A64-postprocess.ipynb

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   "cell_type": "markdown",
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   "source": [
    "# Displacement time series\n",
    "\n",
    "Note: this is an experimental demonstration notebook. For more advanced time series generation check out libraries like https://github.com/insarlab/MintPy. The goal here is to generate a fast and simple first-pass estimate.\n",
    "\n",
    "(Ascending track 64)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "aa4580a4-81b7-4ac6-ad30-e77a6593148e",
   "metadata": {},
   "outputs": [],
   "source": [
    "import hyp3_sdk as sdk\n",
    "import xarray as xr\n",
    "import geopandas as gpd\n",
    "import pandas as pd\n",
    "import odc.stac\n",
    "import pystac\n",
    "import concurrent.futures\n",
    "from utils import hyp32stac\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "a7f2c5b1-843a-4231-bbe9-727eaf6381cb",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline\n",
    "%config InlineBackend.figure_format='retina'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "3fd059fd-a7ef-48c9-ac33-24d62e904ab0",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Look up fileURLs from HYP3 SDK\n",
    "hyp3 = sdk.HyP3() \n",
    "myjobs = hyp3.find_jobs(job_type='INSAR_ISCE_BURST')\n",
    "df = pd.DataFrame([x.to_dict() for x in myjobs])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "25eee96c-6b93-4f00-a199-a0187f9bc350",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "status_code\n",
       "SUCCEEDED    483\n",
       "FAILED         1\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.status_code.value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "ce3316fb-375c-4ef7-9000-3b11196b7c1a",
   "metadata": {},
   "outputs": [],
   "source": [
    "df['refdate'] = pd.to_datetime(df['name'].str[15:23], format='%Y%m%d', errors='coerce')\n",
    "df = df[df['refdate'].notna()] # drop rows with NaT\n",
    "\n",
    "df['secdate'] = pd.to_datetime(df['name'].str[24:32], format='%Y%m%d', errors='coerce')\n",
    "df['timespan'] = df.secdate - df.refdate\n",
    "\n",
    "df = df.sort_values(by='refdate').reset_index()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "02a842f8-75ab-40b1-a2e7-d0fba3b44c66",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "279\n"
     ]
    }
   ],
   "source": [
    "subset = df[df['name'].str.startswith('064')]\n",
    "subset = subset[subset.status_code == 'SUCCEEDED']\n",
    "#subset = subset[subset.request_time.str.startswith('2023-12-08')]\n",
    "print(len(subset))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "1bfa1c59-9fc9-4569-8ab9-186cfc24e620",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
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     "text": [
      "279 Interferograms\n",
      "139 Dates\n"
     ]
    }
   ],
   "source": [
    "# For timeseries, we need n_interferograms > n_dates\n",
    "dates = pd.unique(subset[['refdate', 'secdate']].values.ravel())\n",
    "print(f'{len(subset)} Interferograms')\n",
    "print(f'{len(dates)} Dates')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6919343b-7c79-48bf-963e-c059ab104e10",
   "metadata": {},
   "source": [
    "#### Uncomment following cells to save STAC metadata"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "912e88c7-3440-41d1-b215-21211e417d2e",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Plot timespans\n",
    "\n",
    "# fig, ax = plt.subplots(figsize=(10,6))\n",
    "# for i,row in subset.iterrows():\n",
    "#     plt.plot([row.refdate, row.secdate], [i,i],  'k-', marker='|')\n",
    "    \n",
    "# plt.ylabel('interferorgram #')\n",
    "# plt.xlabel('date');"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "500b3177-62c0-4e00-8c2c-652780e3f316",
   "metadata": {},
   "outputs": [],
   "source": [
    "# %%time \n",
    "\n",
    "# args = [job for i,job in subset.iterrows()]\n",
    "\n",
    "# # TODO: could use a dask dataframe here\n",
