPolygons': [{'Boundary': {'Points': [{'Longitude': -113.65782165527344, 'Latitude': 38.96677017211914}, {'Longitude': -114.09967041015625, 'Latitude': 38.29397201538086}, {'Longitude': -113.29534912109375, 'Latitude': 37.765750885009766}, {'Longitude': -112.85350036621094, 'Latitude': 38.43854904174805}, {'Longitude': -113.65782165527344, 'Latitude': 38.96677017211914}]}}]}}}\n", + " Temporal coverage: {'RangeDateTime': {'BeginningDateTime': '2023-04-24T18:22:48Z', 'EndingDateTime': '2023-04-24T18:22:59Z'}}\n", + " Size(MB): 93.98324298858643\n", + " Data: ['https://data.lpdaac.earthdatacloud.nasa.gov/lp-prod-protected/EMITL2BMIN.001/EMIT_L2B_MIN_001_20230424T182248_2311412_013/EMIT_L2B_MIN_001_20230424T182248_2311412_013.nc', 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+ "id": "858be8e4", + "metadata": {}, + "source": [ + "Similar to previously, we can identify the `concept_id` via a collection search (not shown) and search for AVIRIS scenes using the same parameters for our AOI." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "ba6027ba", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "10" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Finding Data - AVIRIS\n", + "av5_results = earthaccess.search_data(\n", + " concept_id=\"C4184090548-ORNL_CLOUD\",\n", + " polygon=aoi, \n", + ")\n", + "len(av5_results)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "d76709b2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[Collection: {'ShortName': 'AV5_L2A_RFL_2484', 'Version': '1'}\n", + " Spatial coverage: {'HorizontalSpatialDomain': {'Geometry': {'GPolygons': [{'Boundary': {'Points': [{'Longitude': 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'https://data.ornldaac.earthdata.nasa.gov/protected/aviris/AV5_L2A_RFL/data/AV520250923t204930_006_L2A_OE_da8b3ef7_UNC_ORT.nc', 'https://data.ornldaac.earthdata.nasa.gov/protected/aviris/AV5_L2A_RFL/data/AV520250923t204930_006_L2A_OE_da8b3ef7.yaml', 'https://data.ornldaac.earthdata.nasa.gov/protected/aviris/AV5_L2A_RFL/data/AV520250923t204930_006_L2A_OE_da8b3ef7_RFL_ORT_QL.tif']]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "av5_results" + ] + }, + { + "cell_type": "markdown", + "id": "1b5c817b", + "metadata": {}, + "source": [ + "## Choosing an EMIT Scene (TODO - Revise this?)\n", + "\n", + "Our EMIT and AVIRIS-5 searches above return many candidate granules. We now need to pick an\n", + "EMIT L2BMIN scene to use for our mineral identifications. We can build a quick overview table from the search results to examine which scene may be best.\n", + "\n", + "For this we will look at:\n", + "1. **Scene Cloud-Cover Percentage**\n", + "2. **Observation Time**\n", + "3. **Viewing and Solar Geometry**\n", + "4. **Quantity of Pixels Identified as Alteration Indicators** \n", + "\n", + "Since our target is bedrock mineralogy and unlikely to change significantly on the timescale of 2 years, we can consider other acquisition information more strongly than just date. Factors like snow, illumination, and clouds can affect identification." + ] + }, + { + "cell_type": "markdown", + "id": "fe289940", + "metadata": {}, + "source": [ + "### Search results as a `GeoDataFrame`\n", + "\n", + "The `earthaccess` results are a list of granule objects. We can convert them into a `GeoDataFrame` to help us conduct spatial operations more easily. We will also add a column to evaluate the portion of our AOI that falls within the EMIT Scene." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "5e519c3d", + "metadata": {}, + "outputs": [], + "source": [ + "def results_to_gdf(results: list, aoi: gpd.GeoDataFrame = None, keep_cols: list = None):\n", + " \"\"\"Convert a list of earthaccess results into a GeoDataFrame.\n", + "\n", + " If `aoi` is provided, adds two overlap columns computed in an equal-area CRS (EPSG:8857):\n", + " frac_of_aoi - fraction of the AOI covered by the granule (use this to rank scenes)\n", + " frac_of_granule - fraction of the granule falling inside the AOI\n", + " \"\"\"\n", + " df = pd.json_normalize(results)\n", + " # Flatten the nested UMM field names (e.g. \"umm.CloudCover\" -> \"CloudCover\")\n", + " df.columns = [c.split(\".\")[-1] if \".\" in c else c for c in df.columns]\n", + "\n", + " gdf = gpd.GeoDataFrame(df, geometry=gpd.GeoSeries(results, crs=4326), crs=\"EPSG:4326\")\n", + " gdf[\"shortname\"] = [r[\"umm\"][\"CollectionReference\"][\"ShortName\"] for r in results]\n", + " gdf[\"data\"] = [r.data_links() for r in results] # asset URLs, straight from the metadata\n", + " gdf[\"result\"] = list(results) # keep the granule objects for streaming later\n", + "\n", + " default_cols = [\"native-id\", \"concept-id\", \"BeginningDateTime\", \"EndingDateTime\",\n", + " \"CloudCover\", \"DayNightFlag\", \"geometry\", \"shortname\", \"data\", \"result\"]\n", + " keep = default_cols if not keep_cols else list(dict.fromkeys(keep_cols + default_cols))\n", + " gdf = gdf[[c for c in keep if c in gdf.columns]]\n", + "\n", + " gdf[\"datetime\"] = pd.to_datetime(gdf[\"BeginningDateTime\"], format=\"ISO8601\").dt.tz_localize(None)\n", + "\n", + " if aoi is not None:\n", + " # Equal-area projection so the ratios are true area ratios, not degree-squared ratios.\n", + " gdf_eq = gdf.to_crs(\"EPSG:8857\")\n", + " aoi_eq = aoi.to_crs(\"EPSG:8857\").union_all()\n", + " inter = gdf_eq.geometry.intersection(aoi_eq).area\n", + " gdf[\"frac_of_aoi\"] = inter / aoi_eq.area\n", + " gdf[\"frac_of_granule\"] = inter / gdf_eq.geometry.area\n", + "\n", + " return gdf" + ] + }, + { + "cell_type": "markdown", + "id": "d5a2d455", + "metadata": {}, + "source": [ + "### Mineral Identifications in L2BMIN\n", + "\n", + "The EMIT L2B Mineralogy product (L2BMIN) is produced by the **Tetracorder** expert system, which compares each pixel's continuum-removed reflectance against a library of reference spectra. Each pixel can receive up to two identifications: `group_1` covers the ~1 µm region where iron-bearing minerals absorb, and `group_2` covers 2.0-2.5 µm, where our Al-OH sulfates and phyllosilicates absorb.\n", + "\n", + "For each group the file stores a `group_{1,2}_mineral_id`, an integer pointing into a spectral library, and a `group_{1,2}_band_depth` describing how strong the absorption is. To translate those integers into names we use the mineral grouping matrix included in this repository at `data/mineral_grouping_matrix_20230503.csv`." + ] + }, + { + "cell_type": "markdown", + "id": "d65b699d", + "metadata": {}, + "source": [ + "### Defining an Indicator Suite\n", + "\n", + "The spectral library contains hundreds of entries, but for this alteration system we care about five minerals: **alunite** and **pyrophyllite** (acidic, advanced argillic), **kaolinite** and **dickite** (argillic), and **white mica** (near-neutral halo). Together they record the acidity of the fluid that altered these rocks.\n", + "\n", + "The library splits these into many named variants, so we collapse them into five classes by matching on the mineral name. Note the ordered checks in `classify_name` below - some library entries are compound, like `muscovite+pyrophyllite`, so we test the more diagnostic mineral first." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "7364565a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Spectral library entries per indicator class:\n", + " Alunite 20\n", + " White mica 11\n", + " Kaolinite 4\n", + " Dickite 1\n", + " Pyrophyllite 3\n", + "\n", + "Alunite entries in the library:\n", + " - Alunite GDS97 K Syn (150C) W2R4Na\n", + " - Alunite GDS96 K Syn (250C) W2R4Na\n", + " - Alunite RES-2 K Syn (450C) W2R4Na\n", + " - Alunite GDS95 Na Syn (150C) W2R4Na\n", + " - Alunite RES-4 Na Syn (300C) W2R4Na\n", + " - Alunite RES-3 Na Syn (450C) W2R4Na\n", + " - Alunite GDS82 Na82 W1R1Bb\n", + " - Alunite+Dickite MV99-6-26b W1R1Fc\n", + " - Alunite GDS83 Na63 W1R1Bb\n", + " - Alunite RES-9 Summitv (400C) W2R4Nb\n", + " - Alunite GDS84 Na03 W2R4Na\n", + " - Alunite RES10 NA56% Syn 450C W2R4Na\n", + " - Alunite RES12 NA78% Syn 450C W2R4NaIS\n", + " - Alunite0.35K+.65Na CU91-217H W2R4Nb\n", + " - Alunite0.73K+.27Na CU91-217D W2R4Na\n", + " - Alunite0.66K+.34Na CU91-217A W2R4Nb\n", + " - Alunite+Pyrophyl SD1093A W1R1Bb\n", + " - Alunite0.5+Kaol_KGa-1 AMX3 W1R1Bb\n", + " - Alunite.5+MuscCU91-250A AMX4 W1R1Ba\n", + " - Alunite_NH4+Jaro NMNH145596A W1R1Bb\n" + ] + } + ], + "source": [ + "# Read the EMIT mineral grouping matrix, which maps library indices to mineral names\n", + "matrix = pd.read_csv(DATA_DIR / \"mineral_grouping_matrix_20230503.csv\")\n", + "\n", + "def classify_name(name):\n", + " \"\"\"Assign a spectral library mineral name to one of our five indicator classes.\n", + "\n", + " Returns None for library entries that are not alteration indicators. Order matters here:\n", + " compound names like \"muscovite+pyrophyllite\" are resolved by testing the more diagnostic\n", + " mineral first.\n", + " \"\"\"\n", + " n = str(name).lower()\n", + " if \"alunite\" in n: return \"Alunite\"\n", + " if \"dickite\" in n: return \"Dickite\"\n", + " if \"kaolin\" in n: return \"Kaolinite\"\n", + " if \"pyrophyl\" in n and \"musc\" not in n: return \"Pyrophyllite\"\n", + " if any(k in n for k in (\"muscovite\", \"illite\", \"sericite\")): return \"White mica\"\n", + " return None\n", + "\n", + "# Tag every library entry, then keep the indices belonging to each indicator class\n", + "matrix[\"indicator\"] = matrix[\"Name\"].apply(classify_name)\n", + "INDICATOR_IDS = {cls: matrix.loc[matrix.indicator == cls, \"Index\"].astype(int).tolist()\n", + " for cls in [\"Alunite\", \"White mica\", \"Kaolinite\", \"Dickite\", \"Pyrophyllite\"]}\n", + "# A flat list of every indicator index, used to test \"is this pixel any indicator at all?\"\n", + "ALL_INDICATOR_IDS = sorted({i for ids in INDICATOR_IDS.values() for i in ids})\n", + "\n", + "print(\"Spectral library entries per indicator class:\")\n", + "for cls, ids in INDICATOR_IDS.items():\n", + " print(f\" {cls:13s} {len(ids):3d}\")\n", + "\n", + "# The alunite variants give a sense of how detailed the library is\n", + "print(\"\\nAlunite entries in the library:\")\n", + "for nm in matrix.loc[matrix.indicator == \"Alunite\", \"Name\"]:\n", + " print(\" -\", nm)" + ] + }, + { + "cell_type": "markdown", + "id": "0bed6d4d", + "metadata": {}, + "source": [ + "### Counting Indicator Pixels\n", + "\n", + "Now we can open a scene and ask how many pixels in our study area EMIT identified as one of our indicator minerals. The function below uses three `emit_tools` calls in the order that costs the least: `emit_xarray` opens the file in raw sensor space, `spatial_subset` crops to the AOI before we orthorectify, and `ortho_xr` places the result on a lat/lon grid.\n", + "\n", + "We count a pixel if either group carries an indicator id, with no quality threshold. This is the permissive question - did EMIT see this mineral here at all? We add band depth and fit thresholds later." + ] + }, + { + "cell_type": "markdown", + "id": "d0348954", + "metadata": {}, + "source": [ + "### Choosing a Data Access Workflow\n", + "\n", + "This notebook supports a download based or streaming workflow, selected by commenting out one block in the cell below. Everything afterwards calls the same `get_assets` function.\n", + "\n", + "The **download workflow** is usually the best pathway if outside the cloud and working on a local computer. The **streaming workflow** is typically recommended if working in the AWS us-west-2 cloud, where connection speeds are very fast.\n", + "\n", + "Rather than editing URLs by hand, we ask `earthaccess` for the link we want: `data_links(access=\"external\")` returns HTTPS URLs, and `data_links(access=\"direct\")` returns the matching `s3://` URLs. The provider name comes from the granule metadata, so the same function works for both the LP DAAC and ORNL DAAC collections." