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thareUSGS/Mars_CTX_intake-stac.ipynb

Created July 6, 2021 23:08
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Mars_CTX_intake-stac.ipynb
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Intake-STAC + Mars\n",
"================\n",
"\n",
"In this notebook, we'll take a look at some of the functionality in Intake-STAC by exploring STAC catalogs such as the open-access Mars CTX https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/collection.json\n",
"\n",
"STAC metadata is organized into a hierarchy of **Catalogs, Collections, and Items**. Items ultimately hold *Assets* which are data files such as satellite raster images. Ultimately the goal of intake-STAC is to facilitate loading these *Assets* directly into Python objects for interactive computation without worrying about filepaths and URLs.\n",
"\n",
"%matplotlib inline\n",
"import intake"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"%matplotlib inline\n",
"import intake"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"['yaml_file_cat',\n",
" 'yaml_files_cat',\n",
" 'alias',\n",
" 'catalog',\n",
" 'csv',\n",
" 'intake_remote',\n",
" 'ndzarr',\n",
" 'numpy',\n",
" 'textfiles',\n",
" 'zarr_cat',\n",
" 'stac_catalog',\n",
" 'stac_collection',\n",
" 'stac_item',\n",
" 'stac_item_collection',\n",
" 'netcdf',\n",
" 'opendap',\n",
" 'rasterio',\n",
" 'remote-xarray',\n",
" 'xarray_image',\n",
" 'zarr']"
]
},
"execution_count": 2,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# intake checks for registered drivers when imported\n",
"# You should see 'stac_catalog, stac_collection, stac_item, and stac_item_collection' if intake-stac is installed\n",
"list(intake.registry)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Catalog adapter\n",
"\n",
"We'll start by connecting to the STAC Catalog for `Mars CTX`. We read the top-level `catalog.json` file and drill down until we get to specific STAC Items."
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"ctx_dtms\n"
]
},
{
"data": {
"text/plain": [
"['D18_034426_1877_XN_07N196W__D17_033793_1865_XN_06N196W_DEM',\n",
" 'B12_014304_1893_XN_09N203W__G05_020185_1892_XN_09N203W_DEM',\n",
" 'D04_028730_1916_XI_11N206W__D03_028585_1916_XI_11N206W_DEM',\n",
" 'B21_017719_1888_XN_08N197W__B19_017218_1882_XN_08N197W_DEM',\n",
" 'G18_025143_1900_XN_10N202W__D21_035481_1900_XN_10N202W_DEM',\n",
" 'B01_010018_1993_XN_19N191W__B02_010519_2002_XN_20N191W_DEM',\n",
" 'B20_017271_1870_XN_07N204W__B20_017416_1869_XN_06N204W_DEM',\n",
" 'G14_023811_1870_XN_07N197W__G16_024378_1881_XN_08N197W_DEM',\n",
" 'P19_008305_1890_XN_09N218W__P20_008806_1890_XN_09N218W_DEM',\n",
" 'F21_043815_1833_XN_03N195W__F22_044514_1831_XN_03N195W_DEM',\n",
" 'B19_016941_1814_XI_01N195W__B18_016796_1837_XI_03N195W_DEM',\n",
" 'P21_009280_1904_XN_10N203W__P22_009557_1896_XN_09N203W_DEM',\n",
" 'F01_036062_1830_XN_03N221W__D22_035785_1830_XN_03N221W_DEM',\n",
" 'F16_042141_1818_XN_01N212W__F04_037222_1818_XI_01N212W_DEM',\n",
" 'P20_008660_1945_XN_14N193W__P20_009016_1945_XN_14N193W_DEM',\n",
" 'F11_040044_1802_XN_00N200W__F12_040466_1801_XN_00N200W_DEM',\n",
" 'B02_010335_1838_XN_03N204W__P15_006762_1831_XI_03N204W_DEM',\n",
" 'G01_018457_2065_XN_26N186W__G01_018747_2065_XN_26N186W_DEM',\n",
" 'G19_025539_1828_XI_02N212W__G21_026383_1821_XI_02N212W_DEM',\n",
" 'G21_026514_1896_XI_09N190W__G19_025459_1896_XI_09N190W_DEM',\n",
" 'J16_050883_2072_XN_27N205W__J04_046334_2055_XN_25N205W_DEM',\n",
" 'D20_035033_1882_XN_08N210W__K02_054061_1878_XN_07N210W_DEM',\n",
" 'D13_032395_2070_XN_27N189W__D14_032672_2070_XN_27N189W_DEM',\n",
" 'B21_017785_1997_XN_19N200W__G01_018418_1974_XN_17N200W_DEM',\n",
" 'B04_011377_1843_XN_04N212W__B05_011522_1834_XN_03N212W_DEM',\n",
" 'B09_012959_1894_XN_09N204W__B09_013104_1894_XN_09N204W_DEM',\n",
" 'P21_009240_2052_XN_25N192W__B21_017943_2051_XN_25N192W_DEM',\n",
" 'G20_026198_1888_XN_08N203W__G23_027042_1893_XN_09N204W_DEM',\n",
" 'P22_009768_1878_XN_07N205W__B01_010045_1878_XN_07N205W_DEM',\n",
" 'D21_035284_1839_XN_03N222W__D20_035218_1828_XN_02N222W_DEM',\n",
" 'D20_035139_1829_XN_02N222W__D20_034862_1838_XN_03N222W_DEM',\n",
