TerraSAR-X Demo.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "6eba6d92-5299-43d8-a6d0-c6443bc657ca",
   "metadata": {},
   "source": [
    "## TerraSAR-X Demo\n",
    "\n",
    "The Zarr file below was generated using the following scripts.\n",
    "\n",
    "**syncS3BucketWithDirectory**: synchronise a local directory with an S3 bucket location, skipping files that are already present in the bucket. This is used to ease the copy of source data into a S3 storage. Parameters: path to the local directory, path to the S3 bucket, S3 client arguments, and S3 bucket access and secret keys.\n",
    "\n",
    "**extractZipFileToS3**: Extracts contents of an EO-SIP file from an S3 bucket and uploads it to another S3 bucket (the store) in a location (colleciton/year/month/day) computed from the EO-SIP filename. Parameters: source S3 path, target S3 root, S3 client arguments, and S3 bucket access and secret keys.\n",
    "\n",
    "**convertSIPtoGeozarr**: Scans an EO-SIP directory on S3 to detect data files and convert data to Zarr which is store along the EO-SIP source data. Parameters: source SIP root path on S3, S3 client arguments, and S3 bucket access and secret keys.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "efcf2208-dc82-4d79-a472-e4b808bdf9dc",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f0acadc0460>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import xarray as xr\n",
    "import s3fs\n",
    "s3_client_kwargs = {'endpoint_url': 'http://l-geozarr.spb.spacebel.be:9000'}\n",
    "s3_key = \"AKIAIOSFODNN7EXAMPLE\"\n",
    "s3_secret = \"wJalrXUtnFEMI/K7MDENG/bPxRfiCYEXAMPLEKEY\"\n",
    "s3 = s3fs.S3FileSystem(client_kwargs=s3_client_kwargs,\n",
    "                       key=s3_key,\n",
    "                       secret=s3_secret)\n",
    "store = s3fs.S3Map(root='ceos/store/TSX_OPER_SAR/2013/06/11/TSX_OPER_SAR_SC_MGD_20130611T054228_N53-141_E011-048_0000_v0100/TSX_OPER_SAR_SC_MGD_20130611T054228_N53-141_E011-048_0000_v0100.zarr',\n",
    "                   s3=s3, check=False)\n",
    "product = xr.open_zarr(store) # open with xarray\n",
    "product.band_data.isel(x=slice(0,500),y=slice(0,500),band=0).plot.pcolormesh(cmap='terrain')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3000dc25-5901-4e1a-8e82-83d9c1ccb864",
   "metadata": {},
   "source": [
    "### Public\n",
    "Showing with no credential (bucket is public)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "ba9df190-6024-4f45-85ee-1049db8c1013",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<defs>\n",
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       "</svg>\n",
       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
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       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
       "  --xr-background-color: var(--jp-layout-color0, white);\n",
       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
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       "html[theme=dark],\n",
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       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
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       "\n",
       ".xr-text-repr-fallback {\n",
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       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
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       "  border-bottom: solid 1px var(--xr-border-color);\n",
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       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
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       "\n",
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       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  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",
       ".xr-index-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",
       ".xr-index-data-in:checked ~ .xr-index-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-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-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",
       ".xr-no-icon {\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.Dataset&gt;\n",
       "Dimensions:      (band: 1, y: 17072, x: 12810)\n",
       "Coordinates:\n",
       "  * band         (band) int64 1\n",
       "    xc           (y, x) float64 dask.array&lt;chunksize=(534, 801), meta=np.ndarray&gt;\n",
       "    yc           (y, x) float64 dask.array&lt;chunksize=(534, 801), meta=np.ndarray&gt;\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    band_data    (band, y, x) float64 dask.array&lt;chunksize=(1, 1067, 801), meta=np.ndarray&gt;\n",