    "# with concurrent.futures.ThreadPoolExecutor(max_workers=8) as executor:\n",
    "#     results = executor.map(hyp32stac, args)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "87831a38-eb08-4fb6-b620-f19b8279a8d6",
   "metadata": {},
   "outputs": [],
   "source": [
    "# items = list(results)\n",
    "# print(len(items))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "22967699-68fa-40b6-9649-6399db0c1969",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Save as ItemCollection\n",
    "\n",
    "#pystac.ItemCollection(items).save_object('items-A64.json')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "df1a232b-d73e-4b4d-b929-8cafa6198a7e",
   "metadata": {},
   "source": [
    "#### Load previously saved STAC metadata"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "4b236368-7cd7-4173-b11c-1575e46d85e8",
   "metadata": {},
   "outputs": [],
   "source": [
    "items = pystac.ItemCollection.from_file('items-A64.json')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "ac0ea12a-2c0c-4d76-bb3f-b6474bdad1ae",
   "metadata": {},
   "outputs": [
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       "Data variables:\n",
       "    conncomp     (time, y, x) float32 dask.array&lt;chunksize=(1, 1024, 1024), meta=np.ndarray&gt;\n",
       "    corr         (time, y, x) float32 dask.array&lt;chunksize=(1, 1024, 1024), meta=np.ndarray&gt;\n",
       "    dem          (time, y, x) float32 dask.array&lt;chunksize=(1, 1024, 1024), meta=np.ndarray&gt;\n",
       "    lv_phi       (time, y, x) float32 dask.array&lt;chunksize=(1, 1024, 1024), meta=np.ndarray&gt;\n",
       "    lv_theta     (time, y, x) float32 dask.array&lt;chunksize=(1, 1024, 1024), meta=np.ndarray&gt;\n",
       "    unwrapped    (time, y, x) float32 dask.array&lt;chunksize=(1, 1024, 1024), meta=np.ndarray&gt;\n",
       "    wrapped      (time, y, x) float32 dask.array&lt;chunksize=(1, 1024, 1024), meta=np.ndarray&gt;</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-e76e5d24-ae70-4217-98bf-3c7f16d8163a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e76e5d24-ae70-4217-98bf-3c7f16d8163a' 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'>y</span>: 2104</li><li><span class='xr-has-index'>x</span>: 5478</li><li><span class='xr-has-index'>time</span>: 142</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-c5afa959-c194-4000-ac0c-60a6e832effc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c5afa959-c194-4000-ac0c-60a6e832effc' class='xr-section-summary' >Coordinates: <span>(4)</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'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.313e+06 5.313e+06 ... 5.271e+06</div><input id='attrs-fba2d775-934c-4fc4-a806-63f6002fa7cb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fba2d775-934c-4fc4-a806-63f6002fa7cb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-532bf153-467d-4ad0-913c-ac2a5d127606' class='xr-var-data-in' type='checkbox'><label for='data-532bf153-467d-4ad0-913c-ac2a5d127606' 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>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-20.0</dd><dt><span>crs :</span></dt><dd>EPSG:32610</dd></dl></div><div class='xr-var-data'><pre>array([5312930., 5312910., 5312890., ..., 5270910., 5270890., 5270870.])</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'>5.403e+05 5.403e+05 ... 6.498e+05</div><input id='attrs-3a015d08-381e-4626-ba3a-880ea5f9ac36' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3a015d08-381e-4626-ba3a-880ea5f9ac36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b682ebcf-c750-4b98-a0dd-6f26b89f1cf2' class='xr-var-data-in' type='checkbox'><label for='data-b682ebcf-c750-4b98-a0dd-6f26b89f1cf2' 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>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>20.0</dd><dt><span>crs :</span></dt><dd>EPSG:32610</dd></dl></div><div class='xr-var-data'><pre>array([540290., 540310., 540330., ..., 649790., 649810., 649830.])