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "c6f21485", + "metadata": {}, + "outputs": [], + "source": [ + "#TODO Improve this functionality\n", + "\n", + "# =============================================================================\n", + "# DATA ACCESS -- comment out one of the two blocks below\n", + "# =============================================================================\n", + "\n", + "# --- LOCAL WORKFLOW: download to data/ and open from disk --------------------\n", + "def get_assets(granule, contains):\n", + " \"\"\"Download this granule's matching assets and return their local paths.\"\"\"\n", + " # Match on the file name only. The granule's directory name repeats the primary asset name,\n", + " # so matching against the full URL would also catch its companion files.\n", + " urls = [u for u in granule.data_links(access=\"external\")\n", + " if u.endswith(\".nc\") and any(c in u.split(\"/\")[-1] for c in contains)]\n", + " paths = []\n", + " for url in urls:\n", + " path = DATA_DIR / url.split(\"/\")[-1]\n", + " if path.exists() and path.stat().st_size > 0:\n", + " print(\"cached:\", path.name)\n", + " else:\n", + " print(\"downloading:\", path.name)\n", + " earthaccess.download([url], local_path=str(DATA_DIR))\n", + " paths.append(path)\n", + " return paths\n", + "\n", + "# --- CLOUD WORKFLOW (AWS us-west-2): stream directly from S3 -----------------\n", + "# def get_assets(granule, contains):\n", + "# \"\"\"Open this granule's matching assets straight from S3, with no download.\"\"\"\n", + "# urls = [u for u in granule.data_links(access=\"direct\")\n", + "# if u.endswith(\".nc\") and any(c in u.split(\"/\")[-1] for c in contains)]\n", + "# for u in urls:\n", + "# print(\"opening:\", u.split(\"/\")[-1])\n", + "# return earthaccess.open(urls,\n", + "# provider=granule[\"meta\"][\"provider-id\"],\n", + "# open_kwargs={\"max_concurrency\": 20})" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "ac269cbc", + "metadata": {}, + "outputs": [], + "source": [ + "def indicator_counts(granule, aoi_gdf):\n", + " \"\"\"Open one L2BMIN granule, clip it to the AOI, and count indicator pixels.\n", + "\n", + " Returns a dictionary with the number of valid AOI pixels, the total number carrying any\n", + " indicator identification, and a breakdown by indicator class.\n", + " \"\"\"\n", + " fp = get_assets(granule, [\"_L2B_MIN_\"])[0] # local path or S3 file object\n", + "\n", + " ds = et.emit_xarray(fp, ortho=False) # open in raw sensor space (fast)\n", + " ds = et.spatial_subset(ds, aoi_gdf) # crop to the AOI before orthorectifying\n", + " ds = et.ortho_xr(ds) # warp onto a lat/lon grid\n", + "\n", + " g1 = ds[\"group_1_mineral_id\"].values # ~1 um identifications\n", + " g2 = ds[\"group_2_mineral_id\"].values # 2.0-2.5 um identifications\n", + "\n", + " counts = {\"valid_px\": int(np.sum(g1 > -9999))} # -9999 marks no data\n", + " # A pixel counts if EITHER group carries an indicator id\n", + " counts[\"indicator_px\"] = int(np.sum(np.isin(g1, ALL_INDICATOR_IDS)\n", + " | np.isin(g2, ALL_INDICATOR_IDS)))\n", + " for cls, ids in INDICATOR_IDS.items():\n", + " counts[cls] = int(np.sum(np.isin(g1, ids) | np.isin(g2, ids)))\n", + " return counts" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "3b1a41cc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "screening EMIT_L2B_MIN_001_20220822T192123_2223413_013 ...\n", + "cached: EMIT_L2B_MIN_001_20220822T192123_2223413_013.nc\n", + "screening EMIT_L2B_MIN_001_20230420T200006_2311013_012 ...\n", + "cached: EMIT_L2B_MIN_001_20230420T200006_2311013_012.nc\n", + "screening EMIT_L2B_MIN_001_20230424T182248_2311412_013 ...\n", + "cached: EMIT_L2B_MIN_001_20230424T182248_2311412_013.nc\n", + "screening EMIT_L2B_MIN_001_20230627T170614_2317811_011 ...\n", + "cached: EMIT_L2B_MIN_001_20230627T170614_2317811_011.nc\n" + ] + }, + { + "data": { + "text/html": [ + "
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granulevalid_pxindicator_pxAluniteWhite micaKaoliniteDickitePyrophylliteindicator_frac
0EMIT_L2B_MIN_001_20220822T192123_2223413_0131613132495906673753221410.015467
1EMIT_L2B_MIN_001_20230420T200006_2311013_012180386501721496161805454020.027813
2EMIT_L2B_MIN_001_20230424T182248_2311412_01317671237002177187740325640.020938
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" + ], + "text/plain": [ + " granule valid_px indicator_px \\\n", + "0 EMIT_L2B_MIN_001_20220822T192123_2223413_013 161313 2495 \n", + "1 EMIT_L2B_MIN_001_20230420T200006_2311013_012 180386 5017 \n", + "2 EMIT_L2B_MIN_001_20230424T182248_2311412_013 176712 3700 \n", + "3 EMIT_L2B_MIN_001_20230627T170614_2317811_011 17418 0 \n", + "\n", + " Alunite White mica Kaolinite Dickite Pyrophyllite indicator_frac \n", + "0 906 673 753 22 141 0.015467 \n", + "1 2149 616 1805 45 402 0.027813 \n", + "2 2177 187 740 32 564 0.020938 \n", + "3 0 0 0 0 0 0.000000 " + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Screen the first few scenes from our search. Each takes roughly 10-15 seconds to stream and\n", + "# count, so we start small -- raise N_SCENES to look at more of the search results.\n", + "N_SCENES = 4\n", + "\n", + "rows = []\n", + "for granule in emit_results[:N_SCENES]:\n", + " name = granule[\"umm\"][\"GranuleUR\"]\n", + " print(f\"screening {name} ...\")\n", + " rows.append({\"granule\": name, **indicator_counts(granule, aoi_gdf)})\n", + "\n", + "screened = pd.DataFrame(rows)\n", + "# What fraction of the valid AOI pixels carry an indicator identification?\n", + "screened[\"indicator_frac\"] = screened[\"indicator_px\"] / screened[\"valid_px\"]\n", + "screened" + ] + }, + { + "cell_type": "markdown", + "id": "4233abc6", + "metadata": {}, + "source": [ + "Two things are worth noting in the table above.\n", + "\n", + "Every one of these scenes images the same rocks, yet the totals differ substantially. Bedrock mineralogy does not change from month to month, so this spread reflects the retrieval rather than the geology - L2BMIN identifications are sensitive to illumination, dust, surface moisture, and the atmospheric correction.\n", + "\n", + "The per-class columns also matter as much as the total. Later we compare an alunite site against a white-mica site, so a scene needs pixels in both classes to be useful." + ] + }, + { + "cell_type": "markdown", + "id": "139e2ae3", + "metadata": {}, + "source": [ + "## 3. Working with a Single Scene\n", + "\n", + "We now select a scene to work with. For now we take the one with the most indicator pixels, which gives us the clearest example of the alteration system.\n", + "\n", + "> TODO - Which scene is genuinely best deserves more thought - coverage of the study area, cloud cover, and illumination all matter - but that discussion is beyond the scope of this notebook." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "e87d96cb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Working scene: EMIT_L2B_MIN_001_20230420T200006_2311013_012\n", + " 5,017 indicator pixels of 180,386 valid AOI pixels (2.78%)\n" + ] + } + ], + "source": [ + "# Take the scene with the most indicator pixels from our screening table\n", + "best = screened.loc[screened[\"indicator_px\"].idxmax()]\n", + "sel_name = best[\"granule\"]\n", + "# Recover the matching granule object from the original search results\n", + "sel_result = next(g for g in emit_results if g[\"umm\"][\"GranuleUR\"] == sel_name)\n", + "\n", + "print(f\"Working scene: {sel_name}\")\n", + "print(f\" {best['indicator_px']:,} indicator pixels of {best['valid_px']:,} valid AOI pixels \"\n", + " f\"({best['indicator_frac']:.2%})\")" + ] + }, + { + "cell_type": "markdown", + "id": "5f22e78c", + "metadata": {}, + "source": [ + "### 3.1 Adding Quality Thresholds\n", + "\n", + "The screening above was deliberately permissive. For mapping we want confident identifications, so we add two gates: **band depth**, from the L2BMIN file, describing how deep the absorption is, and **fit**, from the companion **L2BMINUNCERT** file, describing how well the library spectrum matched the pixel.\n", + "\n", + "> The `fit` values are stored at half scale, so we multiply by two before comparing them to our threshold.\n", + "\n", + "The thresholds below are adapted from the USGS `mined-lands` acid-mine-drainage workflow, and are worth experimenting with." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "9ad75330", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cached: EMIT_L2B_MIN_001_20230420T200006_2311013_012.nc\n", + "cached: EMIT_L2B_MINUNCERT_001_20230420T200006_2311013_012.nc\n" + ] + }, + { + "data": { + "text/html": [ + "
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+       "    ...                                ...\n",
+       "    geotransform:                      [-1.13737885e+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_20230420T200006_23110...\n",
+       "    subset_downtrack_range:            [368, 867]\n",
+       "    subset_crosstrack_range:           [725, 1210]
" + ], + "text/plain": [ + " Size: 4MB\n", + "Dimensions: (latitude: 389, longitude: 486, mineral_name: 294)\n", + "Coordinates:\n", + " * latitude (latitude) float64 3kB 38.23 38.23 38.23 ... 38.02 38.02\n", + " * longitude (longitude) float64 4kB -113.7 -113.7 ... -113.5 -113.5\n", + " elev (latitude, longitude) float32 756kB -9.999e+03 ... -9...\n", + " * mineral_name (mineral_name) object 2kB 'Plastic_Tarp GDS339 Green ...\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", + " spatial_ref int64 8B 0\n", + "Data variables:\n", + " group_1_band_depth (latitude, longitude) float32 756kB -9.999e+03 ... -9...\n", + " group_1_mineral_id (latitude, longitude) float32 756kB -9.999e+03 ... -9...\n", + " group_2_band_depth (latitude, longitude) float32 756kB -9.999e+03 ... -9...\n", + " group_2_mineral_id (latitude, longitude) float32 756kB -9.999e+03 ... -9...\n", + "Attributes: (12/40)\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", + " geotransform: [-1.13737885e+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_20230420T200006_23110...\n", + " subset_downtrack_range: [368, 867]\n", + " subset_crosstrack_range: [725, 1210]" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Both files come from the same granule, so one call fetches each in turn\n", + "def open_emit_l2b(granule, pattern, aoi_gdf):\n", + " \"\"\"Open an EMIT L2B file, crop it to the AOI, and orthorectify it.\"\"\"\n", + " fp = get_assets(granule, [pattern])[0]\n", + " ds = et.emit_xarray(fp, ortho=False)\n", + " ds = et.spatial_subset(ds, aoi_gdf)\n", + " return et.ortho_xr(ds)\n", + "\n", + "ds_min = open_emit_l2b(sel_result, \"_L2B_MIN_\", aoi_gdf) # mineral ids + band depths\n", + "ds_unc = open_emit_l2b(sel_result, \"_L2B_MINUNCERT_\", aoi_gdf) # fit values for those ids\n", + "ds_min" + ] + }, + { + "cell_type": "markdown", + "id": "c66771a2", + "metadata": {}, + "source": [ + "### 3.2 The Mineral Library\n", + "\n", + "The L2BMIN file does not store mineral names per pixel, it stores integer ids that point into a spectral library. That library travels with the file as coordinate variables along a `mineral_name` dimension, so we can pull it into a DataFrame for a readable lookup.\n", + "\n", + "For the data, the 0 represents no match. Zero is not stored as a library row, so we add it ourselves at index `-1` and sort, which puts it at row 0 and keeps the DataFrame positions lined up with the ids stored in the data.\n", + "\n", + "> This is the same table as `mineral_grouping_matrix_20230503.csv` - all 294 entries match on index and name. We used the CSV earlier because we needed the indices before opening a scene." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "04312dfc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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indexrecordmineral_nameurlgrouplibrary
00.0-1.0No_MatchNA1.0NA
11.06858.0Plastic_Tarp GDS339 Green W1R1Fahttps://crustal.usgs.gov/speclab/data/HTMLmetadata/Plastic_Tarp_GDS339_Green_ASDFRa_AREF.html1.0splib06
22.0744.0Hematite.02+Quartz.98 GDS76 W1R1Hahttps://crustal.usgs.gov/speclab/data/HTMLmetadata/Hematite.02+Quartz.98_GDS76_BECKa_AREF.html1.0sprlb06
33.0882.0Goethite WS222 <250um MedGrn W1R1H_ AREFhttps://crustal.usgs.gov/speclab/data/HTMLmetadata/Goethite_WS222_Medium_Gr._BECKa_AREF.html1.0sprlb06
44.05736.0Goethite0.02+Quartz GDS240 W1R1Bahttps://crustal.usgs.gov/speclab/data/HTMLmetadata/Goethite0.02+Quartz_GDS240_BECKa_AREF.html1.0splib06
.....................