" 'F03_036840_1811_XN_01N221W__F01_035996_1811_XN_01N221W_DEM',\n",
" 'D15_033108_1798_XN_00S213W__D15_033253_1798_XN_00S213W_DEM',\n",
" 'J01_045279_1953_XN_15N200W__J02_045635_1953_XN_15N200W_DEM',\n",
" 'P21_009042_1902_XN_10N184W__P19_008607_1902_XI_10N184W_DEM',\n",
" 'F02_036550_1843_XN_04N223W__D20_035073_1827_XN_02N223W_DEM',\n",
" 'D17_033965_1874_XN_07N211W__F17_042576_1875_XN_07N211W_DEM',\n",
" 'P21_009175_1811_XN_01N214W__P22_009808_1813_XN_01N214W_DEM',\n",
" 'J05_046730_2100_XN_30N218W__K05_055169_2110_XN_31N218W_DEM',\n",
" 'G20_025869_1846_XI_04N221W__D19_034651_1846_XI_04N221W_DEM',\n",
" 'B06_011930_1875_XN_07N191W__B05_011785_1875_XN_07N191W_DEM',\n",
" 'J02_045556_1806_XN_00N201W__K01_053942_1806_XN_00N201W_DEM',\n",
" 'G01_018537_1861_XN_06N209W__G02_019170_1861_XN_06N209W_DEM',\n",
" 'G19_025723_1952_XN_15N196W__G19_025789_1952_XN_15N196W_DEM',\n",
" 'J10_048826_1786_XN_01S202W__J11_049248_1786_XN_01S202W_DEM',\n",
" 'B18_016572_1876_XN_07N202W__B17_016150_1876_XI_07N202W_DEM',\n",
" 'F20_043671_1843_XN_04N224W__F19_043183_1844_XN_04N224W_DEM',\n",
" 'P17_007592_1984_XN_18N190W__J02_045595_1994_XN_19N190W_DEM',\n",
" 'P07_003756_1822_XI_02N215W__P08_004178_1822_XI_02N215W_DEM',\n",
" 'F16_041890_1798_XN_00S199W__F16_042035_1799_XN_00S199W_DEM',\n",
" 'D21_035270_1829_XI_02N199W__D20_035204_1829_XI_02N199W_DEM',\n",
" 'G19_025486_1805_XI_00N204W__D19_034756_1803_XI_00N204W_DEM',\n",
" 'B12_014383_1902_XN_10N201W__G10_022097_1907_XN_10N201W_DEM',\n",
" 'J01_045305_1881_XN_08N190W__F23_044672_1881_XN_08N190W_DEM',\n",
" 'G19_025828_2033_XN_23N184W__G20_025973_2033_XN_23N184W_DEM',\n",
" 'J11_049143_1840_XN_04N218W__J12_049499_1840_XN_04N218W_DEM',\n",
" 'P08_004072_1837_XI_03N203W__G09_021530_1845_XN_04N204W_DEM',\n",
" 'P18_008093_1995_XN_19N190W__P19_008383_1995_XN_19N190W_DEM',\n",
" 'F03_037051_1836_XN_03N222W__F02_036484_1822_XN_02N222W_DEM',\n",
" 'F23_044963_1814_XN_01N213W__J02_045385_1814_XN_01N213W_DEM',\n",
" 'J10_048707_1949_XN_14N195W__J12_049419_1949_XN_14N195W_DEM',\n",
" 'P20_008818_2054_XN_25N190W__P20_009029_2054_XN_25N190W_DEM',\n",
" 'D15_032910_1796_XN_00S206W__D16_033411_1797_XN_00S206W_DEM',\n",
" 'G04_019591_2077_XN_27N187W__G03_019446_2077_XN_27N187W_DEM',\n",
" 'J20_052466_2078_XN_27N224W__P13_005932_2072_XI_27N224W_DEM',\n",
" 'B19_017165_1825_XI_02N190W__B17_016453_1827_XI_02N191W_DEM',\n",
" 'P21_009056_1838_XN_03N206W__B01_009900_1837_XN_03N206W_DEM',\n",
" 'F23_044831_1821_XN_02N211W__J22_053560_1821_XN_02N211W_DEM',\n",
" 'F13_040927_1878_XN_07N188W__F14_041428_1878_XN_07N188W_DEM',\n",
" 'P03_002292_1866_XI_06N207W__P03_002147_1865_XI_06N208W_DEM',\n",
" 'B02_010269_1897_XN_09N202W__B02_010414_1897_XN_09N202W_DEM',\n",
" 'B10_013526_1897_XN_09N203W__B10_013671_1897_XN_09N203W_DEM',\n",
" 'P18_007883_1801_XN_00N213W__P21_009109_1797_XN_00S213W_DEM',\n",
" 'P07_003914_1891_XI_09N209W__P08_004191_1891_XI_09N209W_DEM',\n",
" 'J19_052294_1892_XN_09N204W__F16_042167_1888_XN_08N203W_DEM',\n",
" 'G21_026422_1888_XN_08N198W__G22_026778_1888_XN_08N198W_DEM',\n",
" 'D17_033925_1884_XN_08N199W__F04_037327_1865_XN_06N199W_DEM',\n",
" 'G20_026040_1878_XN_07N210W__G19_025684_1882_XI_08N210W_DEM',\n",
" 'P19_008344_1894_XN_09N203W__P20_008845_1894_XN_09N203W_DEM',\n",
" 'K01_053745_1907_XI_10N221W__K02_054035_1907_XN_10N221W_DEM',\n",
" 'P17_007804_1971_XN_17N218W__P21_009307_1972_XN_17N218W_DEM',\n",
" 'G20_025894_2106_XI_30N186W__G21_026395_2106_XI_30N186W_DEM',\n",
" 'B10_013460_1899_XN_09N202W__B11_013737_1898_XN_09N202W_DEM',\n",
" 'P08_004006_1886_XI_08N202W__G08_021464_1892_XN_09N202W_DEM',\n",
" 'D17_033872_1877_XN_07N192W__D17_034017_1877_XN_07N192W_DEM',\n",
" 'B19_017178_2075_XN_27N187W__B21_017679_2060_XN_26N187W_DEM',\n",
" 'D18_034123_1816_XN_01N204W__J20_052571_1824_XN_02N204W_DEM',\n",
" 'F11_039939_1812_XN_01N213W__F12_040651_1811_XN_01N213W_DEM',\n",
" 'G03_019262_1888_XN_08N203W__G01_018550_1888_XN_08N203W_DEM',\n",
" 'B19_017205_1888_XN_08N203W__B19_017060_1889_XN_08N203W_DEM',\n",
" 'G21_026461_2082_XN_28N187W__G22_026738_2095_XN_29N187W_DEM',\n",
" 'F21_044106_1800_XN_00N220W__K01_053679_1800_XI_00N220W_DEM',\n",