</pre></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'>int32</div><div class='xr-var-preview xr-preview'>32610</div><input id='attrs-d9b4733a-b8f5-427a-bf8c-d87705dfa5d7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d9b4733a-b8f5-427a-bf8c-d87705dfa5d7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f057f316-9a52-4521-9213-09ef95261df3' class='xr-var-data-in' type='checkbox'><label for='data-f057f316-9a52-4521-9213-09ef95261df3' 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>spatial_ref :</span></dt><dd>PROJCRS[&quot;WGS 84 / UTM zone 10N&quot;,BASEGEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],ID[&quot;EPSG&quot;,4326]],CONVERSION[&quot;UTM zone 10N&quot;,METHOD[&quot;Transverse Mercator&quot;,ID[&quot;EPSG&quot;,9807]],PARAMETER[&quot;Latitude of natural origin&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,-123,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;Scale factor at natural origin&quot;,0.9996,SCALEUNIT[&quot;unity&quot;,1],ID[&quot;EPSG&quot;,8805]],PARAMETER[&quot;False easting&quot;,500000,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1]],USAGE[SCOPE[&quot;Engineering survey, topographic mapping.&quot;],AREA[&quot;Between 126°W and 120°W, northern hemisphere between equator and 84°N, onshore and offshore. Canada - British Columbia (BC); Northwest Territories (NWT); Nunavut; Yukon. United States (USA) - Alaska (AK).&quot;],BBOX[0,-126,84,-120]],ID[&quot;EPSG&quot;,32610]]</dd><dt><span>crs_wkt :</span></dt><dd>PROJCRS[&quot;WGS 84 / UTM zone 10N&quot;,BASEGEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],ID[&quot;EPSG&quot;,4326]],CONVERSION[&quot;UTM zone 10N&quot;,METHOD[&quot;Transverse Mercator&quot;,ID[&quot;EPSG&quot;,9807]],PARAMETER[&quot;Latitude of natural origin&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,-123,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;Scale factor at natural origin&quot;,0.9996,SCALEUNIT[&quot;unity&quot;,1],ID[&quot;EPSG&quot;,8805]],PARAMETER[&quot;False easting&quot;,500000,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1]],USAGE[SCOPE[&quot;Engineering survey, topographic mapping.&quot;],AREA[&quot;Between 126°W and 120°W, northern hemisphere between equator and 84°N, onshore and offshore. Canada - British Columbia (BC); Northwest Territories (NWT); Nunavut; Yukon. United States (USA) - Alaska (AK).&quot;],BBOX[0,-126,84,-120]],ID[&quot;EPSG&quot;,32610]]</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>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984 ensemble</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 10N</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>-123.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>GeoTransform :</span></dt><dd>540280.0 20.0 0.0 5312940.0 0.0 -20.0</dd></dl></div><div class='xr-var-data'><pre>array(32610, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-01-23T01:53:26 ... 2023-11-...</div><input id='attrs-ab12b11b-de2b-4289-96fb-afad03a9b480' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ab12b11b-de2b-4289-96fb-afad03a9b480' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-533bf459-7621-4667-9b78-3f835164bed1' class='xr-var-data-in' type='checkbox'><label for='data-533bf459-7621-4667-9b78-3f835164bed1' 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([&#x27;2019-01-23T01:53:26.000000000&#x27;, &#x27;2019-03-12T01:53:25.000000000&#x27;,\n",
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       "       &#x27;2019-07-10T01:53:31.000000000&#x27;, &#x27;2019-07-22T01:53:31.000000000&#x27;,\n",
       "       &#x27;2019-08-03T01:53:32.000000000&#x27;, &#x27;2019-08-03T01:53:32.000000000&#x27;,\n",
       "       &#x27;2019-08-15T01:53:33.000000000&#x27;, &#x27;2019-08-27T01:53:33.000000000&#x27;,\n",
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       "       &#x27;2019-10-14T01:53:35.000000000&#x27;, &#x27;2019-10-26T01:53:35.000000000&#x27;,\n",
       "       &#x27;2019-11-07T01:53:35.000000000&#x27;, &#x27;2019-11-19T01:53:35.000000000&#x27;,\n",