290290.0624.0Vermiculite GDS458 W1R1HcNo available USGS Spectral Library 7 Description Reference2.0sprlb06
291291.0630.0Vermiculite ALB4SA00 W1R1HcNo available USGS Spectral Library 7 Description Reference2.0sprlb06
292292.0636.0Vermiculite WS682 W1R1HcNo available USGS Spectral Library 7 Description Reference2.0sprlb06
293293.0642.0Vermiculite WS681 W1R1Hchttps://crustal.usgs.gov/speclab/data/HTMLmetadata/Vermiculite_WS681_BECKc_AREF.html2.0sprlb06
294294.01008.0CO2+O2+CH4 TRANSM ModtranZ20 r06crj3a=No available USGS Spectral Library 7 Description Reference2.0sprlb06
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295 rows × 6 columns

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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 \\\n", + "0 NA \n", + "1 https://crustal.usgs.gov/speclab/data/HTMLmetadata/Plastic_Tarp_GDS339_Green_ASDFRa_AREF.html \n", + "2 https://crustal.usgs.gov/speclab/data/HTMLmetadata/Hematite.02+Quartz.98_GDS76_BECKa_AREF.html \n", + "3 https://crustal.usgs.gov/speclab/data/HTMLmetadata/Goethite_WS222_Medium_Gr._BECKa_AREF.html \n", + "4 https://crustal.usgs.gov/speclab/data/HTMLmetadata/Goethite0.02+Quartz_GDS240_BECKa_AREF.html \n", + ".. ... \n", + "290 No available USGS Spectral Library 7 Description Reference \n", + "291 No available USGS Spectral Library 7 Description Reference \n", + "292 No available USGS Spectral Library 7 Description Reference \n", + "293 https://crustal.usgs.gov/speclab/data/HTMLmetadata/Vermiculite_WS681_BECKc_AREF.html \n", + "294 No available USGS Spectral Library 7 Description Reference \n", + "\n", + " group library \n", + "0 1.0 NA \n", + "1 1.0 splib06 \n", + "2 1.0 sprlb06 \n", + "3 1.0 sprlb06 \n", + "4 1.0 splib06 \n", + ".. ... ... \n", + "290 2.0 sprlb06 \n", + "291 2.0 sprlb06 \n", + "292 2.0 sprlb06 \n", + "293 2.0 sprlb06 \n", + "294 2.0 sprlb06 \n", + "\n", + "[295 rows x 6 columns]" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# For the data, the 0 represents no match. For convenience, let's make a DataFrame that holds the\n", + "# mineral data, and add that 'No match' reference to it:\n", + "min_df = pd.DataFrame({x: ds_min[x].values\n", + " 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,\n", + " 'url': 'NA', 'group': 1.0, 'library': 'NA'}\n", + "min_df = min_df.sort_index().reset_index(drop=True)\n", + "min_df" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "f2536832", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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mineral_idpixelsmineral_name
0084204No_Match
121621181Calcite+Dolomite.5 AMX8 W1R1Bb
221519240Calcite WS272 W1R1Ha
322716929Calcite+.33Muscov AMX5 Ruby W1R1Ba
49715646Grass_Golden_Dry GDS480 W1R1Fa
5996293Plastic_Tarp GDS340 Blu_Wovn W1R1Fa
61005832Plastic_Vinyl GDS372 White W1R1Fa
71191648Alunite GDS84 Na03 W2R4Na
82321233Calcite.7+Kaolwxl.3 AMX9 W1R1Ba
91331114Kaolinite CM9 (wxl) W1R1Hb
10194901Aragonite GDS898 Moracco
11134684Kaolinite KGa-2 (pxl) W1R1Hb
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" + ], + "text/plain": [ + " mineral_id pixels mineral_name\n", + "0 0 84204 No_Match\n", + "1 216 21181 Calcite+Dolomite.5 AMX8 W1R1Bb\n", + "2 215 19240 Calcite WS272 W1R1Ha\n", + "3 227 16929 Calcite+.33Muscov AMX5 Ruby W1R1Ba\n", + "4 97 15646 Grass_Golden_Dry GDS480 W1R1Fa\n", + "5 99 6293 Plastic_Tarp GDS340 Blu_Wovn W1R1Fa\n", + "6 100 5832 Plastic_Vinyl GDS372 White W1R1Fa\n", + "7 119 1648 Alunite GDS84 Na03 W2R4Na\n", + "8 232 1233 Calcite.7+Kaolwxl.3 AMX9 W1R1Ba\n", + "9 133 1114 Kaolinite CM9 (wxl) W1R1Hb\n", + "10 194 901 Aragonite GDS898 Moracco\n", + "11 134 684 Kaolinite KGa-2 (pxl) W1R1Hb" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# With the lookup in place we can read the scene's identifications as names rather than numbers.\n", + "# Here are the minerals EMIT identified most often in the 2.0-2.5 um region across our study area.\n", + "ids, counts = np.unique(ds_min[\"group_2_mineral_id\"].values, return_counts=True)\n", + "valid = ids >= 0 # ignore the -9999 no-data value\n", + "name_of = dict(zip(min_df[\"index\"], min_df[\"mineral_name\"]))\n", + "\n", + "top = (pd.DataFrame({\"mineral_id\": ids[valid].astype(int), \"pixels\": counts[valid]})\n", + " .assign(mineral_name=lambda d: d[\"mineral_id\"].map(name_of))\n", + " .sort_values(\"pixels\", ascending=False)\n", + " .head(12)\n", + " .reset_index(drop=True))\n", + "top" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "69c504e1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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all detectionspassing quality gates
Alunite21492149
Pyrophyllite402393
Kaolinite18051805
Dickite4545
White mica616614
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" + ], + "text/plain": [ + " all detections passing quality gates\n", + "Alunite 2149 2149\n", + "Pyrophyllite 402 393\n", + "Kaolinite 1805 1805\n", + "Dickite 45 45\n", + "White mica 616 614" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "BAND_DEPTH_MIN = 0.02 # minimum absorption depth for a detection we trust\n", + "FIT_MIN = 0.40 # minimum library-match quality\n", + "\n", + "# Map every indicator library index to its class, so we can test pixels by class membership\n", + "id_to_indicator = {int(row[\"Index\"]): row[\"indicator\"]\n", + " for _, row in matrix.dropna(subset=[\"indicator\"]).iterrows()}\n", + "\n", + "def indicator_mask(ds, ds_unc, group, indicator):\n", + " \"\"\"Boolean AOI mask: pixels identified as `indicator` that pass both quality gates.\n", + "\n", + " EMIT reports up to two identifications per pixel, so callers usually check both groups and\n", + " combine them with OR.\n", + " \"\"\"\n", + " ids = ds[f\"group_{group}_mineral_id\"].values\n", + " bd = ds[f\"group_{group}_band_depth\"].values\n", + " fit = ds_unc[f\"group_{group}_fit\"].values * 2.0 # stored at half scale - undo it\n", + "\n", + " is_class = np.isin(ids, [k for k, v in id_to_indicator.items() if v == indicator])\n", + " passes_quality = (bd >= BAND_DEPTH_MIN) & (fit >= FIT_MIN)\n", + " return is_class & passes_quality\n", + "\n", + "# Compare confident detections against the permissive counts from our screening\n", + "INDICATOR_ORDER = [\"Alunite\", \"Pyrophyllite\", \"Kaolinite\", \"Dickite\", \"White mica\"]\n", + "confident = {}\n", + "for ind in INDICATOR_ORDER:\n", + " m1 = indicator_mask(ds_min, ds_unc, 1, ind)\n", + " m2 = indicator_mask(ds_min, ds_unc, 2, ind)\n", + " confident[ind] = int(np.nansum(m1 | m2))\n", + "\n", + "pd.DataFrame({\"all detections\": {k: int(best[k]) for k in INDICATOR_ORDER},\n", + " \"passing quality gates\": confident})" + ] + }, + { + "cell_type": "markdown", + "id": "c8dfea9d", + "metadata": {}, + "source": [ + "### 3.3 Mapping the Indicators\n", + "\n", + "Now we turn those masks into a map. Each pixel is coloured by the strongest indicator it carries, scanning both mineral groups and keeping whichever detection has the greatest band depth.\n", + "\n", + "The colours run from the acidic end of the system to the near-neutral end, so reading the progression across the map is reading the pH gradient of the altering fluid." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "009eab4b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "pixels with a confident indicator identification: 5,006\n" + ] + } + ], + "source": [ + "# Fixed colour per indicator, ordered acidic -> near-neutral\n", + "INDICATOR_COLORS = {\"Alunite\": \"#d7191c\", \"Pyrophyllite\": \"#fdae61\", \"Kaolinite\": \"#ffffbf\",\n", + " \"Dickite\": \"#abd9e9\", \"White mica\": \"#2c7bb6\"}\n", + "\n", + "# Build a categorical raster: for each pixel keep the indicator with the deepest absorption\n", + "ny, nx = ds_min[\"group_1_band_depth\"].shape\n", + "class_arr = np.full((ny, nx), np.nan) # winning class number per pixel, NaN where nothing detected\n", + "best_bd = np.zeros((ny, nx)) # band depth of the current winner, so we can compare\n", + "\n", + "for class_num, ind in enumerate(INDICATOR_ORDER, start=1):\n", + " for group in (1, 2):\n", + " m = indicator_mask(ds_min, ds_unc, group, ind)\n", + " bd = np.nan_to_num(ds_min[f\"group_{group}_band_depth\"].values)\n", + " deeper = m & (bd > best_bd) # only overwrite if this detection is stronger\n", + " class_arr[deeper] = class_num\n", + " best_bd[deeper] = bd[deeper]\n", + "\n", + "print(f\"pixels with a confident indicator identification: {int(np.isfinite(class_arr).sum()):,}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f3355909", + "metadata": {}, + "outputs": [ + { + "data": {}, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.holoviews_exec.v0+json": "", + "text/html": [ + "
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\n", + "" + ], + "text/plain": [ + ":Overlay\n", + " .WMTS.I :WMTS [Longitude,Latitude]\n", + " .Image.I :Image [longitude,latitude] (indicator)\n", + " .Polygons.I :Polygons [Longitude,Latitude]" + ] + }, + "execution_count": 26, + "metadata": { + "application/vnd.holoviews_exec.v0+json": { + "id": "aafae80d-57e6-4d34-a591-e7d596e48c5e" + } + }, + "output_type": "execute_result" + } + ], + "source": [ + "#TODO - Improve the legend to show names?\n", + "# Wrap the classified array as a DataArray so hvplot can place it on a map\n", + "indicator_da = xr.DataArray(\n", + " class_arr,\n", + " dims=(\"latitude\", \"longitude\"),\n", + " coords={\"latitude\": ds_min[\"latitude\"].values, \"longitude\": ds_min[\"longitude\"].values},\n", + " name=\"indicator\",\n", + ")\n", + "\n", + "(indicator_da.hvplot.image(\n", + " x=\"longitude\", y=\"latitude\", geo=True, tiles=\"EsriImagery\",\n", + " cmap=[INDICATOR_COLORS[i] for i in INDICATOR_ORDER],\n", + " clim=(0.5, len(INDICATOR_ORDER) + 0.5),\n", + " alpha=0.75, frame_width=600, frame_height=560,\n", + " title=f\"EMIT L2BMIN alteration indicators\\n{sel_name}\")\n", + " * aoi_gdf.hvplot.polygons(geo=True, line_color=\"red\", line_width=2)\n", + ").opts(hv.opts.Image(color_levels=len(INDICATOR_ORDER)), # 5 discrete colour bands, not a ramp\n", + " hv.opts.Overlay(xaxis=None, yaxis=None))" + ] + }, + { + "cell_type": "markdown", + "id": "f858222e", + "metadata": {}, + "source": [ + "The colourbar runs 1-5 in the order listed in `INDICATOR_ORDER`: **1 Alunite, 2 Pyrophyllite,\n", + "3 Kaolinite, 4 Dickite, 5 White mica**.\n", + "\n", + "> **A caution on interpretation.** The EMIT documentation notes that while the ten standard mineral\n", + "> groups are well validated, many of the finer library constituents \"require further validation,\n", + "> particularly in the case of resource exploration.\" Treat these detections as indicators that point\n", + "> to where follow-up is worthwhile - which is exactly what we do next with the airborne data." + ] + }, + { + "cell_type": "markdown", + "id": "4fc658a5", + "metadata": {}, + "source": [ + "---\n", + "## 4. EMIT Reflectance at the Indicator Sites\n", + "\n", + "The L2BMIN product tells us which mineral EMIT identified. The L2A reflectance product shows us the spectrum that led to that call, and it is what we compare against the airborne data later.