" 'P18_008015_1832_XN_03N218W__B01_009940_1845_XN_04N218W_DEM',\n",
" 'G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W_DEM',\n",
" 'F23_044765_1896_XN_09N210W__J01_045187_1896_XN_09N210W_DEM']"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Load root catalog\n",
"url = 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/collection.json'\n",
"cat = intake.open_stac_catalog(url)\n",
"print(cat.name)\n",
"\n",
"# This lists available subcatalogs:\n",
"list(cat)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"{'id': 'ctx_dtms',\n",
" 'stac_version': '1.0.0-beta.2',\n",
" 'description': '\\nThe Mars Reconnaissance Orbiter (MRO) Context Camera (CTX) has captured targeted and serendipitous stereo image data, at 6m / pixel spatial resolution across the surface of Mars. This data collection includes Digital Terrain Models (DTMs), at 20m / pixel, of stereo image pairs generated using the NASA Ames Stereo Pipeline. DTMs in this collection are aligned to the Mars Orbiter Laser Altimeter (MOLA), Ultimate MOLA data set and each DTM has an associated qa_metric.txt file that describes total offsets from MOLA. DTMs are available without any gap filling (for example in crater bottoms). DTMs are GIS ready and elevations values are distance above (or below) the Mars aeroid. Each DTM is presented in a locally centered orthographic projection to minimize distortion. Users can utilize a GIS to reproject these data to a common projection on the fly, work with the local orthographic projection, or use a tool such as GDAL to bulk reproject to another projection (e.g., equirectangular).\\n\\nMRO CTX stereo images were selected from a subset of CTX images collected concurrently with HiRISE stereo image data acquisition. Data processing occurs in three general phases: (1) ingestion and pre-processing using ISIS, (2) DTM generation using ASP, and (3) analysis ready data preperation using GDAL. Here, we describe each step in greater detail. First, EDR data are ingested into ISIS using the mroctx2isis application. Then spicefit and spiceinit are run to get sensor ephemeris information for each image. Image data are calibrated using ctxcal and detector striping is removed with the evenodd application. In the second phase of the processing pipeline, ASP is used to perform a pairwise bundle adjustment before stereo correlation and point cloud extraction occur. The generated point cloud is aligned to MOLA using pc_align and a dem extracted at 20m / pixel resolution using point2dem. The DTM is then processed through dem_geoid to obtain heights above the equipotential Mars surface. Finally, ASP generated GeoTiffs are converted to cloud optimized GeoTiffs (COGs) using GDAL.\\n\\nFitness of use: Each DTM in this collection includes an associated qa_metric.tx file that reports descriptive statistics desribing the [pc_align](https://stereopipeline.readthedocs.io/en/latest/next_steps.html#pc-align-example) computed offsets between the DTM and the ultimate MOLA reference. Users should consult both the pc_align documentation, to understand how the rigid transformation is applied to the DTM and the qa_metrics to determine if the offsets from MOLA are acceptable for their use case. DTMs are provided at a resolution approximately three times the input spatial resolution. These data are delivered at a spatial resolution that can be expected to be an accuate representation of the topograph. The DTMs do not include any hole filling or smoothing. Therefore, we expect artifacts to be present and local scale interpretation should be aware of the effect outlier pixels could have.\\n',\n",
" 'title': 'MRO CTX ASP Generated 20mpp Digital Terrain Models',\n",
" 'extent': {'spatial': {'bbox': [[-180, -90, 180, 90]]},\n",
" 'temporal': {'interval': [['2006-03-10T00:00:00Z', None]]}},\n",
" 'license': 'PDDL-1.0',\n",
" 'providers': [{'name': 'USGS Astrogeology',\n",
" 'roles': ['licensor', 'host', 'processor'],\n",
" 'url': 'https://www.usgs.gov/centers/astrogeology-science-center'},\n",
" {'name': 'Malin Space Science Systems',\n",
" 'description': 'Data originally captured by the Mars Reconnaissance Orbiter (MRO) Team and delivered to the Planetary Data System (PDS) by Malin Space Science Systems.',\n",
