sentinel-3.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "21ec5555",
   "metadata": {},
   "source": [
    "# Sentinel-3\n",
    "\n",
    "\n",
    "This notebook explores working with Sentinel-3 data. \n",
    "\n",
    "## Sentinel-3 OLCI\n",
    "\n",
    "https://sentinels.copernicus.eu/web/sentinel/user-guides/sentinel-3-olci\n",
    "\n",
    "The OLCI dataset provided by Sentinelhub is based on the level-1b products. These products are provided in \"instrument\" projection rather than being projected into a ground-based reference system. Hence, these products do not come with a 'native' reference system. The openEO layer is currently configured to use EPSG:4326 unprojected coordinates, with a resolution set to a fixed value that tries to approximate the native 300m ground resolution.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "7767f70b",
   "metadata": {},
   "outputs": [],
   "source": [
    "import openeo\n",
    "c = openeo.connect(\"openeo.cloud\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "19166404",
   "metadata": {},
   "outputs": [],
   "source": [
    "c.authenticate_oidc()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "9e846995",
   "metadata": {},
   "outputs": [
    {
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       "    'dataMask']},\n",
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       " 'datasource_type': 'sentinel-3-olci',\n",
       " 'description': \"The [Sentinel -3](https://sentinel.esa.int/web/sentinel/missions/sentinel-3) is composed of three versatile satellites designed \\nto provide data continuity for the ERS, ENVISAT and SPOT satellites and to support operational land and ocean observataion services.\\nSentinel -3 satellites make use of four main instruments on board; OLCI, SLSTR, SRAL and MWR, to measure sea surface topography, \\nsea and land surface temperature and ocean and land surface color.\\nThe medium resolution OLCI(Ocean and Land Colour Instrument) is the successor to ENVISAT's MERIS instrument. \\nSince its launch in 2016, OLCI acquires data of the entire globe atleast every 2 days, in 21 bands, from which information on marine and terrestrial biomass can be derived. \\nOLCI also provides reliable information on the atmosphere, especially on the aerosols characterisation.\\nLevel 1B data provides calibrated, ortho-geolocated and spatially re-sampled Top Of Atmosphere (TOA) radiances for the 21 OLCI spectral bands.\\n\",\n",
       " 'extent': {'spatial': {'bbox': [[-180, -85, 180, 85]]},\n",
       "  'temporal': {'interval': [['2016-04-17T11:33:13Z', None]]}},\n",
       " 'id': 'SENTINEL3_OLCI_L1B',\n",
       " 'keywords': ['sentinel hub',\n",
       "  'xcube',\n",
       "  'raster',\n",
       "  'systematic',\n",
       "  'satellite imagery',\n",
       "  'multi spectral imagery',\n",
       "  'climate',\n",
       "  'atmospheric aerosols',\n",
       "  'marine biology',\n",
       "  'maritime monitoring',\n",
       "  'OTCI',\n",
       "  'open data',\n",
       "  'race challenges',\n",
       "  'copernicus',\n",
       "  'sentinel'],\n",
       " 'license': 'proprietary',\n",
       " 'links': [{'href': 'https://collections.eurodatacube.com/stac/sentinel-3-l1b-olci.json',\n",
       "   'rel': 'self'},\n",
       "  {'evalscript_url': 'https://custom-scripts.sentinel-hub.com/sentinel-3/enhanced_true_color-2/script.js',\n",
       "   'href': 'https://docs.sentinel-hub.com/api/latest/api/process/',\n",
       "   'layer_name': 'True color - enhanced',\n",
       "   'mosaicking_order': 'mostRecent',\n",
       "   'rel': 'processing-expression',\n",
       "   'upsampling': 'BICUBIC'},\n",
       "  {'evalscript_url': 'https://custom-scripts.sentinel-hub.com/sentinel-3/true_color_highlight_optimized/script.js',\n",
       "   'href': 'https://docs.sentinel-hub.com/api/latest/api/process/',\n",
       "   'layer_name': 'True color - highlight optimized',\n",
       "   'mosaicking_order': 'mostRecent',\n",
       "   'rel': 'processing-expression',\n",
       "   'upsampling': 'BICUBIC'},\n",
       "  {'evalscript_url': 'https://custom-scripts.sentinel-hub.com/sentinel-3/otci/script.js',\n",
       "   'href': 'https://docs.sentinel-hub.com/api/latest/api/process/',\n",
       "   'layer_name': 'OTCI',\n",
       "   'mosaicking_order': 'mostRecent',\n",
       "   'rel': 'processing-expression',\n",
       "   'upsampling': 'NEAREST'},\n",
       "  {'evalscript_url': 'https://custom-scripts.sentinel-hub.com/sentinel-3/tristimulus/script.js',\n",
       "   'href': 'https://docs.sentinel-hub.com/api/latest/api/process/',\n",
       "   'layer_name': 'Tristimulus',\n",
       "   'mosaicking_order': 'mostRecent',\n",
       "   'rel': 'processing-expression',\n",
       "   'upsampling': 'NEAREST'},\n",
       "  {'href': 'https://docs.sentinel-hub.com/api/latest/data/sentinel-1-grd/#attribution-and-use',\n",
       "   'rel': 'license'}],\n",
       " 'providers': [{'description': 'Global since May 2016',\n",
       "   'name': 'Sentinel Hub',\n",
       "   'roles': ['processor'],\n",