\n", + "\n", + "L2A reflectance is a separate granule from L2BMIN, so we search for it and match on the orbit and scene numbers both share. These files are a few GB each, so in the download workflow this is the first sizeable transfer of the notebook." + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "ae49efa4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cached: EMIT_L2A_RFL_001_20230420T200006_2311013_012.nc\n", + "cached: EMIT_L2A_MASK_001_20230420T200006_2311013_012.nc\n" + ] + } + ], + "source": [ + "# Find the L2A reflectance granule matching our working scene, using the shared orbit/scene suffix\n", + "scene_suffix = \"_\".join(sel_name.split(\"_\")[-2:]) # e.g. \"2311013_012\"\n", + "rfl_results = earthaccess.search_data(short_name=\"EMITL2ARFL\", polygon=aoi, count=500)\n", + "rfl_result = next(r for r in rfl_results if r[\"umm\"][\"GranuleUR\"].endswith(scene_suffix))\n", + "\n", + "fp_rfl = get_assets(rfl_result, [\"_L2A_RFL_\"])[0]\n", + "fp_mask = get_assets(rfl_result, [\"_L2A_MASK_\"])[0]" + ] + }, + { + "cell_type": "markdown", + "id": "f060ccbb", + "metadata": {}, + "source": [ + "### 4.1 Applying the Cloud Mask\n", + "\n", + "Our search excluded scenes that were mostly cloudy, but that is a scene-level filter and says nothing about which pixels are affected. The L2A MASK file carries per-pixel flags, which we use to drop cloud, the buffer ring around each cloud, and cirrus.\n", + "\n", + "> Note that we look the flag bands up **by name** rather than by position. The ordering in the file is not guaranteed, so hard-coding indices is a quiet way to mask the wrong thing." + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "6684ab1b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "available flags: ['Cloud flag', 'Cirrus flag', 'Water flag', 'Spacecraft Flag', 'Dilated Cloud Flag', 'AOD550', 'H2O (g cm-2)', 'Aggregate Flag']\n", + "Flags used: ['Cloud flag' 'Dilated Cloud Flag' 'Cirrus flag']\n", + "cloud-masked pixels: 48,333 of 1,589,760 (3.0% of the scene)\n" + ] + } + ], + "source": [ + "# Read the flag band names so we can find the cloud flags by name rather than by position\n", + "mask_bands = list(xr.open_dataset(fp_mask, engine=\"h5netcdf\",\n", + " group=\"sensor_band_parameters\")[\"mask_bands\"].values)\n", + "print(\"available flags:\", mask_bands)\n", + "\n", + "CLOUD_FLAGS = [\"Cloud flag\", \"Dilated Cloud Flag\", \"Cirrus flag\"]\n", + "cloud_idx = [mask_bands.index(name) for name in CLOUD_FLAGS]\n", + "\n", + "qmask = et.quality_mask(fp_mask, cloud_idx) # 1 = drop this pixel\n", + "print(f\"cloud-masked pixels: {int(np.nansum(qmask)):,} of {qmask.size:,} \"\n", + " f\"({100 * np.nansum(qmask) / qmask.size:.1f}% of the scene)\")" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "59005085", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "EMIT bands: 285 | 0.381 - 2.493 um\n" + ] + } + ], + "source": [ + "# Open the reflectance with the cloud mask applied, then crop to the AOI and orthorectify.\n", + "# Masked pixels are set to the fill value (-9999) which we convert to NaN below.\n", + "ds_rfl = et.emit_xarray(fp_rfl, ortho=False, qmask=qmask)\n", + "ds_rfl = et.spatial_subset(ds_rfl, aoi_gdf)\n", + "ds_rfl = et.ortho_xr(ds_rfl)\n", + "\n", + "# Fill values -> NaN, and blank out the bands EMIT flags as unusable (deep atmospheric absorption)\n", + "ds_rfl[\"reflectance\"] = ds_rfl[\"reflectance\"].where(ds_rfl[\"reflectance\"] != -9999)\n", + "good = ds_rfl[\"good_wavelengths\"].values.astype(bool)\n", + "ds_rfl[\"reflectance\"].data[:, :, ~good] = np.nan\n", + "\n", + "wl_emit_um = su.to_micrometers(ds_rfl[\"wavelengths\"].values)\n", + "print(f\"EMIT bands: {wl_emit_um.size} | {wl_emit_um.min():.3f} - {wl_emit_um.max():.3f} um\")" + ] + }, + { + "cell_type": "markdown", + "id": "231fb2b4", + "metadata": {}, + "source": [ + "### 4.2 Selecting Two Sites\n", + "\n", + "For the rest of the notebook we follow two locations: one in the alunite core and one in the white-mica halo. For each we take the pixel with the deepest absorption for that mineral, which gives us the clearest example EMIT found in our study area.\n", + "\n", + "> These are EMIT's own identifications rather than independent ground truth, so treat them as well-supported starting points rather than confirmed occurrences." + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "dbb2ff83", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "alunite core (lat, lon): (38.02725624024177, -113.60259817265155)\n", + "white-mica halo (lat, lon): (38.17799688087304, -113.52072106209283)\n" + ] + } + ], + "source": [ + "def deepest_pixel(indicator, group_order=(2, 1)):\n", + " \"\"\"Latitude/longitude of the pixel with the strongest confident detection of `indicator`.\n", + "\n", + " Group 2 (the 2.0-2.5 um region) is checked first because that is where our Al-OH minerals\n", + " absorb most distinctively.\n", + " \"\"\"\n", + " best = None\n", + " for group in group_order:\n", + " m = indicator_mask(ds_min, ds_unc, group, indicator)\n", + " bd = np.where(m, np.nan_to_num(ds_min[f\"group_{group}_band_depth\"].values), np.nan)\n", + " if np.all(np.isnan(bd)):\n", + " continue\n", + " iy, ix = np.unravel_index(np.nanargmax(bd), bd.shape)\n", + " if best is None or bd[iy, ix] > best[0]:\n", + " best = (bd[iy, ix],\n", + " float(ds_min[\"latitude\"].values[iy]),\n", + " float(ds_min[\"longitude\"].values[ix]))\n", + " return None if best is None else (best[1], best[2])\n", + "\n", + "alunite_pt = deepest_pixel(\"Alunite\")\n", + "wmica_pt = deepest_pixel(\"White mica\")\n", + "print(\"alunite core (lat, lon):\", alunite_pt)\n", + "print(\"white-mica halo (lat, lon):\", wmica_pt)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "f0bb13ed", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def emit_spectrum(lat, lon):\n", + " \"\"\"Reflectance spectrum of the EMIT pixel nearest to (lat, lon).\"\"\"\n", + " pixel = ds_rfl.sel(latitude=lat, longitude=lon, method=\"nearest\")\n", + " return wl_emit_um, pixel[\"reflectance\"].values\n", + "\n", + "SITES = [(\"Alunite core\", alunite_pt, \"#d7191c\"),\n", + " (\"White-mica halo\", wmica_pt, \"#2c7bb6\")]\n", + "\n", + "fig, ax = plt.subplots(figsize=(9, 5))\n", + "for label, pt, color in SITES:\n", + " if pt is None:\n", + " continue\n", + " w, r = emit_spectrum(*pt)\n", + " ax.plot(w, r, color=color, lw=1.8, label=f\"EMIT - {label}\")\n", + "\n", + "# Both of our indicator minerals absorb near 2.2 um - the feature we analyse in detail later\n", + "ax.axvspan(2.10, 2.26, color=\"gold\", alpha=0.15, label=\"Al-OH region (2.10-2.26 um)\")\n", + "ax.set_xlabel(\"Wavelength (um)\"); ax.set_ylabel(\"Reflectance\")\n", + "ax.set_title(\"EMIT L2A reflectance at the two indicator sites\")\n", + "ax.legend(); ax.grid(alpha=0.3)\n", + "plt.tight_layout(); plt.savefig(FIG_DIR / \"emit_spectra.png\", dpi=130); plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "7af80187", + "metadata": {}, + "source": [ + "\n", + "## 5. Airborne Reflectance from AVIRIS-5\n", + "\n", + "EMIT gives us regional screening at ~60 m. AVIRIS-5 flies a similar instrument on an aircraft, so it sees the same spectral features at a much finer ground sampling distance (GSD), which lets us check what EMIT is averaging over.\n", + "\n", + "Because AVIRIS-5 is airborne, its GSD depends on flight altitude rather than a fixed orbit, and ranges from roughly 0.5 m to 15 m across campaigns. We read the actual value from the file rather than assume one.\n", + "\n", + "Each flight line covers a narrow strip, so first we use `results_to_gdf` to find which line overlaps our study area most." + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "82e58ceb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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native-idBeginningDateTimefrac_of_aoi
3AV520250723t201709_006_L2A_RFL_12025-07-23T20:27:04Z0.525332
7AV520250923t194231_005_L2A_RFL_12025-09-23T19:50:00Z0.162095
2AV520250723t201709_005_L2A_RFL_12025-07-23T20:25:16Z0.082290
5AV520250730t165108_010_L2A_RFL_12025-07-30T17:08:11Z0.026250
9AV520250923t204930_006_L2A_RFL_12025-09-23T20:57:26Z0.017990
\n", + "
" + ], + "text/plain": [ + " native-id BeginningDateTime frac_of_aoi\n", + "3 AV520250723t201709_006_L2A_RFL_1 2025-07-23T20:27:04Z 0.525332\n", + "7 AV520250923t194231_005_L2A_RFL_1 2025-09-23T19:50:00Z 0.162095\n", + "2 AV520250723t201709_005_L2A_RFL_1 2025-07-23T20:25:16Z 0.082290\n", + "5 AV520250730t165108_010_L2A_RFL_1 2025-07-30T17:08:11Z 0.026250\n", + "9 AV520250923t204930_006_L2A_RFL_1 2025-09-23T20:57:26Z 0.017990" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Turn the AVIRIS search results into a GeoDataFrame with an AOI-overlap column, then rank\n", + "av5_gdf = results_to_gdf(av5_results, aoi=aoi_gdf).sort_values(\"frac_of_aoi\", ascending=False)\n", + "\n", + "av5_gdf[[\"native-id\", \"BeginningDateTime\", \"frac_of_aoi\"]].head()" + ] + }, + { + "cell_type": "markdown", + "id": "808b45b1", + "metadata": {}, + "source": [ + "### 5.1 A Note on File Size\n", + "\n", + "AVIRIS-5 reflectance files are around 4.5 GB each, and are chunked as `(10, 256, 256)` blocks across wavelength, northing, and easting. That layout reads small spatial windows efficiently, but pulling a single full band means touching hundreds of chunks scattered through the file.\n", + "\n", + "> This is the heaviest step in the notebook. In the download workflow the file is transferred once and cached; in the cloud workflow it is opened in place." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "9cc7ddb0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "selected flight lines:\n", + " AV520250723t201709_006_L2A_RFL_1 52.5% of the AOI alone\n", + " AV520250723t201709_005_L2A_RFL_1 8.2% of the AOI alone\n", + " -> combined coverage: 59.3%\n" + ] + } + ], + "source": [ + "# A single flight line covers a narrow strip, so we pair the best line with whichever other line\n", + "# adds the most new coverage. Lines from the same acquisition share a wavelength grid and map\n", + "# projection, so they tile together without resampling.\n", + "av_eq = av5_gdf.to_crs(\"EPSG:8857\").geometry # equal-area, for honest area comparisons\n", + "aoi_eq = aoi_gdf.to_crs(\"EPSG:8857\").union_all()\n", + "\n", + "best_i = av5_gdf.index[0]\n", + "gains = {i: av_eq[best_i].union(av_eq[i]).intersection(aoi_eq).area / aoi_eq.area\n", + " for i in av5_gdf.index[1:]}\n", + "partner_i = max(gains, key=gains.get)\n", + "\n", + "av5_selected = av5_gdf.loc[[best_i, partner_i]]\n", + "print(\"selected flight lines:\")\n", + "for i in av5_selected.index:\n", + " print(f\" {av5_gdf.loc[i, 'native-id']:34s} {av5_gdf.loc[i, 'frac_of_aoi']:.1%} of the AOI alone\")\n", + "print(f\" -> combined coverage: {gains[partner_i]:.1%}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "70e18e6d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cached: AV520250723t201709_006_L2A_OE_da8b3ef7_RFL_ORT.nc\n", + "downloading: AV520250723t201709_005_L2A_OE_da8b3ef7_RFL_ORT.nc\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "55dae6597462497aa816aac4781c22f0", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "QUEUEING TASKS | : 0%| | 0/1 [00:00 Footprint containment alone is not enough. A flight line is a narrow diagonal strip, but its\n", + "> metadata footprint is a rough quadrilateral whose corners cover ground the sensor never imaged. A\n", + "> point can sit inside the polygon and still land on no-data pixels, which would give a flat,\n", + "> meaningless spectrum. So we also require the merged cube to carry real reflectance there." + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "d83ea2a2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Alunite core (lat, lon): 38.04515, -113.70779\n", + "White-mica halo (lat, lon): 38.19155, -113.63134\n" + ] + } + ], + "source": [ + "av_proj_sel = Proj(av_crs)\n", + "av_e0, av_e1 = float(av_rfl[\"easting\"].min()), float(av_rfl[\"easting\"].max())\n", + "av_n0, av_n1 = float(av_rfl[\"northing\"].min()), float(av_rfl[\"northing\"].max())\n", + "\n", + "def aviris_has_data(lat, lon, min_valid=0.5):\n", + " \"\"\"True if the nearest AVIRIS pixel to (lat, lon) carries real reflectance rather than fill.