" 'roles': ['producer'],\n",
" 'url': 'https://www.msss.com'}]}"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# STAC files are in JSON format, which is accessible as Python dictionaries:\n",
"cat.metadata"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"# This step is currently broken.\n",
"\n",
"'''\n",
"D:\\Apps\\Anaconda3\\envs\\intake-stac\\lib\\site-packages\\intake_stac\\catalog.py:456: UserWarning: STAC Asset \"type\" missing, assuming default type=application/rasterio:\n",
"{'href': 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/D18_034426_1877_XN_07N196W__D17_033793_1865_XN_06N196W/D18_034426_1877_XN_07N196W__D17_033793_1865_XN_06N196W_DEM.jpg', 'title': 'DEM Thumbnail', 'media_type': 'image/jpeg', 'key': 'thumbnail', 'roles': ['thumbnail'], 'type': 'application/rasterio'}\n",
" warnings.warn(\n",
"\n",
"application/rasterio\n",
"repeated over and over\n",
"'''\n",
"\n",
"intake.gui.add(cat)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"application/rasterio\n",
"application/rasterio\n",
"application/rasterio\n",
"application/rasterio\n",
"application/rasterio\n",
"application/rasterio\n",
"application/rasterio\n",
"application/rasterio\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"D:\\Apps\\Anaconda3\\envs\\intake-stac\\lib\\site-packages\\intake_stac\\catalog.py:456: UserWarning: STAC Asset \"type\" missing, assuming default type=application/rasterio:\n",
"{'href': 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W_DEM.jpg', 'title': 'DEM Thumbnail', 'media_type': 'image/jpeg', 'key': 'thumbnail', 'roles': ['thumbnail'], 'type': 'application/rasterio'}\n",
" warnings.warn(\n",
"D:\\Apps\\Anaconda3\\envs\\intake-stac\\lib\\site-packages\\intake_stac\\catalog.py:456: UserWarning: STAC Asset \"type\" missing, assuming default type=application/rasterio:\n",
"{'href': 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W_DEM.tif', 'title': 'DEM', 'media_type': 'image/tiff; application=geotiff; profile=cloud-optimized', 'key': 'dem', 'roles': ['data'], 'type': 'application/rasterio'}\n",
" warnings.warn(\n",
"D:\\Apps\\Anaconda3\\envs\\intake-stac\\lib\\site-packages\\intake_stac\\catalog.py:456: UserWarning: STAC Asset \"type\" missing, assuming default type=application/rasterio:\n",
"{'href': 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W_HILLSHADE.tif', 'title': 'Hillshade', 'media_type': 'image/tiff; application=geotiff; profile=cloud-optimized', 'key': 'hillshade', 'roles': ['data'], 'type': 'application/rasterio'}\n",
" warnings.warn(\n",
"D:\\Apps\\Anaconda3\\envs\\intake-stac\\lib\\site-packages\\intake_stac\\catalog.py:456: UserWarning: STAC Asset \"type\" missing, assuming default type=application/rasterio:\n",
"{'href': 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W_ORTHO.tif', 'title': 'Orthoimage', 'media_type': 'image/tiff; application=geotiff; profile=cloud-optimized', 'key': 'ortho image', 'roles': ['data'], 'type': 'application/rasterio'}\n",
" warnings.warn(\n",
"D:\\Apps\\Anaconda3\\envs\\intake-stac\\lib\\site-packages\\intake_stac\\catalog.py:456: UserWarning: STAC Asset \"type\" missing, assuming default type=application/rasterio:\n",
"{'href': 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W_DEM.xml', 'title': 'FGDC Metadata', 'media_type': 'application/xml', 'key': 'fgdc_metadata', 'roles': ['metadata'], 'type': 'application/rasterio'}\n",
" warnings.warn(\n",
"D:\\Apps\\Anaconda3\\envs\\intake-stac\\lib\\site-packages\\intake_stac\\catalog.py:456: UserWarning: STAC Asset \"type\" missing, assuming default type=application/rasterio:\n",
"{'href': 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W/qa_metrics.txt', 'title': 'Quality Assurance Metrics', 'media_type': 'text/plain', 'key': 'qa_metric', 'roles': ['metadata'], 'type': 'application/rasterio'}\n",
" warnings.warn(\n",
"D:\\Apps\\Anaconda3\\envs\\intake-stac\\lib\\site-packages\\intake_stac\\catalog.py:456: UserWarning: STAC Asset \"type\" missing, assuming default type=application/rasterio:\n",