       "   'url': 'creodias.sentinel-hub.com'},\n",
       "  {'description': 'Germany since May 2016',\n",
       "   'name': 'Sentinel Hub',\n",
       "   'roles': ['processor'],\n",
       "   'url': 'code-de.sentinel-hub.com'}],\n",
       " 'sci:citation': 'Modified Copernicus Sentinel data [Year]/Sentinel Hub',\n",
       " 'stac_extensions': ['https://stac-extensions.github.io/datacube/v1.0.0/schema.json',\n",
       "  'https://stac-extensions.github.io/scientific/v1.0.0/schema.json',\n",
       "  'https://stac-extensions.github.io/eo/v1.0.0/schema.json'],\n",
       " 'stac_version': '1.0.0',\n",
       " 'summaries': {'crs': ['http://www.opengis.net/def/crs/OGC/1.3/CRS84',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/2154',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/2180',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/2193',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/3003',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/3004',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/3031',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/3035',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/4326',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/4346',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/4416',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/4765',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/4794',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/4844',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/4857',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/3912',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/3995',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/4026',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/5514',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/28992',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32601',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32602',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32603',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32604',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32605',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32606',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32607',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32608',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32609',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32610',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32611',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32612',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32613',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32614',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32615',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32616',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32617',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32618',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32619',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32620',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32621',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32622',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32623',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32624',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32625',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32626',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32627',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32628',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32629',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32630',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32631',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32632',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32633',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32634',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32635',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32636',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32637',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32638',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32639',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32640',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32641',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32642',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32643',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32644',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32645',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32646',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32647',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32648',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32649',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32650',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32651',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32652',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32653',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32654',