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       "       &#x27;2019-12-25T01:53:33.000000000&#x27;, &#x27;2020-01-06T01:53:33.000000000&#x27;,\n",
       "       &#x27;2020-01-18T01:53:32.000000000&#x27;, &#x27;2020-01-30T01:53:32.000000000&#x27;,\n",
       "       &#x27;2020-02-11T01:53:32.000000000&#x27;, &#x27;2020-02-23T01:53:31.000000000&#x27;,\n",
       "       &#x27;2020-03-06T01:53:31.000000000&#x27;, &#x27;2020-03-18T01:53:32.000000000&#x27;,\n",
       "       &#x27;2020-04-11T01:53:32.000000000&#x27;, &#x27;2020-04-23T01:53:32.000000000&#x27;,\n",
       "       &#x27;2020-05-05T01:53:33.000000000&#x27;, &#x27;2020-05-17T01:53:34.000000000&#x27;,\n",
       "       &#x27;2020-05-29T01:53:35.000000000&#x27;, &#x27;2020-06-10T01:53:35.000000000&#x27;,\n",
       "       &#x27;2020-06-22T01:53:36.000000000&#x27;, &#x27;2020-07-04T01:53:36.000000000&#x27;,\n",
       "       &#x27;2020-07-16T01:53:37.000000000&#x27;, &#x27;2020-07-28T01:53:38.000000000&#x27;,\n",
       "       &#x27;2020-08-09T01:53:39.000000000&#x27;, &#x27;2020-08-09T01:53:39.000000000&#x27;,\n",
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       "       &#x27;2020-11-01T01:53:41.000000000&#x27;, &#x27;2020-11-13T01:53:41.000000000&#x27;,\n",
       "       &#x27;2020-11-25T01:53:41.000000000&#x27;, &#x27;2020-12-07T01:53:40.000000000&#x27;,\n",
       "       &#x27;2020-12-19T01:53:40.000000000&#x27;, &#x27;2020-12-31T01:53:39.000000000&#x27;,\n",
       "       &#x27;2021-01-12T01:53:39.000000000&#x27;, &#x27;2021-01-24T01:53:38.000000000&#x27;,\n",
       "       &#x27;2021-02-05T01:53:38.000000000&#x27;, &#x27;2021-02-17T01:53:37.000000000&#x27;,\n",
       "       &#x27;2021-03-01T01:53:37.000000000&#x27;, &#x27;2021-03-13T01:53:37.000000000&#x27;,\n",
       "       &#x27;2021-03-25T01:53:37.000000000&#x27;, &#x27;2021-04-06T01:53:38.000000000&#x27;,\n",
       "       &#x27;2021-04-18T01:53:38.000000000&#x27;, &#x27;2021-04-30T01:53:39.000000000&#x27;,\n",
       "       &#x27;2021-05-12T01:53:39.000000000&#x27;, &#x27;2021-05-24T01:53:40.000000000&#x27;,\n",
       "       &#x27;2021-06-05T01:53:41.000000000&#x27;, &#x27;2021-06-17T01:53:42.000000000&#x27;,\n",
       "       &#x27;2021-06-29T01:53:42.000000000&#x27;, &#x27;2021-07-11T01:53:43.000000000&#x27;,\n",
       "       &#x27;2021-07-23T01:53:44.000000000&#x27;, &#x27;2021-07-29T01:54:26.000000000&#x27;,\n",
       "       &#x27;2021-08-04T01:53:44.000000000&#x27;, &#x27;2021-08-04T01:53:44.000000000&#x27;,\n",
       "       &#x27;2021-08-28T01:53:46.000000000&#x27;, &#x27;2021-09-09T01:53:46.000000000&#x27;,\n",
       "       &#x27;2021-09-21T01:53:47.000000000&#x27;, &#x27;2021-10-03T01:53:47.000000000&#x27;,\n",
       "       &#x27;2021-10-15T01:53:47.000000000&#x27;, &#x27;2021-10-27T01:53:47.000000000&#x27;,\n",
       "       &#x27;2021-11-08T01:53:47.000000000&#x27;, &#x27;2021-11-20T01:53:47.000000000&#x27;,\n",
       "       &#x27;2021-11-26T01:54:28.000000000&#x27;, &#x27;2021-12-02T01:53:46.000000000&#x27;,\n",
       "       &#x27;2021-12-08T01:54:28.000000000&#x27;, &#x27;2021-12-14T01:53:46.000000000&#x27;,\n",
       "       &#x27;2021-12-20T01:54:27.000000000&#x27;, &#x27;2022-03-14T01:54:25.000000000&#x27;,\n",
       "       &#x27;2022-03-26T01:54:25.000000000&#x27;, &#x27;2022-04-07T01:54:25.000000000&#x27;,\n",
       "       &#x27;2022-04-19T01:54:26.000000000&#x27;, &#x27;2022-05-01T01:54:26.000000000&#x27;,\n",
       "       &#x27;2022-05-13T01:54:27.000000000&#x27;, &#x27;2022-05-25T01:54:28.000000000&#x27;,\n",
       "       &#x27;2022-06-06T01:54:29.000000000&#x27;, &#x27;2022-06-18T01:54:29.000000000&#x27;,\n",
       "       &#x27;2022-06-30T01:54:30.000000000&#x27;, &#x27;2022-07-12T01:54:31.000000000&#x27;,\n",
       "       &#x27;2022-07-24T01:54:32.000000000&#x27;, &#x27;2022-08-05T01:54:33.000000000&#x27;,\n",
       "       &#x27;2022-08-05T01:54:33.000000000&#x27;, &#x27;2022-08-17T01:54:33.000000000&#x27;,\n",
       "       &#x27;2022-08-29T01:54:34.000000000&#x27;, &#x27;2022-09-10T01:54:35.000000000&#x27;,\n",