"{'href': 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W_IntersectionErr.tif', 'title': 'ASP generated intersection error raster', 'media_type': 'image/tiff; application=geotiff', 'key': 'intersection_err', 'roles': ['metadata', 'data-mask'], 'type': 'application/rasterio'}\n",
" warnings.warn(\n",
"D:\\Apps\\Anaconda3\\envs\\intake-stac\\lib\\site-packages\\intake_stac\\catalog.py:456: UserWarning: STAC Asset \"type\" missing, assuming default type=application/rasterio:\n",
"{'href': 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W/provenance.txt', 'title': 'Processing steps in ISIS and ASP used to generate the data product', 'media_type': 'text/plain', 'key': 'provenance', 'roles': ['metadata'], 'type': 'application/rasterio'}\n",
" warnings.warn(\n"
]
},
{
"data": {
"text/plain": [
"['thumbnail',\n",
" 'dem',\n",
" 'hillshade',\n",
" 'ortho image',\n",
" 'fgdc_metadata',\n",
" 'qa_metric',\n",
" 'intersection_err',\n",
" 'provenance']"
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Drill down into subcatalogs\n",
"subcat = cat['G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W_DEM']\n",
"list(subcat)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [],
"source": [
"# Load a STAC Item\n",
"item = subcat['thumbnail']"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"{'href': 'https://asc-mars.s3-us-west-2.amazonaws.com/ctx_dtms/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W/G23_027372_1852_XI_05N213W__D01_027649_1851_XN_05N213W_DEM.jpg',\n",
" 'title': 'DEM Thumbnail',\n",
" 'media_type': 'image/jpeg',\n",
" 'key': 'thumbnail',\n",
" 'roles': ['thumbnail'],\n",
" 'type': 'application/rasterio',\n",
" 'catalog_dir': ''}"
]
},
"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"item.metadata"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {
"image/jpeg": "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\n",
"text/plain": [
"<IPython.core.display.Image object>"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Finally we can display an image!\n",
"from IPython.display import Image\n",
"Image(subcat['thumbnail'].urlpath)"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 1, y: 2176, x: 1586)&gt;\n",
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"Coordinates:\n",
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" * x (x) float64 -1.578e+04 -1.576e+04 -1.574e+04 ... 1.59e+04 1.592e+04\n",
"Attributes:\n",
" transform: (20.0, 0.0, -15790.0, 0.0, -20.0, 21790.0)\n",
" crs: +proj=ortho +lat_0=5.08367 +lon_0=146.689 +x_0=0 +y_0=0 +...\n",
" res: (20.0, 20.0)\n",
" is_tiled: 1\n",
" nodatavals: (0.0,)\n",
" scales: (1.0,)\n",
" offsets: (0.0,)\n",
" AREA_OR_POINT: Area</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 1</li><li><span class='xr-has-index'>y</span>: 2176</li><li><span class='xr-has-index'>x</span>: 1586</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-8c966d84-b770-452d-9352-41a513987576' class='xr-array-in' type='checkbox' checked><label for='section-8c966d84-b770-452d-9352-41a513987576' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(1, 2176, 1586), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
"<tr>\n",
"<td>\n",
"<table>\n",
" <thead>\n",
" <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr><th> Bytes </th><td> 3.29 MiB </td> <td> 3.29 MiB </td></tr>\n",
" <tr><th> Shape </th><td> (1, 2176, 1586) </td> <td> (1, 2176, 1586) </td></tr>\n",
" <tr><th> Count </th><td> 2 Tasks </td><td> 1 Chunks </td></tr>\n",
" <tr><th> Type </th><td> uint8 </td><td> numpy.ndarray </td></tr>\n",
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"</table></div></div></li><li class='xr-section-item'><input id='section-e237675f-74a1-4eb8-9eed-a393256d3af3' class='xr-section-summary-in' type='checkbox' checked><label for='section-e237675f-74a1-4eb8-9eed-a393256d3af3' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-3886a645-e879-4255-8ddb-035878947144' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3886a645-e879-4255-8ddb-035878947144' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-feefdcb2-19bc-49d4-89be-45aaf44c28a7' class='xr-var-data-in' type='checkbox'><label for='data-feefdcb2-19bc-49d4-89be-45aaf44c28a7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.178e+04 2.176e+04 ... -2.172e+04</div><input id='attrs-36782390-0ad1-498c-ad55-90e78d5a2ad9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-36782390-0ad1-498c-ad55-90e78d5a2ad9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-28dbba23-106f-492c-986c-a2fdd4dab863' class='xr-var-data-in' type='checkbox'><label for='data-28dbba23-106f-492c-986c-a2fdd4dab863' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 21780., 21760., 21740., ..., -21680., -21700., -21720.