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32655',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32656',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32657',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32658',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32659',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32660',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32701',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32702',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32703',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32704',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32705',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32706',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32707',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32708',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32709',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32710',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32711',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32712',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32713',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32714',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32715',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32716',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32717',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32718',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32719',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32720',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32721',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32722',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32723',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32724',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32725',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32726',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32727',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32728',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32729',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32730',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32731',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32732',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32733',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32734',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32735',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32736',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32737',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32738',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32739',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32740',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32741',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32742',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32743',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32744',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32745',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32746',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32746',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32748',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32749',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32750',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32751',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32752',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32753',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32754',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32755',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32756',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32757',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32758',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32759',\n",
       "   'http://www.opengis.net/def/crs/EPSG/0/32760',\n",
       "   'http://www.opengis.net/def/crs/SR-ORG/0/98739'],\n",
       "  'eo:bands': [{'center_wavelength': 0.4,\n",
       "    'full_width_half_max': 0.015,\n",
       "    'name': 'B01',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.4125,\n",
       "    'full_width_half_max': 0.01,\n",
       "    'name': 'B02',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.4425,\n",
       "    'full_width_half_max': 0.01,\n",
       "    'name': 'B03',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.49,\n",
       "    'full_width_half_max': 0.01,\n",
       "    'name': 'B04',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.51,\n",
       "    'full_width_half_max': 0.01,\n",
       "    'name': 'B05',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.56,\n",
       "    'full_width_half_max': 0.01,\n",
       "    'name': 'B06',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.62,\n",
       "    'full_width_half_max': 0.01,\n",
       "    'name': 'B07',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.665,\n",
       "    'full_width_half_max': 0.01,\n",