       "    spatial_ref  int64 ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-dc043647-e723-4bff-825f-21c11de1cac0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-dc043647-e723-4bff-825f-21c11de1cac0' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>band</span>: 1</li><li><span>y</span>: 17072</li><li><span>x</span>: 12810</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-fc2b01d3-c5d2-482c-81b0-62f79bc40b7a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-fc2b01d3-c5d2-482c-81b0-62f79bc40b7a' 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'>int64</div><div class='xr-var-preview xr-preview'>1</div><input id='attrs-b1d0d85f-6ab8-42a4-b971-941ac80c7938' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b1d0d85f-6ab8-42a4-b971-941ac80c7938' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a73c1154-5faa-43f8-937c-a593e86237ba' class='xr-var-data-in' type='checkbox'><label for='data-a73c1154-5faa-43f8-937c-a593e86237ba' 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>xc</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(534, 801), meta=np.ndarray&gt;</div><input id='attrs-6cb6d9fd-1a30-4ec5-87cc-ab1ab9ad13ab' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6cb6d9fd-1a30-4ec5-87cc-ab1ab9ad13ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-40b0c26a-6a34-4087-aab8-2300eb27e53e' class='xr-var-data-in' type='checkbox'><label for='data-40b0c26a-6a34-4087-aab8-2300eb27e53e' 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'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 1.63 GiB </td>\n",
       "                        <td> 3.26 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (17072, 12810) </td>\n",
       "                        <td> (534, 801) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 512 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"140\" height=\"170\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"90\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"3\" x2=\"90\" y2=\"3\" />\n",
       "  <line x1=\"0\" y1=\"11\" x2=\"90\" y2=\"11\" />\n",
       "  <line x1=\"0\" y1=\"18\" x2=\"90\" y2=\"18\" />\n",
       "  <line x1=\"0\" y1=\"22\" x2=\"90\" y2=\"22\" />\n",
       "  <line x1=\"0\" y1=\"30\" x2=\"90\" y2=\"30\" />\n",
       "  <line x1=\"0\" y1=\"37\" x2=\"90\" y2=\"37\" />\n",
       "  <line x1=\"0\" y1=\"41\" x2=\"90\" y2=\"41\" />\n",
       "  <line x1=\"0\" y1=\"48\" x2=\"90\" y2=\"48\" />\n",
       "  <line x1=\"0\" y1=\"56\" x2=\"90\" y2=\"56\" />\n",
       "  <line x1=\"0\" y1=\"60\" x2=\"90\" y2=\"60\" />\n",
       "  <line x1=\"0\" y1=\"67\" x2=\"90\" y2=\"67\" />\n",
       "  <line x1=\"0\" y1=\"75\" x2=\"90\" y2=\"75\" />\n",
       "  <line x1=\"0\" y1=\"78\" x2=\"90\" y2=\"78\" />\n",
       "  <line x1=\"0\" y1=\"86\" x2=\"90\" y2=\"86\" />\n",
       "  <line x1=\"0\" y1=\"93\" x2=\"90\" y2=\"93\" />\n",
       "  <line x1=\"0\" y1=\"97\" x2=\"90\" y2=\"97\" />\n",
       "  <line x1=\"0\" y1=\"105\" x2=\"90\" y2=\"105\" />\n",
       "  <line x1=\"0\" y1=\"112\" x2=\"90\" y2=\"112\" />\n",
       "  <line x1=\"0\" y1=\"120\" x2=\"90\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"5\" y1=\"0\" x2=\"5\" y2=\"120\" />\n",
       "  <line x1=\"11\" y1=\"0\" x2=\"11\" y2=\"120\" />\n",
       "  <line x1=\"16\" y1=\"0\" x2=\"16\" y2=\"120\" />\n",
       "  <line x1=\"22\" y1=\"0\" x2=\"22\" y2=\"120\" />\n",
       "  <line x1=\"28\" y1=\"0\" x2=\"28\" y2=\"120\" />\n",
       "  <line x1=\"33\" y1=\"0\" x2=\"33\" y2=\"120\" />\n",
       "  <line x1=\"39\" y1=\"0\" x2=\"39\" y2=\"120\" />\n",
       "  <line x1=\"45\" y1=\"0\" x2=\"45\" y2=\"120\" />\n",
       "  <line x1=\"50\" y1=\"0\" x2=\"50\" y2=\"120\" />\n",
       "  <line x1=\"56\" y1=\"0\" x2=\"56\" y2=\"120\" />\n",
       "  <line x1=\"61\" y1=\"0\" x2=\"61\" y2=\"120\" />\n",
       "  <line x1=\"67\" y1=\"0\" x2=\"67\" y2=\"120\" />\n",
       "  <line x1=\"73\" y1=\"0\" x2=\"73\" y2=\"120\" />\n",
       "  <line x1=\"78\" y1=\"0\" x2=\"78\" y2=\"120\" />\n",
       "  <line x1=\"84\" y1=\"0\" x2=\"84\" y2=\"120\" />\n",
       "  <line x1=\"90\" y1=\"0\" x2=\"90\" y2=\"120\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 90.04217432052484,0.0 90.04217432052484,120.0 0.0,120.0\" style=\"fill:#8B4903A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"45.021087\" y=\"140.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >12810</text>\n",
       "  <text x=\"110.042174\" y=\"60.000000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,110.042174,60.000000)\">17072</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>yc</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(534, 801), meta=np.ndarray&gt;</div><input id='attrs-5aeab122-9ca9-4bb8-8d1f-0ba45499a4ae' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5aeab122-9ca9-4bb8-8d1f-0ba45499a4ae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-64b7866b-feb8-47cb-aa7d-c4ab7d5b734f' class='xr-var-data-in' type='checkbox'><label for='data-64b7866b-feb8-47cb-aa7d-c4ab7d5b734f' 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'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 1.63 GiB </td>\n",
       "                        <td> 3.26 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (17072, 12810) </td>\n",