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-1.578e+04 -1.576e+04 ... 1.592e+04</div><input id='attrs-34818750-f903-4225-98b7-862c45110883' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-34818750-f903-4225-98b7-862c45110883' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bb3fd32a-bbc4-4b4f-be42-576b7ef5c623' class='xr-var-data-in' type='checkbox'><label for='data-bb3fd32a-bbc4-4b4f-be42-576b7ef5c623' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-15780., -15760., -15740., ..., 15880., 15900., 15920.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-facb630a-02df-4d50-a225-a3465baee341' class='xr-section-summary-in' type='checkbox' checked><label for='section-facb630a-02df-4d50-a225-a3465baee341' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(20.0, 0.0, -15790.0, 0.0, -20.0, 21790.0)</dd><dt><span>crs :</span></dt><dd>+proj=ortho +lat_0=5.08367 +lon_0=146.689 +x_0=0 +y_0=0 +R=3396000 +units=m +no_defs=True</dd><dt><span>res :</span></dt><dd>(20.0, 20.0)</dd><dt><span>is_tiled :</span></dt><dd>1</dd><dt><span>nodatavals :</span></dt><dd>(0.0,)</dd><dt><span>scales :</span></dt><dd>(1.0,)</dd><dt><span>offsets :</span></dt><dd>(0.0,)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.DataArray (band: 1, y: 2176, x: 1586)>\n",
"dask.array<open_rasterio-6cd57bb6bafe8c336542cb7972c93d47<this-array>, shape=(1, 2176, 1586), dtype=uint8, chunksize=(1, 2176, 1586), chunktype=numpy.ndarray>\n",
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]
},
"execution_count": 20,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Or we can load the image directly into Xarray for analysis\n",
"# The full resolution image is big, but we use dask behind the scenes to only read metadata at first\n",
"asset = subcat['hillshade']\n",
"ds = asset.to_dask()\n",
"ds"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [
{
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" text-overflow: ellipsis;\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-var-name:hover,\n",
".xr-var-dims:hover,\n",
".xr-var-dtype:hover,\n",
".xr-attrs dt:hover {\n",
" overflow: visible;\n",
" width: auto;\n",
" z-index: 1;\n",
"}\n",
"\n",
".xr-var-attrs,\n",
".xr-var-data {\n",
" display: none;\n",
" background-color: var(--xr-background-color) !important;\n",
" padding-bottom: 5px !important;\n",
"}\n",
"\n",
".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
".xr-var-data-in:checked ~ .xr-var-data {\n",
" display: block;\n",
"}\n",
"\n",
".xr-var-data > table {\n",
" float: right;\n",
"}\n",
"\n",
".xr-var-name span,\n",
".xr-var-data,\n",
".xr-attrs {\n",
" padding-left: 25px !important;\n",
"}\n",
"\n",
".xr-attrs,\n",
".xr-var-attrs,\n",
".xr-var-data {\n",
" grid-column: 1 / -1;\n",
"}\n",
"\n",
"dl.xr-attrs {\n",
" padding: 0;\n",
" margin: 0;\n",
" display: grid;\n",
" grid-template-columns: 125px auto;\n",
"}\n",
"\n",
".xr-attrs dt,\n",
".xr-attrs dd {\n",
" padding: 0;\n",
" margin: 0;\n",
" float: left;\n",
" padding-right: 10px;\n",
" width: auto;\n",
"}\n",
"\n",
".xr-attrs dt {\n",
" font-weight: normal;\n",
" grid-column: 1;\n",
"}\n",
"\n",
".xr-attrs dt:hover span {\n",
" display: inline-block;\n",
" background: var(--xr-background-color);\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-attrs dd {\n",
" grid-column: 2;\n",
" white-space: pre-wrap;\n",
" word-break: break-all;\n",
"}\n",
"\n",
".xr-icon-database,\n",
".xr-icon-file-text2 {\n",
" display: inline-block;\n",
" vertical-align: middle;\n",
" width: 1em;\n",
" height: 1.5em !important;\n",
" stroke-width: 0;\n",
" stroke: currentColor;\n",
" fill: currentColor;\n",
"}\n",