\"\"\"\n", + " x, y = av_proj_sel(lon, lat)\n", + " if not (av_e0 <= x <= av_e1 and av_n0 <= y <= av_n1):\n", + " return False\n", + " r = av_rfl.sel(easting=x, northing=y, method=\"nearest\").values.astype(\"float64\")\n", + " return np.mean(np.isfinite(r) & (r > 0)) >= min_valid\n", + "\n", + "def deepest_pixel_in_swath(indicator, group_order=(2, 1)):\n", + " \"\"\"Strongest detection of `indicator` that also has usable AVIRIS data underneath it.\"\"\"\n", + " for group in group_order:\n", + " m = indicator_mask(ds_min, ds_unc, group, indicator)\n", + " bd = np.where(m, np.nan_to_num(ds_min[f\"group_{group}_band_depth\"].values), np.nan)\n", + " if np.all(np.isnan(bd)):\n", + " continue\n", + " # Walk candidates from deepest to shallowest and take the first with airborne coverage\n", + " for flat in np.argsort(np.nan_to_num(bd.ravel(), nan=-1))[::-1]:\n", + " if not np.isfinite(bd.ravel()[flat]):\n", + " break\n", + " iy, ix = np.unravel_index(flat, bd.shape)\n", + " lat = float(ds_min[\"latitude\"].values[iy])\n", + " lon = float(ds_min[\"longitude\"].values[ix])\n", + " if aviris_has_data(lat, lon):\n", + " return (lat, lon)\n", + " return None\n", + "\n", + "alunite_pt_av = deepest_pixel_in_swath(\"Alunite\")\n", + "wmica_pt_av = deepest_pixel_in_swath(\"White mica\")\n", + "\n", + "# These matched sites drive every multi-scale figure from here on\n", + "SITES = [(\"Alunite core\", alunite_pt_av, \"#d7191c\"),\n", + " (\"White-mica halo\", wmica_pt_av, \"#2c7bb6\")]\n", + "\n", + "for label, pt, _ in SITES:\n", + " if pt is None:\n", + " print(f\"WARNING: no {label} pixel with both a detection and AVIRIS coverage\")\n", + " else:\n", + " print(f\"{label:16s} (lat, lon): {pt[0]:.5f}, {pt[1]:.5f}\")" + ] + }, + { + "cell_type": "markdown", + "id": "bb1f4a73", + "metadata": {}, + "source": [ + "### 5.3 True Colour Imagery\n", + "\n", + "Before interpreting any mineral map it is worth looking at the scene. Below we build a true colour composite from each sensor (red ~650 nm, green ~560 nm, blue ~470 nm) and place them side by side, which makes the difference in spatial detail immediately visible.\n", + "\n", + "> In the EMIT panel, cloud-masked pixels appear as gaps rather than bright cloud tops. The AVIRIS-5 panel is not cloud-masked, so scan it for cloud and shadow before reading anything into the spectra. The two sensors also flew on different dates, so their cloud patterns will not match." + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "7b92f1a3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "RGB composites ready\n" + ] + } + ], + "source": [ + "#TODO Change this to how EMIT/AVIRIS browse scenes are created with equalize_hist\n", + "def stretch(rgb, lo=2, hi=98):\n", + " \"\"\"Percentile contrast stretch to [0, 1], ignoring NaN.\n", + "\n", + " Reflectance values sit in a narrow range, so a plain min/max scaling looks washed out. Mapping\n", + " the 2nd-98th percentiles instead spreads the mid-tones and ignores a few extreme pixels.\n", + " \"\"\"\n", + " out = np.empty_like(rgb, dtype=\"float64\")\n", + " for b in range(rgb.shape[-1]):\n", + " band = rgb[..., b]\n", + " finite = band[np.isfinite(band)]\n", + " if finite.size == 0:\n", + " out[..., b] = 0.0\n", + " continue\n", + " p_lo, p_hi = np.percentile(finite, [lo, hi])\n", + " out[..., b] = np.clip((band - p_lo) / (p_hi - p_lo + 1e-9), 0, 1)\n", + " return np.nan_to_num(out)\n", + "\n", + "def nearest_band(wavelengths, target_um):\n", + " \"\"\"Index of the band closest to a target wavelength (bands are not on round numbers).\"\"\"\n", + " return int(np.nanargmin(np.abs(np.asarray(wavelengths) - target_um)))\n", + "\n", + "RGB_UM = (0.650, 0.560, 0.470) # red, green, blue\n", + "\n", + "# EMIT is small enough to slice directly\n", + "emit_rgb = stretch(ds_rfl[\"reflectance\"].values[:, :, [nearest_band(wl_emit_um, t) for t in RGB_UM]])\n", + "emit_lon, emit_lat = ds_rfl[\"longitude\"].values, ds_rfl[\"latitude\"].values\n", + "\n", + "# For AVIRIS we read only the three visible bands out of the 424 available\n", + "av_rgb = stretch(np.transpose(\n", + " av_rfl.isel(wavelength=[nearest_band(av_wl_um, t) for t in RGB_UM]).values, (1, 2, 0)))\n", + "av_east, av_north = av_rfl[\"easting\"].values, av_rfl[\"northing\"].values\n", + "print(\"RGB composites ready\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f04a49c5", + "metadata": {}, + "outputs": [], + "source": [ + "#TODO - Fix merging of scenes" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "7feaaf02", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Project our two sites into the AVIRIS map coordinates for the right-hand panel\n", + "to_av = Transformer.from_crs(\"EPSG:4326\", av_crs, always_xy=True)\n", + "markers = [(\"Alunite core\", alunite_pt_av, \"o\", \"#d7191c\"),\n", + " (\"White-mica halo\", wmica_pt_av, \"s\", \"#2c7bb6\")]\n", + "\n", + "fig, axes = plt.subplots(1, 2, figsize=(14, 7))\n", + "\n", + "axes[0].imshow(emit_rgb, origin=\"upper\", aspect=\"auto\",\n", + " extent=[emit_lon.min(), emit_lon.max(), emit_lat.min(), emit_lat.max()])\n", + "aoi_gdf.boundary.plot(ax=axes[0], color=\"red\", linewidth=1.5)\n", + "for label, pt, mk, color in markers:\n", + " if pt:\n", + " axes[0].plot(pt[1], pt[0], mk, mfc=\"none\", mec=color, mew=2.2, ms=13, label=label)\n", + "axes[0].legend(loc=\"upper right\", fontsize=8, framealpha=0.85)\n", + "axes[0].set_title(f\"EMIT L2A true colour (~60 m)\\n{sel_name}\")\n", + "axes[0].set_xlabel(\"Longitude\"); axes[0].set_ylabel(\"Latitude\")\n", + "\n", + "# northing is descending (row 0 is the northernmost), which is what origin=\"upper\" expects\n", + "axes[1].imshow(av_rgb, origin=\"upper\", aspect=\"equal\",\n", + " extent=[av_east.min(), av_east.max(), av_north.min(), av_north.max()])\n", + "for label, pt, mk, color in markers:\n", + " if pt:\n", + " x, y = to_av.transform(pt[1], pt[0])\n", + " axes[1].plot(x, y, mk, mfc=\"none\", mec=color, mew=2.2, ms=13, label=label)\n", + "axes[1].legend(loc=\"upper right\", fontsize=8, framealpha=0.85)\n", + "axes[1].set_title(f\"AVIRIS-5 L2A true colour ({AV_GSD:.1f} m)\\n{len(av5_paths)} merged lines\")\n", + "axes[1].set_xlabel(\"Easting (m)\"); axes[1].set_ylabel(\"Northing (m)\")\n", + "axes[1].ticklabel_format(style=\"plain\", useOffset=False)\n", + "axes[1].tick_params(axis=\"x\", labelrotation=30)\n", + "\n", + "fig.suptitle(\"The same ground at two scales - check for cloud and shadow before interpreting\",\n", + " fontweight=\"bold\")\n", + "plt.tight_layout(); plt.savefig(FIG_DIR / \"emit_aviris_rgb.png\", dpi=130); plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "9ec224a4", + "metadata": {}, + "source": [ + "## 6. Comparing the Two Scales\n", + "\n", + "A single ~60 m EMIT pixel covers the same ground as many AVIRIS-5 pixels. Rather than comparing one EMIT spectrum against one AVIRIS spectrum, we gather every AVIRIS pixel whose centre falls inside the EMIT pixel footprint.\n", + "\n", + "First, work out how many airborne pixels we should expect to find inside one EMIT pixel." + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "873a213a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "EMIT pixel footprint: 60.3 m x 47.5 m\n", + "AVIRIS-5 GSD: 10.5 m\n", + " -> roughly 26 AVIRIS pixels per EMIT pixel\n" + ] + } + ], + "source": [ + "# One EMIT pixel spans one grid step in latitude and longitude\n", + "emit_dlat = float(np.median(np.abs(np.diff(ds_rfl[\"latitude\"].values))))\n", + "emit_dlon = float(np.median(np.abs(np.diff(ds_rfl[\"longitude\"].values))))\n", + "\n", + "# Convert that to metres so we can predict how many AVIRIS pixels should fit inside\n", + "m_per_deg_lat = 111_132.0\n", + "m_per_deg_lon = 111_320.0 * np.cos(np.radians(float(np.mean(ds_rfl[\"latitude\"].values))))\n", + "emit_m_ns, emit_m_ew = emit_dlat * m_per_deg_lat, emit_dlon * m_per_deg_lon\n", + "\n", + "print(f\"EMIT pixel footprint: {emit_m_ns:.1f} m x {emit_m_ew:.1f} m\")\n", + "print(f\"AVIRIS-5 GSD: {AV_GSD:.1f} m\")\n", + "print(f\" -> roughly {round((emit_m_ns / AV_GSD) * (emit_m_ew / AV_GSD))} AVIRIS pixels \"\n", + " f\"per EMIT pixel\")" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "d7389ef6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Alunite core : 24 valid AVIRIS pixels inside the EMIT footprint\n", + "White-mica halo : 20 valid AVIRIS pixels inside the EMIT footprint\n" + ] + } + ], + "source": [ + "av_proj = Proj(av_crs) # lon/lat <-> AVIRIS easting/northing\n", + "north_descending = av_rfl[\"northing\"].values[0] > av_rfl[\"northing\"].values[-1]\n", + "\n", + "def aviris_pixels_in_emit_footprint(lat, lon):\n", + " \"\"\"Every valid AVIRIS-5 spectrum inside the EMIT pixel centred on (lat, lon).\n", + "\n", + " Returns (wavelengths_um, R) where R has shape (n_pixels, n_bands). Fill values and the deep\n", + " atmospheric absorption windows are set to NaN.\n", + " \"\"\"\n", + " # Corners of the EMIT pixel, projected into AVIRIS map coordinates\n", + " (x0, y0) = av_proj(lon - emit_dlon / 2, lat - emit_dlat / 2)\n", + " (x1, y1) = av_proj(lon + emit_dlon / 2, lat + emit_dlat / 2)\n", + " e_lo, e_hi = min(x0, x1), max(x0, x1)\n", + " n_lo, n_hi = min(y0, y1), max(y0, y1)\n", + "\n", + " sub = av_rfl.sel(easting=slice(e_lo, e_hi),\n", + " northing=slice(n_hi, n_lo) if north_descending else slice(n_lo, n_hi))\n", + " if sub[\"easting\"].size == 0 or sub[\"northing\"].size == 0:\n", + " return av_wl_um, np.empty((0, av_wl_um.size))\n", + "\n", + " arr = (sub.transpose(\"northing\", \"easting\", \"wavelength\")\n", + " .values.reshape(-1, av_wl_um.size).astype(\"float64\"))\n", + " arr[arr <= 0] = np.nan # fill / no-data\n", + " arr = np.array([su.bad_band_nan(av_wl_um, row) for row in arr]) # atmospheric windows\n", + " keep = np.isfinite(arr).mean(axis=1) >= 0.5 # drop pixels that are mostly no-data\n", + " return av_wl_um, arr[keep]\n", + "\n", + "for label, pt, _ in SITES:\n", + " if pt:\n", + " _, R = aviris_pixels_in_emit_footprint(*pt)\n", + " print(f\"{label:16s}: {R.shape[0]} valid AVIRIS pixels inside the EMIT footprint\")" + ] + }, + { + "cell_type": "markdown", + "id": "e2a0aa2c", + "metadata": {}, + "source": [ + "### 6.1 Overlaying Both Scales\n", + "\n", + "For each site the plot below shows every AVIRIS-5 pixel inside the EMIT footprint (thin grey), their average (bold black), and the single EMIT pixel covering all of them (bold colour).