       "       &#x27;2022-09-22T01:54:34.000000000&#x27;, &#x27;2022-10-04T01:54:35.000000000&#x27;,\n",
       "       &#x27;2022-10-16T01:54:35.000000000&#x27;, &#x27;2022-10-28T01:54:35.000000000&#x27;,\n",
       "       &#x27;2022-11-09T01:54:34.000000000&#x27;, &#x27;2022-11-21T01:54:35.000000000&#x27;,\n",
       "       &#x27;2022-12-03T01:54:34.000000000&#x27;, &#x27;2022-12-15T01:54:33.000000000&#x27;,\n",
       "       &#x27;2022-12-27T01:54:32.000000000&#x27;, &#x27;2023-01-08T01:54:32.000000000&#x27;,\n",
       "       &#x27;2023-01-20T01:54:31.000000000&#x27;, &#x27;2023-02-01T01:54:31.000000000&#x27;,\n",
       "       &#x27;2023-02-13T01:54:31.000000000&#x27;, &#x27;2023-02-25T01:54:30.000000000&#x27;,\n",
       "       &#x27;2023-03-09T01:54:30.000000000&#x27;, &#x27;2023-03-21T01:54:31.000000000&#x27;,\n",
       "       &#x27;2023-04-02T01:54:31.000000000&#x27;, &#x27;2023-04-14T01:54:31.000000000&#x27;,\n",
       "       &#x27;2023-04-26T01:54:32.000000000&#x27;, &#x27;2023-05-08T01:54:32.000000000&#x27;,\n",
       "       &#x27;2023-05-20T01:54:33.000000000&#x27;, &#x27;2023-06-01T01:54:34.000000000&#x27;,\n",
       "       &#x27;2023-06-13T01:54:34.000000000&#x27;, &#x27;2023-06-25T01:54:35.000000000&#x27;,\n",
       "       &#x27;2023-07-07T01:54:36.000000000&#x27;, &#x27;2023-07-31T01:54:37.000000000&#x27;,\n",
       "       &#x27;2023-08-12T01:54:37.000000000&#x27;, &#x27;2023-08-24T01:54:38.000000000&#x27;,\n",
       "       &#x27;2023-09-05T01:54:39.000000000&#x27;, &#x27;2023-09-17T01:54:40.000000000&#x27;,\n",
       "       &#x27;2023-09-29T01:54:40.000000000&#x27;, &#x27;2023-10-11T01:54:39.000000000&#x27;,\n",
       "       &#x27;2023-10-23T01:54:40.000000000&#x27;, &#x27;2023-11-04T01:54:39.000000000&#x27;,\n",
       "       &#x27;2023-11-16T01:54:39.000000000&#x27;, &#x27;2023-11-28T01:54:39.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d2a121cb-d34d-4ef5-b0ea-98f1d7b9caaf' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d2a121cb-d34d-4ef5-b0ea-98f1d7b9caaf' class='xr-section-summary' >Data variables: <span>(7)</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>conncomp</span></div><div class='xr-var-dims'>(time, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1024, 1024), meta=np.ndarray&gt;</div><input id='attrs-81f30950-3e8f-4aba-8263-2701726eaf8c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-81f30950-3e8f-4aba-8263-2701726eaf8c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-33443db0-6caa-483b-abc6-a0d3b3e925a3' class='xr-var-data-in' type='checkbox'><label for='data-33443db0-6caa-483b-abc6-a0d3b3e925a3' 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",
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       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 6.10 GiB </td>\n",
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       "                    <tr>\n",
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       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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       "       5312810.0, 5312790.0, 5312770.0, 5312750.0,\n",
       "       ...\n",
       "       5271050.0, 5271030.0, 5271010.0, 5270990.0, 5270970.0, 5270950.0,\n",
       "       5270930.0, 5270910.0, 5270890.0, 5270870.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=2104))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-798a7e3a-a82f-4c6d-aaaf-ac8b14212dd6' class='xr-index-data-in' type='checkbox'/><label for='index-798a7e3a-a82f-4c6d-aaaf-ac8b14212dd6' 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(Index([540290.0, 540310.0, 540330.0, 540350.0, 540370.0, 540390.0, 540410.0,\n",
       "       540430.0, 540450.0, 540470.0,\n",
       "       ...\n",