"</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (band: 1, y: 2176, x: 1586)&gt;\n",
"dask.array&lt;open_rasterio-6cd57bb6bafe8c336542cb7972c93d47&lt;this-array&gt;, shape=(1, 2176, 1586), dtype=uint8, chunksize=(1, 2176, 1586), chunktype=numpy.ndarray&gt;\n",
"Coordinates:\n",
" * band (band) int32 1\n",
" * y (y) float64 2.178e+04 2.176e+04 2.174e+04 ... -2.17e+04 -2.172e+04\n",
" * x (x) float64 -1.578e+04 -1.576e+04 -1.574e+04 ... 1.59e+04 1.592e+04\n",
"Attributes:\n",
" transform: (20.0, 0.0, -15790.0, 0.0, -20.0, 21790.0)\n",
" crs: +proj=ortho +lat_0=5.08367 +lon_0=146.689 +x_0=0 +y_0=0 +...\n",
" res: (20.0, 20.0)\n",
" is_tiled: 1\n",
" nodatavals: (0.0,)\n",
" scales: (1.0,)\n",
" offsets: (0.0,)\n",
" AREA_OR_POINT: Area</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 1</li><li><span class='xr-has-index'>y</span>: 2176</li><li><span class='xr-has-index'>x</span>: 1586</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-78121150-f127-4723-ab7c-a2dd8fabfc59' class='xr-array-in' type='checkbox' checked><label for='section-78121150-f127-4723-ab7c-a2dd8fabfc59' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(1, 2176, 1586), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
"<tr>\n",
"<td>\n",
"<table>\n",
" <thead>\n",
" <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr><th> Bytes </th><td> 3.29 MiB </td> <td> 3.29 MiB </td></tr>\n",
" <tr><th> Shape </th><td> (1, 2176, 1586) </td> <td> (1, 2176, 1586) </td></tr>\n",
" <tr><th> Count </th><td> 2 Tasks </td><td> 1 Chunks </td></tr>\n",
" <tr><th> Type </th><td> uint8 </td><td> numpy.ndarray </td></tr>\n",
" </tbody>\n",
"</table>\n",
"</td>\n",
"<td>\n",
"<svg width=\"162\" height=\"184\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
"\n",
" <!-- Horizontal lines -->\n",
" <line x1=\"10\" y1=\"0\" x2=\"24\" y2=\"14\" style=\"stroke-width:2\" />\n",
" <line x1=\"10\" y1=\"120\" x2=\"24\" y2=\"134\" style=\"stroke-width:2\" />\n",
"\n",
" <!-- Vertical lines -->\n",
" <line x1=\"10\" y1=\"0\" x2=\"10\" y2=\"120\" style=\"stroke-width:2\" />\n",
" <line x1=\"24\" y1=\"14\" x2=\"24\" y2=\"134\" style=\"stroke-width:2\" />\n",
"\n",
" <!-- Colored Rectangle -->\n",
" <polygon points=\"10.0,0.0 24.9485979497544,14.948597949754403 24.9485979497544,134.9485979497544 10.0,120.0\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
"\n",
" <!-- Horizontal lines -->\n",
" <line x1=\"10\" y1=\"0\" x2=\"97\" y2=\"0\" style=\"stroke-width:2\" />\n",
" <line x1=\"24\" y1=\"14\" x2=\"112\" y2=\"14\" style=\"stroke-width:2\" />\n",
"\n",
" <!-- Vertical lines -->\n",
" <line x1=\"10\" y1=\"0\" x2=\"24\" y2=\"14\" style=\"stroke-width:2\" />\n",
" <line x1=\"97\" y1=\"0\" x2=\"112\" y2=\"14\" style=\"stroke-width:2\" />\n",
"\n",
" <!-- Colored Rectangle -->\n",
" <polygon points=\"10.0,0.0 97.46323529411764,0.0 112.41183324387204,14.948597949754403 24.9485979497544,14.948597949754403\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
"\n",
" <!-- Horizontal lines -->\n",
" <line x1=\"24\" y1=\"14\" x2=\"112\" y2=\"14\" style=\"stroke-width:2\" />\n",
" <line x1=\"24\" y1=\"134\" x2=\"112\" y2=\"134\" style=\"stroke-width:2\" />\n",
"\n",
" <!-- Vertical lines -->\n",
" <line x1=\"24\" y1=\"14\" x2=\"24\" y2=\"134\" style=\"stroke-width:2\" />\n",
" <line x1=\"112\" y1=\"14\" x2=\"112\" y2=\"134\" style=\"stroke-width:2\" />\n",
"\n",
" <!-- Colored Rectangle -->\n",
" <polygon points=\"24.9485979497544,14.948597949754403 112.41183324387204,14.948597949754403 112.41183324387204,134.9485979497544 24.9485979497544,134.9485979497544\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
"\n",
" <!-- Text -->\n",
" <text x=\"68.680216\" y=\"154.948598\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1586</text>\n",
" <text x=\"132.411833\" y=\"74.948598\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,132.411833,74.948598)\">2176</text>\n",
" <text x=\"7.474299\" y=\"147.474299\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,7.474299,147.474299)\">1</text>\n",
"</svg>\n",
"</td>\n",
"</tr>\n",