       "    'name': 'B08',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.67375,\n",
       "    'full_width_half_max': 0.0075,\n",
       "    'name': 'B09',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.68125,\n",
       "    'full_width_half_max': 0.0075,\n",
       "    'name': 'B10',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.70875,\n",
       "    'full_width_half_max': 0.01,\n",
       "    'name': 'B11',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.75375,\n",
       "    'full_width_half_max': 0.0075,\n",
       "    'name': 'B12',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.76125,\n",
       "    'full_width_half_max': 0.0025,\n",
       "    'name': 'B13',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.764375,\n",
       "    'full_width_half_max': 0.00375,\n",
       "    'name': 'B14',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.7675,\n",
       "    'full_width_half_max': 0.0025,\n",
       "    'name': 'B15',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.77875,\n",
       "    'full_width_half_max': 0.015,\n",
       "    'name': 'B16',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.865,\n",
       "    'full_width_half_max': 0.02,\n",
       "    'name': 'B17',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.885,\n",
       "    'full_width_half_max': 0.01,\n",
       "    'name': 'B18',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.9,\n",
       "    'full_width_half_max': 0.01,\n",
       "    'name': 'B19',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 0.94,\n",
       "    'full_width_half_max': 0.02,\n",
       "    'name': 'B20',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'center_wavelength': 1.02,\n",
       "    'full_width_half_max': 0.04,\n",
       "    'name': 'B21',\n",
       "    'openeo:gsd': {'value': [0.00297619047619, 0.00297619047619]}},\n",
       "   {'description': 'The mask of data/no data pixels.', 'name': 'dataMask'}],\n",
       "  'eo:gsd': [300],\n",
       "  'instruments': ['olci'],\n",
       "  'platform': ['sentinel-3a', 'sentinel-3b']},\n",
       " 'title': 'Sentinel-3 OLCI L1B',\n",
       " 'type': 'Collection'}"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "c.describe_collection(\"SENTINEL3_OLCI_L1B\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "763b8e99",
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "bbox = {\"west\":27.564697,\"south\":34.764179,\"east\":33.002930,\"north\":37.387617}\n",
    "sentinel3 = c.load_collection(\"SENTINEL3_OLCI_L1B\",spatial_extent=bbox,temporal_extent=[\"2021-07-30\",\"2021-07-30\"],bands=[\"B08\",\"B06\",\"B04\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "ba530726",
   "metadata": {},
   "outputs": [],
   "source": [
    "sentinel3.download(\"sentinel3.tiff\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "99c5d821",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-rw-r--r--. 1 driesj eodata 11M Dec 17 10:35 sentinel3.tiff\n"
     ]
    }
   ],
   "source": [
    "!ls -lh sentinel3.tiff"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "d2043d51",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Driver: GTiff/GeoTIFF\n",
      "Files: sentinel3.tiff\n",
      "       sentinel3.tiff.aux.xml\n",
      "Size is 1828, 882\n",
      "Coordinate System is:\n",
      "GEOGCS[\"WGS 84\",\n",
      "    DATUM[\"WGS_1984\",\n",
      "        SPHEROID[\"WGS 84\",6378137,298.257223563,\n",
      "            AUTHORITY[\"EPSG\",\"7030\"]],\n",
      "        AUTHORITY[\"EPSG\",\"6326\"]],\n",
      "    PRIMEM[\"Greenwich\",0],\n",
      "    UNIT[\"degree\",0.0174532925199433],\n",
      "    AUTHORITY[\"EPSG\",\"4326\"]]\n",
      "Origin = (27.564696999999999,37.387616999999999)\n",
      "Pixel Size = (0.002976190476190,-0.002976190476190)\n",
      "Metadata:\n",
      "  AREA_OR_POINT=Area\n",
      "  PROCESSING_SOFTWARE=0.6.1a1\n",
      "Image Structure Metadata:\n",
      "  COMPRESSION=DEFLATE\n",
      "  INTERLEAVE=BAND\n",
      "Corner Coordinates:\n",
      "Upper Left  (  27.5646970,  37.3876170) ( 27d33'52.91\"E, 37d23'15.42\"N)\n",
      "Lower Left  (  27.5646970,  34.7626170) ( 27d33'52.91\"E, 34d45'45.42\"N)\n",
      "Upper Right (  33.0051732,  37.3876170) ( 33d 0'18.62\"E, 37d23'15.42\"N)\n",
      "Lower Right (  33.0051732,  34.7626170) ( 33d 0'18.62\"E, 34d45'45.42\"N)\n",
      "Center      (  30.2849351,  36.0751170) ( 30d17' 5.77\"E, 36d 4'30.42\"N)\n",
      "Band 1 Block=256x256 Type=Float32, ColorInterp=Red\n",
      "  Min=0.029 Max=0.597 \n",
      "  Minimum=0.029, Maximum=0.597, Mean=0.124, StdDev=0.069\n",
      "  256 buckets from 0.0282531 to 0.598307:\n",