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       "       649790.0, 649810.0, 649830.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=5478))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e6e284c9-50c4-4566-a32f-0062d99e438e' class='xr-index-data-in' type='checkbox'/><label for='index-e6e284c9-50c4-4566-a32f-0062d99e438e' 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(DatetimeIndex([&#x27;2019-01-23 01:53:26&#x27;, &#x27;2019-03-12 01:53:25&#x27;,\n",
       "               &#x27;2019-03-24 01:53:25&#x27;, &#x27;2019-04-05 01:53:26&#x27;,\n",
       "               &#x27;2019-04-17 01:53:26&#x27;, &#x27;2019-04-29 01:53:27&#x27;,\n",
       "               &#x27;2019-05-11 01:53:27&#x27;, &#x27;2019-05-23 01:53:28&#x27;,\n",
       "               &#x27;2019-06-16 01:53:29&#x27;, &#x27;2019-06-28 01:53:30&#x27;,\n",
       "               ...\n",
       "               &#x27;2023-08-12 01:54:37&#x27;, &#x27;2023-08-24 01:54:38&#x27;,\n",
       "               &#x27;2023-09-05 01:54:39&#x27;, &#x27;2023-09-17 01:54:40&#x27;,\n",
       "               &#x27;2023-09-29 01:54:40&#x27;, &#x27;2023-10-11 01:54:39&#x27;,\n",
       "               &#x27;2023-10-23 01:54:40&#x27;, &#x27;2023-11-04 01:54:39&#x27;,\n",
       "               &#x27;2023-11-16 01:54:39&#x27;, &#x27;2023-11-28 01:54:39&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=142, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e3b03331-06df-4a47-aa30-cb9d1c0dcdd6' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-e3b03331-06df-4a47-aa30-cb9d1c0dcdd6' 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:      (y: 2104, x: 5478, time: 142)\n",
       "Coordinates:\n",
       "  * y            (y) float64 5.313e+06 5.313e+06 ... 5.271e+06 5.271e+06\n",
       "  * x            (x) float64 5.403e+05 5.403e+05 ... 6.498e+05 6.498e+05\n",
       "    spatial_ref  int32 32610\n",
       "  * time         (time) datetime64[ns] 2019-01-23T01:53:26 ... 2023-11-28T01:...\n",
       "Data variables:\n",
       "    conncomp     (time, y, x) float32 dask.array<chunksize=(1, 1024, 1024), meta=np.ndarray>\n",
       "    corr         (time, y, x) float32 dask.array<chunksize=(1, 1024, 1024), meta=np.ndarray>\n",
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       "    wrapped      (time, y, x) float32 dask.array<chunksize=(1, 1024, 1024), meta=np.ndarray>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "DS = odc.stac.load(\n",
    "    items,\n",
    "    groupby='id', #unique interferogram identifier, note might have duplicate time coordinates\n",
    "    chunks={'x': 256*4, 'y': 256*4},\n",
    ")\n",
    "DS  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "f399f782-3392-42c8-a765-378a1a6721e5",
   "metadata": {},
   "outputs": [],
   "source": [
    "DS = DS.assign_coords(stac_id=('time',[i.id for i in items]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "a584ad77-c814-45c3-a71f-1b00c04f818f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Subet to area of interest\n",
    "xcen, ycen = (552566, 5278284)\n",
    "pad = 5e3 #meters\n",
    "\n",
    "region = dict(x=slice(xcen-pad, xcen+pad),\n",
    "              y=slice(ycen+pad, ycen-pad))\n",
    "\n",
    "# subsample and coarsen\n",
    "ds = DS.sel(**region)#.coarsen(x=2,y=2,boundary='trim').median()\n",
    "\n",
    "# 1. pick reference point\n",
    "#xref, yref = (554_000, 5_285_000) #far north\n",
    "xref, yref = (551_000, 5_279_000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "3b106de9-a60d-4983-854e-80ab0df8a738",
   "metadata": {},
   "outputs": [],
   "source": [
    "da = ds.unwrapped.isel(time=0).compute()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "5bb58062-3901-4fe6-8801-32b05c47c640",
   "metadata": {},
   "outputs": [
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       ".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.DataArray &#x27;unwrapped&#x27; (y: 500, x: 500)&gt;\n",
       "array([[        nan,         nan,         nan, ..., -0.56230795,\n",
       "        -0.9148314 , -0.87004447],\n",
       "       [        nan,         nan,         nan, ..., -0.45206463,\n",
       "        -0.9089196 , -0.55393577],\n",
       "       [        nan,         nan,         nan, ..., -1.0362084 ,\n",