       "                        <td> (534, 801) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 512 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"140\" height=\"170\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"90\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"0\" y1=\"3\" x2=\"90\" y2=\"3\" />\n",
       "  <line x1=\"0\" y1=\"11\" x2=\"90\" y2=\"11\" />\n",
       "  <line x1=\"0\" y1=\"18\" x2=\"90\" y2=\"18\" />\n",
       "  <line x1=\"0\" y1=\"22\" x2=\"90\" y2=\"22\" />\n",
       "  <line x1=\"0\" y1=\"30\" x2=\"90\" y2=\"30\" />\n",
       "  <line x1=\"0\" y1=\"37\" x2=\"90\" y2=\"37\" />\n",
       "  <line x1=\"0\" y1=\"41\" x2=\"90\" y2=\"41\" />\n",
       "  <line x1=\"0\" y1=\"48\" x2=\"90\" y2=\"48\" />\n",
       "  <line x1=\"0\" y1=\"56\" x2=\"90\" y2=\"56\" />\n",
       "  <line x1=\"0\" y1=\"60\" x2=\"90\" y2=\"60\" />\n",
       "  <line x1=\"0\" y1=\"67\" x2=\"90\" y2=\"67\" />\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-5f85c822-a005-4972-9da2-9372d1e299b9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5f85c822-a005-4972-9da2-9372d1e299b9' class='xr-section-summary' >Data variables: <span>(2)</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>band_data</span></div><div class='xr-var-dims'>(band, y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1067, 801), meta=np.ndarray&gt;</div><input id='attrs-96406fa7-91ce-4d3e-af8c-1e28a9bc96aa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-96406fa7-91ce-4d3e-af8c-1e28a9bc96aa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-81ee7d93-4f4d-46e7-a0f2-5d45fede35a5' class='xr-var-data-in' type='checkbox'><label for='data-81ee7d93-4f4d-46e7-a0f2-5d45fede35a5' 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'><dt><span>AREA_OR_POINT :</span></dt><dd>Point</dd><dt><span>grid_mapping :</span></dt><dd>spatial_ref</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 1.63 GiB </td>\n",
       "                        <td> 6.52 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (1, 17072, 12810) </td>\n",
       "                        <td> (1, 1067, 801) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 256 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cf780208-ccf3-4c52-a3f3-2697ad944028' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cf780208-ccf3-4c52-a3f3-2697ad944028' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e2453786-098f-4ffd-9c1f-dea818e55511' class='xr-var-data-in' type='checkbox'><label for='data-e2453786-098f-4ffd-9c1f-dea818e55511' 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'><dt><span>GeoTransform :</span></dt><dd>10.50014820907392 0.00012070250150375875 -2.609127035245679e-05 53.85791404256921 -1.5387410410647694e-05 -7.246156895736279e-05</dd><dt><span>crs_wkt :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4c9ae737-98ae-4542-820c-61308f2605f7' class='xr-section-summary-in' type='checkbox'  ><label for='section-4c9ae737-98ae-4542-820c-61308f2605f7' class='xr-section-summary' >Indexes: <span>(1)</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-index-name'><div>band</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-3c8a8500-41cc-47af-b489-53febb5355bf' class='xr-index-data-in' type='checkbox'/><label for='index-3c8a8500-41cc-47af-b489-53febb5355bf' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Int64Index([1], dtype=&#x27;int64&#x27;, name=&#x27;band&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-36fdeaaa-9342-4d6c-89a2-a680022d99a8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-36fdeaaa-9342-4d6c-89a2-a680022d99a8' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:      (band: 1, y: 17072, x: 12810)\n",
       "Coordinates:\n",
       "  * band         (band) int64 1\n",
       "    xc           (y, x) float64 dask.array<chunksize=(534, 801), meta=np.ndarray>\n",
       "    yc           (y, x) float64 dask.array<chunksize=(534, 801), meta=np.ndarray>\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    band_data    (band, y, x) float64 dask.array<chunksize=(1, 1067, 801), meta=np.ndarray>\n",
       "    spatial_ref  int64 ..."
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "\n",
    "import zarr\n",
    "import fsspec\n",
    "import s3fs\n",
    "import xarray as xr\n",
    "\n",
    "# Initialize the S3FileSystem with only the endpoint_url, as the bucket is now public\n",
    "ceosBucket = s3fs.S3FileSystem(client_kwargs={'endpoint_url': 'http://l-geozarr.spb.spacebel.be:9000'}, anon=True)\n",
    "\n",
    "# Use the ceosBucket variable when creating the S3Map, as the bucket is now public\n",
    "store = s3fs.S3Map(root='ceos/store/TSX_OPER_SAR/2013/06/11/TSX_OPER_SAR_SC_MGD_20130611T054228_N53-141_E011-048_0000_v0100/TSX_OPER_SAR_SC_MGD_20130611T054228_N53-141_E011-048_0000_v0100.zarr', s3=ceosBucket, check=False)\n",
    "\n",
    "# Open with xarray\n",
    "product = xr.open_zarr(store)\n",
    "product\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "77e22c21-3076-4d27-b7fc-80aab424ac11",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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