      "  3056 14935 54706 36207 64640 73058 91551 48183 37333 34206 23465 19366 19219 17279 18389 18696 20993 24956 25980 24328 21926 20633 21441 20475 19263 18390 17418 18631 17561 17358 17512 18469 18023 17495 17336 17206 17223 17300 17314 16950 16914 16495 15765 15843 15166 14803 15024 14626 14362 13797 13249 12993 11924 11071 10194 9699 9223 9076 8743 8603 8161 7987 7555 7377 7044 6909 6649 6339 6356 6337 6253 5984 6025 6116 5892 5764 5685 5557 5439 5412 5492 5344 5205 5095 5043 4890 4922 4866 4712 4725 4501 4582 4389 4284 4296 3965 4027 3889 3811 3762 3705 3625 3519 3343 3273 3090 3066 2896 2789 2735 2672 2443 2513 2231 2307 2261 2104 2131 2031 1976 1909 1796 1848 1694 1618 1547 1567 1453 1393 1379 1275 1262 1202 1173 1109 1046 1042 959 858 915 835 800 760 686 641 609 504 530 464 474 406 398 326 335 324 330 290 265 246 230 208 212 206 151 153 128 140 119 117 119 99 78 96 54 75 59 50 42 53 35 40 23 47 17 12 20 8 11 23 12 18 10 17 16 10 9 8 6 4 8 5 3 5 0 2 0 3 1 5 0 5 0 7 3 0 0 1 0 0 3 0 2 2 1 0 0 2 0 1 1 0 0 2 0 4 0 0 2 0 0 0 0 0 0 0 0 0 0 0 0 0 4 0 0 0 2 \n",
      "  NoData Value=0\n",
      "  Metadata:\n",
      "    DESCRIPTION=B04\n",
      "    STATISTICS_APPROXIMATE=YES\n",
      "    STATISTICS_MAXIMUM=0.59719401597977\n",
      "    STATISTICS_MEAN=0.12382034596067\n",
      "    STATISTICS_MINIMUM=0.029366524890065\n",
      "    STATISTICS_STDDEV=0.068568754416359\n",
      "Band 2 Block=256x256 Type=Float32, ColorInterp=Green\n",
      "  Min=0.055 Max=0.471 \n",
      "  Minimum=0.055, Maximum=0.471, Mean=0.139, StdDev=0.048\n",
      "  256 buckets from 0.0545698 to 0.471436:\n",
      "  1077 5331 6686 32574 35978 16297 10360 17597 42628 32717 32357 60697 53225 35159 23791 17545 20636 21711 20254 14530 12330 11788 12725 12700 12601 13667 15649 16554 19187 18637 17971 17111 16692 16810 16498 16488 16399 15564 15300 15726 16470 16645 16802 17711 19043 20192 20786 20422 20278 19920 19474 18819 17844 17489 16582 16451 15803 15295 15182 14851 14576 14427 13868 14121 13934 13981 13652 13521 12937 12669 12634 12151 11266 10943 10298 10127 9434 8898 8372 8153 7678 7864 7622 7417 7156 6730 6509 6226 6066 5666 5630 5487 5145 5083 4845 4859 4780 4579 4350 4046 3979 3859 3559 3416 3274 3242 3031 3009 2835 2652 2704 2610 2460 2340 2342 2140 1992 1877 1784 1725 1673 1678 1495 1420 1388 1266 1289 1120 1133 1013 1017 944 914 873 834 748 731 693 704 653 560 455 462 500 442 490 399 323 319 333 325 264 281 259 217 235 202 205 198 168 144 171 124 132 126 112 118 106 77 94 62 83 71 60 59 51 47 51 41 36 32 22 17 9 22 28 15 21 10 12 8 18 12 11 7 9 6 6 4 5 6 1 3 4 11 5 0 2 7 0 0 0 0 0 4 0 2 6 0 3 0 0 0 0 2 4 2 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2 0 0 0 0 2 0 0 0 0 2 2 \n",
      "  NoData Value=0\n",
      "  Metadata:\n",
      "    DESCRIPTION=B08\n",
      "    STATISTICS_APPROXIMATE=YES\n",
      "    STATISTICS_MAXIMUM=0.47062131762505\n",
      "    STATISTICS_MEAN=0.13871165590584\n",
      "    STATISTICS_MINIMUM=0.055384006351233\n",
      "    STATISTICS_STDDEV=0.048277060599551\n",
      "Band 3 Block=256x256 Type=Float32, ColorInterp=Blue\n",
      "  Min=0.091 Max=0.419 \n",
      "  Minimum=0.091, Maximum=0.419, Mean=0.168, StdDev=0.036\n",
      "  256 buckets from 0.0902305 to 0.419788:\n",
      "  5 17 16 17 42 33 29 34 34 19 21 33 1895 2972 4167 4556 11070 22984 24969 15467 12022 11093 9499 9087 10348 11428 15666 27107 21298 23712 24497 26363 27773 33582 37949 43349 35909 36635 31285 25930 25062 24434 23468 23459 26381 24311 21492 20731 20015 20083 20970 23202 23140 23597 23506 23626 23209 23298 23529 23266 22664 22695 20995 19578 18767 18314 17404 16601 16148 15783 14835 14189 13493 12989 13018 12883 12286 12075 11823 10862 10223 9369 9249 8830 8540 7974 7713 7723 7647 7800 7747 7800 7795 7753 7584 7237 7278 6947 6554 6100 5699 5477 4956 4890 4827 4434 4166 4175 4256 3943 3828 3751 3682 3411 3064 2837 2369 2354 2221 2285 2249 2026 1927 1872 1553 1552 1481 1478 1622 1354 1216 1205 1112 1098 992 932 871 850 818 648 601 553 462 490 397 399 366 395 355 353 283 288 230 255 186 189 166 175 164 145 129 125 117 90 75 78 77 60 42 50 45 46 36 22 42 24 33 36 24 26 22 20 20 20 12 16 14 12 13 15 16 10 9 4 7 10 6 13 11 11 10 9 5 3 5 2 4 16 4 5 7 8 10 8 8 5 4 4 2 0 5 2 2 0 1 3 0 0 0 0 1 0 0 0 0 0 2 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2 0 2 2 \n",
      "  NoData Value=0\n",
      "  Metadata:\n",
      "    DESCRIPTION=B06\n",
      "    STATISTICS_APPROXIMATE=YES\n",
      "    STATISTICS_MAXIMUM=0.41914427280426\n",
      "    STATISTICS_MEAN=0.16799108148025\n",
      "    STATISTICS_MINIMUM=0.090874172747135\n",
      "    STATISTICS_STDDEV=0.036429575848696\n"
     ]
    }
   ],
   "source": [
    "!gdalinfo -hist sentinel3.tiff"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "a3564de0",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers).\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from rasterio.plot import show,show_hist\n",
    "import rasterio\n",
    "from matplotlib import pyplot\n",
    "src = rasterio.open(\"sentinel3.tiff\")\n",
    "olci_data = src.read()\n",
    "fig, (axrgb, axhist) = pyplot.subplots(1,2, figsize=(16, 8))\n",
    "show(3*olci_data,ax=axrgb)\n",
    "show_hist(src, bins=50, histtype='stepfilled', lw=0.0, stacked=False, alpha=0.3, ax=axhist)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "python36",
   "language": "python",
   "name": "python36"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}