"</table></div></div></li><li class='xr-section-item'><input id='section-cbeec0c3-9386-4f6b-9552-c8b3d325807f' class='xr-section-summary-in' type='checkbox' checked><label for='section-cbeec0c3-9386-4f6b-9552-c8b3d325807f' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>band</span></div><div class='xr-var-dims'>(band)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-c945d90d-c5a7-4724-9ae5-ace2ed5c7332' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c945d90d-c5a7-4724-9ae5-ace2ed5c7332' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9db433d3-b8bf-40b8-9c54-5ee3b142f148' class='xr-var-data-in' type='checkbox'><label for='data-9db433d3-b8bf-40b8-9c54-5ee3b142f148' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.178e+04 2.176e+04 ... -2.172e+04</div><input id='attrs-9f3e8c6f-441b-4b12-a35a-cae7724c2252' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9f3e8c6f-441b-4b12-a35a-cae7724c2252' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d6826fd3-d4b8-4483-bb56-ee8d79773626' class='xr-var-data-in' type='checkbox'><label for='data-d6826fd3-d4b8-4483-bb56-ee8d79773626' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 21780., 21760., 21740., ..., -21680., -21700., -21720.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-1.578e+04 -1.576e+04 ... 1.592e+04</div><input id='attrs-5cfa07f7-fb27-435c-8c75-189865d46e11' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5cfa07f7-fb27-435c-8c75-189865d46e11' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4f12b84-0e38-410a-951a-185aabc5485d' class='xr-var-data-in' type='checkbox'><label for='data-a4f12b84-0e38-410a-951a-185aabc5485d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-15780., -15760., -15740., ..., 15880., 15900., 15920.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bb9008c0-7a37-4859-9a52-f5ce326d6c4d' class='xr-section-summary-in' type='checkbox' checked><label for='section-bb9008c0-7a37-4859-9a52-f5ce326d6c4d' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>transform :</span></dt><dd>(20.0, 0.0, -15790.0, 0.0, -20.0, 21790.0)</dd><dt><span>crs :</span></dt><dd>+proj=ortho +lat_0=5.08367 +lon_0=146.689 +x_0=0 +y_0=0 +R=3396000 +units=m +no_defs=True</dd><dt><span>res :</span></dt><dd>(20.0, 20.0)</dd><dt><span>is_tiled :</span></dt><dd>1</dd><dt><span>nodatavals :</span></dt><dd>(0.0,)</dd><dt><span>scales :</span></dt><dd>(1.0,)</dd><dt><span>offsets :</span></dt><dd>(0.0,)</dd><dt><span>AREA_OR_POINT :</span></dt><dd>Area</dd></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.DataArray (band: 1, y: 2176, x: 1586)>\n",
"dask.array<open_rasterio-6cd57bb6bafe8c336542cb7972c93d47<this-array>, shape=(1, 2176, 1586), dtype=uint8, chunksize=(1, 2176, 1586), chunktype=numpy.ndarray>\n",
"Coordinates:\n",
" * band (band) int32 1\n",
" * y (y) float64 2.178e+04 2.176e+04 2.174e+04 ... -2.17e+04 -2.172e+04\n",
" * x (x) float64 -1.578e+04 -1.576e+04 -1.574e+04 ... 1.59e+04 1.592e+04\n",
"Attributes:\n",
" transform: (20.0, 0.0, -15790.0, 0.0, -20.0, 21790.0)\n",
" crs: +proj=ortho +lat_0=5.08367 +lon_0=146.689 +x_0=0 +y_0=0 +...\n",
" res: (20.0, 20.0)\n",
" is_tiled: 1\n",
" nodatavals: (0.0,)\n",
" scales: (1.0,)\n",
" offsets: (0.0,)\n",
" AREA_OR_POINT: Area"
]
},
"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# The chunk structure isn't set by default\n",
"# setting a chunk structure makes operating on subsets of pixels more efficient\n",
"ds = ds.chunk(dict(band=1, x=2560, y=2560))\n",
"ds"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x25a7e331f40>"
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"ds.isel(band=0, x=slice(200, 1000), y=slice(200, 1000)).plot.imshow()"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x25a00730dc0>"
]
},
"execution_count": 23,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"# Or we can load the image directly into Xarray for analysis\n",
"# The full resolution image is big, but we use dask behind the scenes to only read metadata at first\n",
"asset = subcat['dem']\n",
"ds = asset.to_dask()\n",
"\n",
"ds_masked = ds.where(ds > -30000.)\n",
"ds_masked.isel(band=0, x=slice(200, 1000), y=slice(200, 1000)).plot.imshow()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.9.6"
}
},
"nbformat": 4,
"nbformat_minor": 4
}
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