\n", + "\n", + "The airborne spectra are not identical to each other. Within one 60 m footprint the surface varies, and that variation is what the coarse pixel averages together. The EMIT spectrum should track roughly the average of the spread." + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "43fcfec5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, axes = plt.subplots(1, 2, figsize=(13, 5), sharey=True)\n", + "\n", + "for ax, (label, pt, color) in zip(axes, SITES):\n", + " if pt is None:\n", + " continue\n", + " wa, R = aviris_pixels_in_emit_footprint(*pt)\n", + "\n", + " for i in range(R.shape[0]): # the individual airborne pixels\n", + " ax.plot(wa, R[i], color=\"0.6\", lw=0.4, alpha=0.5,\n", + " label=f\"AVIRIS-5 pixels (n={R.shape[0]})\" if i == 0 else None)\n", + " if R.shape[0]: # their average\n", + " ax.plot(wa, np.nanmean(R, axis=0), color=\"k\", lw=1.6, label=\"AVIRIS-5 mean\")\n", + "\n", + " we, re = emit_spectrum(*pt) # the single EMIT pixel\n", + " ax.plot(we, re, color=color, lw=2.2, label=\"EMIT (~60 m, 1 pixel)\")\n", + "\n", + " ax.axvspan(2.10, 2.26, color=\"gold\", alpha=0.15)\n", + " ax.set_title(f\"{label} ({AV_GSD:.1f} m vs ~60 m)\")\n", + " ax.set_xlabel(\"Wavelength (um)\"); ax.grid(alpha=0.3); ax.legend(fontsize=8)\n", + "\n", + "axes[0].set_ylabel(\"Reflectance\")\n", + "fig.suptitle(\"One EMIT pixel, many AVIRIS pixels - the detail a coarse pixel averages away\")\n", + "plt.tight_layout(); plt.savefig(FIG_DIR / \"multiscale_spectra.png\", dpi=130); plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "5d4c4774", + "metadata": {}, + "source": [ + "## 7. Diagnosing Minerals from Absorption Features\n", + "\n", + "Raw reflectance is dominated by overall brightness and continuum slope, which makes spectra awkward to compare. **Continuum removal** divides that broad shape out, leaving the absorption feature on a common baseline of 1.0.\n", + "\n", + "We can then measure the feature **position**, where it bottoms out, and its **depth and width**. Alunite sits near 2.16-2.17 µm; white mica sits between 2.19 and 2.21 µm and shifts within that range with its aluminium content. That white mica shift tracks the composition of the altering fluid, and therefore its pH. These functions are in `vitals.spectral_utils`." + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "d99d6410", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(9, 6))\n", + "rows = []\n", + "\n", + "def plot_continuum_removed(w_um, r, color, ls, lw, alpha=1.0, label=None):\n", + " cw, cr = su.continuum_removed(w_um, r, wl_range=(2.10, 2.26))\n", + " ax.plot(cw, cr, color=color, lw=lw, ls=ls, alpha=alpha, label=label)\n", + "\n", + "for label, pt, color in SITES:\n", + " if pt is None:\n", + " continue\n", + " wa, R = aviris_pixels_in_emit_footprint(*pt)\n", + "\n", + " # Each airborne pixel, and where its feature bottoms out\n", + " positions = []\n", + " for i in range(R.shape[0]):\n", + " plot_continuum_removed(wa, R[i], color, \"-\", 0.4, alpha=0.35,\n", + " label=f\"{label}: AVIRIS pixels (n={R.shape[0]})\" if i == 0 else None)\n", + " p = su.aloh_feature_metrics(wa, R[i])[\"min_wavelength_um\"]\n", + " if np.isfinite(p):\n", + " positions.append(p)\n", + "\n", + " if R.shape[0]: # the airborne average\n", + " r_mean = np.nanmean(R, axis=0)\n", + " plot_continuum_removed(wa, r_mean, color, \"--\", 1.6, label=f\"{label}: AVIRIS mean\")\n", + " rows.append((\"AVIRIS-5 mean\", label, su.aloh_feature_metrics(wa, r_mean),\n", + " np.nanstd(positions) if positions else np.nan, R.shape[0]))\n", + "\n", + " we, re = emit_spectrum(*pt) # the single EMIT pixel\n", + " plot_continuum_removed(we, re, color, \"-\", 2.2, label=f\"{label}: EMIT (~60 m)\")\n", + " rows.append((\"EMIT\", label, su.aloh_feature_metrics(we, re), np.nan, 1))\n", + "\n", + "ax.axhline(1.0, color=\"k\", lw=0.8, alpha=0.4) # the shared continuum baseline\n", + "ax.set_xlabel(\"Wavelength (um)\"); ax.set_ylabel(\"Continuum-removed reflectance\")\n", + "ax.set_title(\"Al-OH absorption feature, continuum removed\")\n", + "ax.legend(fontsize=7); ax.grid(alpha=0.3)\n", + "plt.tight_layout(); plt.savefig(FIG_DIR / \"continuum_removed.png\", dpi=130); plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "cf75b9fb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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sensorsiteAl-OH position (um)band depthposition spread (nm)n pixels
0AVIRIS-5 meanAlunite core2.16270.14612.424
1EMITAlunite core2.16280.179NaN1
2AVIRIS-5 meanWhite-mica halo2.19920.0821.120
3EMITWhite-mica halo2.20140.091NaN1
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" + ], + "text/plain": [ + " sensor site Al-OH position (um) band depth \\\n", + "0 AVIRIS-5 mean Alunite core 2.1627 0.146 \n", + "1 EMIT Alunite core 2.1628 0.179 \n", + "2 AVIRIS-5 mean White-mica halo 2.1992 0.082 \n", + "3 EMIT White-mica halo 2.2014 0.091 \n", + "\n", + " position spread (nm) n pixels \n", + "0 12.4 24 \n", + "1 NaN 1 \n", + "2 1.1 20 \n", + "3 NaN 1 " + ] + }, + "execution_count": 42, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Summarise the feature measurements collected while plotting\n", + "metrics = pd.DataFrame([\n", + " {\"sensor\": sensor, \"site\": site,\n", + " \"Al-OH position (um)\": round(m[\"min_wavelength_um\"], 4),\n", + " \"band depth\": round(m[\"band_depth\"], 3),\n", + " \"position spread (nm)\": round(spread * 1000, 1) if np.isfinite(spread) else np.nan,\n", + " \"n pixels\": n}\n", + " for sensor, site, m, spread, n in rows\n", + "])\n", + "metrics" + ] + }, + { + "cell_type": "markdown", + "id": "33a49387", + "metadata": {}, + "source": [ + "### 7.1 Reading the Metrics\n", + "\n", + "Compare the EMIT row against the AVIRIS-5 mean row for each site. If the two scales recover similar feature positions, that is a direct check that EMIT's regional map reflects what is on the ground.\n", + "\n", + "The `position spread` column is the standard deviation of the feature position across the individual airborne pixels inside one EMIT footprint. A small spread means the footprint is spectrally uniform and EMIT's single value represents it well; a large spread means EMIT is averaging over a mixture only the airborne scale resolves.\n", + "\n", + "> As a guide when reading positions: **2.16-2.17 µm** indicates alunite and acidic conditions, while **2.19-2.21 µm** indicates white mica, with shorter wavelengths meaning more aluminium-rich and higher pH." + ] + }, + { + "cell_type": "markdown", + "id": "0525fbea", + "metadata": {}, + "source": [ + "### 7.2 The white-mica composition shift as an image\n", + "#TODO\n" + ] + }, + { + "cell_type": "markdown", + "id": "5ca084ab", + "metadata": {}, + "source": [ + "## 8. Summary\n", + "\n", + "In this notebook we searched the NASA Earthdata archive for EMIT and AVIRIS-5 data over a study area in the southern Wah Wah Range, screened the EMIT scenes for the alteration minerals relevant to critical-mineral exploration, mapped where those minerals occur, and then dropped to the airborne scale to see what the coarse pixels were averaging.\n", + "\n", + "Three points are worth carrying forward:\n", + "\n", + "1. **Screen on content, not just metadata.** Cloud cover and acquisition date are easy to filter on, but they do not tell you whether the minerals you care about were identified. Opening a few candidate scenes and counting is inexpensive and far more informative.\n", + "2. **The retrieval varies even when the geology does not.** Every scene in our screening table images the same rocks, yet the indicator counts differ substantially. That spread is a property of the retrieval, and a good reason to look at more than one scene.\n", + "3. **Scale is a real effect.** Inside a single EMIT pixel the airborne spectra are not identical. EMIT trades that detail for global, repeated coverage, which is why the two scales work well together.\n", + "\n", + "The alunite core and surrounding white-mica halo are surface expressions of the hydrothermal system developed in the Blawn Formation rhyolites mapped across this area. Those evolved, A-type rhyolites carry the lithophile critical-metal suite - Be, Li, Mo, Sn, W, REE, U, and F. Mapping alteration is not the same as finding metals, but it is a systematic and inexpensive way to decide where to look harder.\n", + "\n", + "### Extending this Notebook\n", + "- Use the Al-OH feature width to separate alunite-rich from pyrophyllite-rich zones.\n", + "- Map the white-mica position across the scene to produce a fluid-composition proxy image.\n", + "- Run the same feature analysis across the full AVIRIS-5 flight line.\n", + "- Bring in the L2BMINUNCERT `fit` values as a confidence layer on every product.\n", + "- Compare against the Utah Geological Survey surface geochemistry collected over this area.\n", + "\n", + "### Data Citations\n", + "- EMIT L2B Mineralogy - DOI 10.5067/EMIT/EMITL2BMIN.001 (LP DAAC)\n", + "- EMIT L2A Reflectance - DOI 10.5067/EMIT/EMITL2ARFL.001 (LP DAAC)\n", + "- AVIRIS-5 L2A Orthocorrected Surface Reflectance - DOI 10.3334/ORNLDAAC/2484 (ORNL DAAC)\n", + "- Utah Geological Survey, Open-File Report 671, Southern Pine Valley area, Beaver County, Utah" + ] + }, + { + "cell_type": "markdown", + "id": "beac37e0", + "metadata": {}, + "source": [ + "## 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", + "\n", + "¹Work performed under USGS contract 140G0126D0001 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": 5 +} diff --git a/python/emit_aviris/critical_minerals/environment.yml b/python/emit_aviris/critical_minerals/environment.yml deleted file mode 100644 index 2758745..0000000 --- a/python/emit_aviris/critical_minerals/environment.yml +++ /dev/null @@ -1,32 +0,0 @@ -name: seg_critical_minerals -channels: - - conda-forge -dependencies: - - python=3.10 - - gdal=3.7.2 - - earthaccess>=0.11 - - xarray>=2024.5 - - rioxarray - - rasterio - - geopandas - - fiona=1.9.4 - - shapely - - pyproj - - h5py - - h5netcdf - - netcdf4 - - dask - - spectral - - scikit-image - - scipy - - numpy - - pandas - - matplotlib - - contextily - - seaborn - - hvplot - - geoviews - - folium - - jupyter - - jupyterlab - - jupyter_bokeh diff --git a/python/emit_aviris/critical_minerals/modules/__init__.py b/python/emit_aviris/critical_minerals/modules/__init__.py deleted file mode 100644 index e69de29..0000000 diff --git a/python/emit_aviris/critical_minerals/modules/emit_tools.py b/python/emit_aviris/critical_minerals/modules/emit_tools.py deleted file mode 100644 index dcffcdf..0000000 --- a/python/emit_aviris/critical_minerals/modules/emit_tools.py +++ /dev/null @@ -1,729 +0,0 @@ -""" -This Module has the functions related to working with an EMIT dataset. This includes doing things -like opening and flattening the data to work in xarray, orthorectification, and extracting point and area samples. - -Author: Erik Bolch, ebolch@contractor.usgs.gov - -Last Updated: 05/09/2024 - -TO DO: -- Rework masking functions to be more flexible -- Update format to match AppEEARS outputs -""" - -# Packages used -import netCDF4 as nc -import os -from spectral.io import envi -from osgeo import gdal -import numpy as np -import math -from skimage import io -import pandas as pd -import xarray as xr -import rasterio as rio -import rioxarray as rxr -import s3fs -from rioxarray.merge import merge_datasets -from fsspec.implementations.http import HTTPFile - - -def emit_xarray(filepath, ortho=False, qmask=None, unpacked_bmask=None): - """ - This function utilizes other functions in this module to streamline opening an EMIT dataset as an xarray.Dataset. - - Parameters: - filepath: a filepath to an EMIT netCDF file - ortho: True or False, whether to orthorectify the dataset or leave in crosstrack/downtrack coordinates. - qmask: a numpy array output from the quality_mask function used to mask pixels based on quality flags selected in that function. Any non-orthorectified array with the proper crosstrack and downtrack dimensions can also be used. - unpacked_bmask: a numpy array from the band_mask function that can be used to mask band-specific pixels that have been interpolated. - - Returns: - out_xr: an xarray.Dataset constructed based on the parameters provided. - - """ - # Grab granule filename to check product - - if type(filepath) == s3fs.core.S3File: - granule_id = filepath.info()["name"].split("/", -1)[-1].split(".", -1)[0] - elif type(filepath) == HTTPFile: - granule_id = filepath.path.split("/", -1)[-1].split(".", -1)[0] - elif hasattr(filepath, 'path'): - granule_id = filepath.path.split("/", -1)[-1].split(".", -1)[0] - else: - granule_id = os.path.splitext(os.path.basename(filepath))[0] - - # Read in Data as Xarray Datasets - engine, wvl_group = "h5netcdf", None - - ds = xr.open_dataset(filepath, engine=engine) - loc = xr.open_dataset(filepath, engine=engine, group="location") - - # Check if mineral dataset and read in groups (only ds/loc for minunc) - - if "L2B_MIN_" in granule_id: - wvl_group = "mineral_metadata" - elif "L2B_MINUNC" not in granule_id: - wvl_group = "sensor_band_parameters" - - wvl = None - - if wvl_group: - wvl = xr.open_dataset(filepath, engine=engine, group=wvl_group) - - # Building Flat Dataset from Components - data_vars = {**ds.variables} - - # Format xarray coordinates based upon emit product (no wvl for mineral uncertainty) - coords = { - "downtrack": (["downtrack"], ds.downtrack.data), - "crosstrack": (["crosstrack"], ds.crosstrack.data), - **loc.variables, - } - - product_band_map = { - "L2B_MIN_": "name", - "L2A_MASK_": "mask_bands", - "L1B_OBS_": "observation_bands", - "L2A_RFL_": "wavelengths", - "L1B_RAD_": "wavelengths", - "L2A_RFLUNCERT_": "wavelengths", - } - - # if band := product_band_map.get(next((k for k in product_band_map.keys() if k in granule_id), 'unknown'), None): - # coords['bands'] = wvl[band].data - - if wvl: - coords = {**coords, **wvl.variables} - - out_xr = xr.Dataset(data_vars=data_vars, coords=coords, attrs=ds.attrs) - out_xr.attrs["granule_id"] = granule_id - - if band := product_band_map.get( - next((k for k in product_band_map.keys() if k in granule_id), "unknown"), None - ): - if "minerals" in list(out_xr.dims): - out_xr = out_xr.swap_dims({"minerals": band}) - out_xr = out_xr.rename({band: "mineral_name"}) - else: - out_xr = out_xr.swap_dims({"bands": band}) - - # Apply Quality and Band Masks, set fill values to NaN - for var in list(ds.data_vars): - if qmask is not None: - out_xr[var].data[qmask == 1] = -9999 - if unpacked_bmask is not None: - out_xr[var].data[unpacked_bmask == 1] = -9999 - - if ortho is True: - out_xr = ortho_xr(out_xr) - out_xr.attrs["Orthorectified"] = "True" - - return out_xr - - -# Function to Calculate the center of pixel Lat and Lon Coordinates of the GLT grid -def get_pixel_center_coords(ds): - """ - This function calculates the gridded latitude and longitude pixel centers for the dataset using the geotransform and GLT arrays. - - Parameters: - ds: an emit dataset opened with emit_xarray function - - Returns: - x_geo, y_geo: longitude and latitude pixel centers of glt (gridded data) - - """ - # Retrieve GLT - GT = ds.geotransform - # Get Shape of GLT - dim_x = ds.glt_x.shape[1] - dim_y = ds.glt_y.shape[0] - # Build Arrays containing pixel centers - x_geo = (GT[0] + 0.5 * GT[1]) + np.arange(dim_x) * GT[1] - y_geo = (GT[3] + 0.5 * GT[5]) + np.arange(dim_y) * GT[5] - - return x_geo, y_geo - - -# Function to Apply the GLT to an array -def apply_glt(ds_array, glt_array, fill_value=-9999, GLT_NODATA_VALUE=0): - """ - This function applies the GLT array to a numpy array of either 2 or 3 dimensions. - - Parameters: - ds_array: numpy array of the desired variable - glt_array: a GLT array constructed from EMIT GLT data - - Returns: - out_ds: a numpy array of orthorectified data. - """ - - # Build Output Dataset - if ds_array.ndim == 2: - ds_array = ds_array[:, :, np.newaxis] - out_ds = np.full( - (glt_array.shape[0], glt_array.shape[1], ds_array.shape[-1]), - fill_value, - dtype=np.float32, - ) - valid_glt = np.all(glt_array != GLT_NODATA_VALUE, axis=-1) - - # Adjust for One based Index - make a copy to prevent decrementing multiple times inside ortho_xr when applying the glt to elev - glt_array_copy = glt_array.copy() - glt_array_copy[valid_glt] -= 1 - out_ds[valid_glt, :] = ds_array[ - glt_array_copy[valid_glt, 1], glt_array_copy[valid_glt, 0], : - ] - return out_ds - - -def ortho_xr(ds, GLT_NODATA_VALUE=0, fill_value=-9999): - """ - This function uses `apply_glt` to create an orthorectified xarray dataset. - - Parameters: - ds: an xarray dataset produced by emit_xarray - GLT_NODATA_VALUE: no data value for the GLT tables, 0 by default - fill_value: the fill value for EMIT datasets, -9999 by default - - Returns: - ortho_ds: an orthocorrected xarray dataset. - - """ - # Build glt_ds - - glt_ds = np.nan_to_num( - np.stack([ds["glt_x"].data, ds["glt_y"].data], axis=-1), nan=GLT_NODATA_VALUE - ).astype(int) - - # List Variables - var_list = list(ds.data_vars) - - # Remove flat field from data vars - the flat field is only useful with additional information before orthorectification - if "flat_field_update" in var_list: - var_list.remove("flat_field_update") - - # Create empty dictionary for orthocorrected data vars - data_vars = {} - - # Extract Rawspace Dataset Variable Values (Typically Reflectance) - for var in var_list: - raw_ds = ds[var].data - var_dims = ds[var].dims - # Apply GLT to dataset - out_ds = apply_glt(raw_ds, glt_ds, GLT_NODATA_VALUE=GLT_NODATA_VALUE) - - # Update variables - Only works for 2 or 3 dimensional arays - if raw_ds.ndim == 2: - out_ds = out_ds.squeeze() - data_vars[var] = (["latitude", "longitude"], out_ds) - else: - data_vars[var] = (["latitude", "longitude", var_dims[-1]], out_ds) - - del raw_ds - - # Calculate Lat and Lon Vectors - lon, lat = get_pixel_center_coords( - ds - ) # Reorder this function to make sense in case of multiple variables - - # Apply GLT to elevation - elev_ds = apply_glt(ds["elev"].data, glt_ds) - - # Delete glt_ds - no longer needed - del glt_ds - - # Create Coordinate Dictionary - coords = { - "latitude": (["latitude"], lat), - "longitude": (["longitude"], lon), - **ds.coords, - } # unpack to add appropriate coordinates - - # Remove Unnecessary Coords - for key in ["downtrack", "crosstrack", "lat", "lon", "glt_x", "glt_y", "elev"]: - del coords[key] - - # Add Orthocorrected Elevation - coords["elev"] = (["latitude", "longitude"], np.squeeze(elev_ds)) - - # Build Output xarray Dataset and assign data_vars array attributes - out_xr = xr.Dataset(data_vars=data_vars, coords=coords, attrs=ds.attrs) - - del out_ds - # Assign Attributes from Original Datasets - for var in var_list: - out_xr[var].attrs = ds[var].attrs - out_xr.coords["latitude"].attrs = ds["lat"].attrs - out_xr.coords["longitude"].attrs = ds["lon"].attrs - out_xr.coords["elev"].attrs = ds["elev"].attrs - - # Add Spatial Reference in recognizable format - out_xr.rio.write_crs(ds.spatial_ref, inplace=True) - - return out_xr - - -def quality_mask(filepath, quality_bands): - """ - This function builds a single layer mask to apply based on the bands selected from an EMIT L2A Mask file. - - Parameters: - filepath: an EMIT L2A Mask netCDF file. - quality_bands: a list of bands (quality flags only) from the mask file that should be used in creation of mask. - - Returns: - qmask: a numpy array that can be used with the emit_xarray function to apply a quality mask. - """ - # Open Dataset - mask_ds = xr.open_dataset(filepath, engine="h5netcdf") - # Open Sensor band Group - mask_parameters_ds = xr.open_dataset( - filepath, engine="h5netcdf", group="sensor_band_parameters" - ) - # Print Flags used - flags_used = mask_parameters_ds["mask_bands"].data[quality_bands] - print(f"Flags used: {flags_used}") - # Check for data bands and build mask - if any(x in quality_bands for x in [5, 6]): - err_str = f"Selected flags include a data band (5 or 6) not just flag bands" - raise AttributeError(err_str) - else: - qmask = np.sum(mask_ds["mask"][:, :, quality_bands].values, axis=-1) - qmask[qmask > 1] = 1 - return qmask - - -def band_mask(filepath): - """ - This function unpacks the packed band mask to apply to the dataset. Can be used manually or as an input in the emit_xarray() function. - - Parameters: - filepath: an EMIT L2A Mask netCDF file. - packed_bands: the 'packed_bands' dataset from the EMIT L2A Mask file. - - Returns: - band_mask: a numpy array that can be used with the emit_xarray function to apply a band mask. - """ - # Open Dataset - mask_ds = xr.open_dataset(filepath, engine="h5netcdf") - # Open band_mask and convert to uint8 - bmask = mask_ds.band_mask.data.astype("uint8") - # Print Flags used - unpacked_bmask = np.unpackbits(bmask, axis=-1) - # Remove bands > 285 - unpacked_bmask = unpacked_bmask[:, :, 0:285] - # Check for data bands and build mask - return unpacked_bmask - - -def write_envi( - xr_ds, - output_dir, - overwrite=False, - extension=".img", - interleave="BIL", - glt_file=False, -): - """ - This function takes an EMIT dataset read into an xarray dataset using the emit_xarray function and then writes an ENVI file and header. Does not work for L2B MIN. - - Parameters: - xr_ds: an EMIT dataset read into xarray using the emit_xarray function. - output_dir: output directory - overwrite: overwrite existing file if True - extension: the file extension for the envi formatted file, .img by default. - glt_file: also create a GLT ENVI file for later use to reproject - - Returns: - envi_ds: file in the output directory - glt_ds: file in the output directory - - """ - # Check if xr_ds has been orthorectified, raise exception if it has been but GLT is still requested - if ( - "Orthorectified" in xr_ds.attrs.keys() - and xr_ds.attrs["Orthorectified"] == "True" - and glt_file == True - ): - raise Exception("Data is already orthorectified.") - - # Typemap dictionary for ENVI files - envi_typemap = { - "uint8": 1, - "int16": 2, - "int32": 3, - "float32": 4, - "float64": 5, - "complex64": 6, - "complex128": 9, - "uint16": 12, - "uint32": 13, - "int64": 14, - "uint64": 15, - } - - # Get CRS/geotransform for creation of Orthorectified ENVI file or optional GLT file - gt = xr_ds.attrs["geotransform"] - mapinfo = ( - "{Geographic Lat/Lon, 1, 1, " - + str(gt[0]) - + ", " - + str(gt[3]) - + ", " - + str(gt[1]) - + ", " - + str(gt[5] * -1) - + ", WGS-84, units=Degrees}" - ) - - # This creates the coordinate system string - # hard-coded replacement of wkt crs could probably be improved, though should be the same for all EMIT datasets - csstring = '{ GEOGCS["WGS 84",DATUM["WGS_1984",SPHEROID["WGS 84",6378137,298.257223563,AUTHORITY["EPSG","7030"]],AUTHORITY["EPSG","6326"]],PRIMEM["Greenwich",0,AUTHORITY["EPSG","8901"]],UNIT["degree",0.0174532925199433,AUTHORITY["EPSG","9122"]],AXIS["Latitude",NORTH],AXIS["Longitude",EAST],AUTHORITY["EPSG","4326"]] }' - # List data variables (typically reflectance/radiance) - var_names = list(xr_ds.data_vars) - - # Loop through variable names - for var in var_names: - # Define output filename - output_name = os.path.join(output_dir, xr_ds.attrs["granule_id"] + "_" + var) - - nbands = 1 - if len(xr_ds[var].data.shape) > 2: - nbands = xr_ds[var].data.shape[2] - - # Start building metadata - metadata = { - "lines": xr_ds[var].data.shape[0], - "samples": xr_ds[var].data.shape[1], - "bands": nbands, - "interleave": interleave, - "header offset": 0, - "file type": "ENVI Standard", - "data type": envi_typemap[str(xr_ds[var].data.dtype)], - "byte order": 0, - "data ignore value": -9999, - } - - for key in list(xr_ds.attrs.keys()): - if key == "summary": - metadata["description"] = xr_ds.attrs[key] - elif key not in ["geotransform", "spatial_ref"]: - metadata[key] = f"{{ {xr_ds.attrs[key]} }}" - - # List all variables in dataset (including coordinate variables) - meta_vars = list(xr_ds.variables) - - # Add band parameter information to metadata (ie wavelengths/obs etc.) - for m in meta_vars: - if m == "wavelengths" or m == "radiance_wl": - metadata["wavelength"] = np.array(xr_ds[m].data).astype(str).tolist() - elif m == "fwhm" or m == "radiance_fwhm": - metadata["fwhm"] = np.array(xr_ds[m].data).astype(str).tolist() - elif m == "good_wavelengths": - metadata["good_wavelengths"] = ( - np.array(xr_ds[m].data).astype(int).tolist() - ) - elif m == "observation_bands": - metadata["band names"] = np.array(xr_ds[m].data).astype(str).tolist() - elif m == "mask_bands": - if var == "band_mask": - metadata["band names"] = [ - "packed_bands_" + bn - for bn in np.arange(285 / 8).astype(str).tolist() - ] - else: - metadata["band names"] = ( - np.array(xr_ds[m].data).astype(str).tolist() - ) - if "wavelength" in list(metadata.keys()) and "band names" not in list( - metadata.keys() - ): - metadata["band names"] = metadata["wavelength"] - - # Add CRS/mapinfo if xarray dataset has been orthorectified - if ( - "Orthorectified" in xr_ds.attrs.keys() - and xr_ds.attrs["Orthorectified"] == "True" - ): - metadata["coordinate system string"] = csstring - metadata["map info"] = mapinfo - - # Write Variables as ENVI Output - envi_ds = envi.create_image( - envi_header(output_name), metadata, ext=extension, force=overwrite - ) - mm = envi_ds.open_memmap(interleave="bip", writable=True) - - dat = xr_ds[var].data - - if len(dat.shape) == 2: - dat = dat.reshape((dat.shape[0], dat.shape[1], 1)) - - mm[...] = dat - - # Create GLT Metadata/File - if glt_file == True: - # Output Name - glt_output_name = os.path.join( - output_dir, xr_ds.attrs["granule_id"] + "_" + "glt" - ) - - # Write GLT Metadata - glt_metadata = metadata - - # Remove Unwanted Metadata - glt_metadata.pop("wavelength", None) - glt_metadata.pop("fwhm", None) - - # Replace Metadata - glt_metadata["lines"] = xr_ds["glt_x"].data.shape[0] - glt_metadata["samples"] = xr_ds["glt_x"].data.shape[1] - glt_metadata["bands"] = 2 - glt_metadata["data type"] = envi_typemap["int32"] - glt_metadata["band names"] = ["glt_x", "glt_y"] - glt_metadata["coordinate system string"] = csstring - glt_metadata["map info"] = mapinfo - - # Write GLT Outputs as ENVI File - glt_ds = envi.create_image( - envi_header(glt_output_name), glt_metadata, ext=extension, force=overwrite - ) - mmglt = glt_ds.open_memmap(interleave="bip", writable=True) - mmglt[...] = np.stack( - (xr_ds["glt_x"].values, xr_ds["glt_y"].values), axis=-1 - ).astype("int32") - - -def envi_header(inputpath): - """ - Convert a envi binary/header path to a header, handling extensions - Args: - inputpath: path to envi binary file - Returns: - str: the header file associated with the input reference. - """ - if ( - os.path.splitext(inputpath)[-1] == ".img" - or os.path.splitext(inputpath)[-1] == ".dat" - or os.path.splitext(inputpath)[-1] == ".raw" - ): - # headers could be at either filename.img.hdr or filename.hdr. Check both, return the one that exists if it - # does, if not return the latter (new file creation presumed). - hdrfile = os.path.splitext(inputpath)[0] + ".hdr" - if os.path.isfile(hdrfile): - return hdrfile - elif os.path.isfile(inputpath + ".hdr"): - return inputpath + ".hdr" - return hdrfile - elif os.path.splitext(inputpath)[-1] == ".hdr": - return inputpath - else: - return inputpath + ".hdr" - - -def spatial_subset(ds, gdf): - """ - Uses a geodataframe containing polygon geometry to clip the GLT of an emit dataset read with emit_xarray, then uses the min/max downtrack and crosstrack - indices to subset the extent of the dataset in rawspace, masking areas outside the provided spatial geometry. Uses rioxarray's clip function. - - Parameters: - ds: an emit dataset read into xarray using the emit_xarray function. - gdf: a geodataframe. - - Returns: - clipped_ds: an xarray dataset clipped to the extent of the provided geodataframe that can be orthorectified with ortho_xr. - """ - # Reformat the GLT - lon, lat = get_pixel_center_coords(ds) - data_vars = { - "glt_x": (["latitude", "longitude"], ds.glt_x.data), - "glt_y": (["latitude", "longitude"], ds.glt_y.data), - } - coords = { - "latitude": (["latitude"], lat), - "longitude": (["longitude"], lon), - "ortho_y": (["latitude"], ds.ortho_y.data), - "ortho_x": (["longitude"], ds.ortho_x.data), - } - glt_ds = xr.Dataset(data_vars=data_vars, coords=coords, attrs=ds.attrs) - glt_ds.rio.write_crs(glt_ds.spatial_ref, inplace=True) - - # Clip the emit glt - clipped = glt_ds.rio.clip(gdf.geometry.values, gdf.crs, all_touched=True) - # Get the clipped geotransform - clipped_gt = np.array( - [float(i) for i in clipped["spatial_ref"].GeoTransform.split(" ")] - ) - - valid_gltx = clipped.glt_x.data > 0 - valid_glty = clipped.glt_y.data > 0 - # Get the subset indices, -1 to convert to 0-based - subset_down = [ - int(np.min(clipped.glt_y.data[valid_glty]) - 1), - int(np.max(clipped.glt_y.data[valid_glty]) - 1), - ] - subset_cross = [ - int(np.min(clipped.glt_x.data[valid_gltx]) - 1), - int(np.max(clipped.glt_x.data[valid_gltx]) - 1), - ] - - # print(subset_down, subset_cross) - - crosstrack_mask = (ds.crosstrack >= subset_cross[0]) & ( - ds.crosstrack <= subset_cross[-1] - ) - - downtrack_mask = (ds.downtrack >= subset_down[0]) & ( - ds.downtrack <= subset_down[-1] - ) - - # Mask Areas outside of crosstrack and downtrack covered by the shape - clipped_ds = ds.where((crosstrack_mask & downtrack_mask), drop=True) - # Replace Full dataset geotransform with clipped geotransform - clipped_ds.attrs["geotransform"] = clipped_gt - - # Drop unnecessary vars from dataset - clipped_ds = clipped_ds.drop_vars(["glt_x", "glt_y", "downtrack", "crosstrack"]) - - # Re-index the GLT to the new array - glt_x_data = np.maximum(clipped.glt_x.data - subset_cross[0], 0) - glt_y_data = np.maximum(clipped.glt_y.data - subset_down[0], 0) - - clipped_ds = clipped_ds.assign_coords( - { - "glt_x": (["ortho_y", "ortho_x"], np.nan_to_num(glt_x_data)), - "glt_y": (["ortho_y", "ortho_x"], np.nan_to_num(glt_y_data)), - } - ) - clipped_ds = clipped_ds.assign_coords( - { - "downtrack": ( - ["downtrack"], - np.arange(0, clipped_ds[list(ds.data_vars.keys())[0]].shape[0]), - ), - "crosstrack": ( - ["crosstrack"], - np.arange(0, clipped_ds[list(ds.data_vars.keys())[0]].shape[1]), - ), - } - ) - - clipped_ds.attrs["subset_downtrack_range"] = subset_down - clipped_ds.attrs["subset_crosstrack_range"] = subset_cross - - return clipped_ds - - -def is_adjacent(scene: str, same_orbit: list): - """ - This function makes a list of scene numbers from the same orbit as integers and checks - if they are adjacent/sequential. - """ - scene_nums = [int(scene.split(".")[-2].split("_")[-1]) for scene in same_orbit] - return all(b - a == 1 for a, b in zip(scene_nums[:-1], scene_nums[1:])) - - -def merge_emit(datasets, bounds=None, nodata=-9999): - """ - This function merges adjacent emit scenes. If pixels aren't align it matches the first - in the list. - - Parameters - datasets : dict[str, xr.Dataset] | list[xr.Dataset] - Orthorectified EMIT datasets (from emit_xarray(..., ortho=True)). - bounds : tuple (minx, miny, maxx, maxy) | GeoDataFrame | None - Output extent. A GeoDataFrame uses .total_bounds. None = combined extent. - nodata : numeric - Fill value. Defaults to EMIT's -9999. - """ - if isinstance(datasets, dict): - datasets = list(datasets.values()) - if bounds is not None and hasattr(bounds, "total_bounds"): - bounds = tuple(bounds.total_bounds) - - def _prep(ds): - ds = ds.copy() - if "elev" in ds.coords and "elev" not in ds.data_vars: - ds = ds.reset_coords("elev") - ds = ds.rename({"latitude": "y", "longitude": "x"}) - # reorder dims - rioxarray.merge expects 3D arrays as (band, y, x) - for v in ds.data_vars: - if ds[v].ndim == 3: - band_dim = next(d for d in ds[v].dims if d not in ("y", "x")) - ds[v] = ds[v].transpose(band_dim, "y", "x") - return ds - - prepped = [_prep(ds) for ds in datasets] - src = datasets[0] - - shared_coords = { - n: src.coords[n] - for n in src.coords - if src.coords[n].ndim == 1 - and n not in ("y", "x", "latitude", "longitude") - } - - merged = merge_datasets(prepped, bounds=bounds, nodata=nodata) - merged = merged.rename({"y": "latitude", "x": "longitude"}) - merged = merged.assign_coords(shared_coords) - - merged.attrs = dict(src.attrs) - for v in merged.data_vars: - if v in src.data_vars: - merged[v].attrs = dict(src[v].attrs) - elif v in src.coords: - merged[v].attrs = dict(src.coords[v].attrs) - for c in merged.coords: - if c in src.coords: - merged.coords[c].attrs = dict(src.coords[c].attrs) - - if "elev" in merged.data_vars: - merged = merged.set_coords("elev") - - # Restore (y, x, band) dim order - for v in merged.data_vars: - if merged[v].ndim == 3: - band_dim = next( - d for d in merged[v].dims if d not in ("latitude", "longitude") - ) - merged[v] = merged[v].transpose("latitude", "longitude", band_dim) - - # Set _FillValue - for v in merged.data_vars: - merged[v].encoding["_FillValue"] = nodata - - return merged - - -def ortho_browse(url, glt, spatial_ref, geotransform, white_background=True): - """ - Use an EMIT GLT, geotransform, and spatial ref to orthorectify a browse image. (browse images are in native resolution) - """ - # Read Data - data = io.imread(url) - # Orthorectify using GLT and transpose so band is first dimension - if white_background == True: - fill = 255 - else: - fill = 0 - ortho_data = apply_glt(data, glt, fill_value=fill).transpose(2, 0, 1) - coords = { - "y": ( - ["y"], - (geotransform[3] + 0.5 * geotransform[5]) - + np.arange(glt.shape[0]) * geotransform[5], - ), - "x": ( - ["x"], - (geotransform[0] + 0.5 * geotransform[1]) - + np.arange(glt.shape[1]) * geotransform[1], - ), - } - ortho_data = ortho_data.astype(int) - ortho_data[ortho_data == -1] = 0 - # Place in xarray.datarray - da = xr.DataArray(ortho_data, dims=["band", "y", "x"], coords=coords) - da.rio.write_crs(spatial_ref, inplace=True) - return da diff --git a/python/emit_aviris/critical_minerals/modules/spectral_utils.py b/src/vitals/spectral_utils.py similarity index 100% rename from python/emit_aviris/critical_minerals/modules/spectral_utils.py rename to src/vitals/spectral_utils.py