       "        -1.0362084 , -0.36155534],\n",
       "       ...,\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * y            (y) float64 5.283e+06 5.283e+06 ... 5.273e+06 5.273e+06\n",
       "  * x            (x) float64 5.476e+05 5.476e+05 ... 5.575e+05 5.576e+05\n",
       "    spatial_ref  int32 32610\n",
       "    time         datetime64[ns] 2019-01-23T01:53:26\n",
       "    stac_id      &lt;U38 &#x27;064_135602_IW1_20190123_20190111_5rlks&#x27;</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'unwrapped'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 500</li><li><span class='xr-has-index'>x</span>: 500</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-10a2f940-22e3-4986-b8aa-e2cd4d1b0263' class='xr-array-in' type='checkbox' checked><label for='section-10a2f940-22e3-4986-b8aa-e2cd4d1b0263' 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>nan nan nan nan nan nan nan nan ... nan nan nan nan nan nan nan nan</span></div><div class='xr-array-data'><pre>array([[        nan,         nan,         nan, ..., -0.56230795,\n",
       "        -0.9148314 , -0.87004447],\n",
       "       [        nan,         nan,         nan, ..., -0.45206463,\n",
       "        -0.9089196 , -0.55393577],\n",
       "       [        nan,         nan,         nan, ..., -1.0362084 ,\n",
       "        -1.0362084 , -0.36155534],\n",
       "       ...,\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-009a9940-b798-4446-992c-b88b80e268e1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-009a9940-b798-4446-992c-b88b80e268e1' class='xr-section-summary' >Coordinates: <span>(5)</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'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.283e+06 5.283e+06 ... 5.273e+06</div><input id='attrs-c14df57b-da58-4e2f-b323-52c882cf4368' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c14df57b-da58-4e2f-b323-52c882cf4368' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-46e2e3a9-1b33-4114-80bc-3e6ff9574a4a' class='xr-var-data-in' type='checkbox'><label for='data-46e2e3a9-1b33-4114-80bc-3e6ff9574a4a' 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>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-20.0</dd><dt><span>crs :</span></dt><dd>EPSG:32610</dd></dl></div><div class='xr-var-data'><pre>array([5283270., 5283250., 5283230., ..., 5273330., 5273310., 5273290.])</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'>5.476e+05 5.476e+05 ... 5.576e+05</div><input id='attrs-c665427a-f431-434d-890f-34eaf2faec3b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c665427a-f431-434d-890f-34eaf2faec3b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-669abe6e-d2c7-40d8-aa26-60b1750c4a26' class='xr-var-data-in' type='checkbox'><label for='data-669abe6e-d2c7-40d8-aa26-60b1750c4a26' 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>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>20.0</dd><dt><span>crs :</span></dt><dd>EPSG:32610</dd></dl></div><div class='xr-var-data'><pre>array([547570., 547590., 547610., ..., 557510., 557530., 557550.])</pre></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'>int32</div><div class='xr-var-preview xr-preview'>32610</div><input id='attrs-8563c456-ba96-411d-bdf5-2db9973a3777' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8563c456-ba96-411d-bdf5-2db9973a3777' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a86b33e-0c11-48dd-85ea-620c9ecde028' class='xr-var-data-in' type='checkbox'><label for='data-6a86b33e-0c11-48dd-85ea-620c9ecde028' 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>spatial_ref :</span></dt><dd>PROJCRS[&quot;WGS 84 / UTM zone 10N&quot;,BASEGEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],ID[&quot;EPSG&quot;,4326]],CONVERSION[&quot;UTM zone 10N&quot;,METHOD[&quot;Transverse Mercator&quot;,ID[&quot;EPSG&quot;,9807]],PARAMETER[&quot;Latitude of natural origin&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,-123,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;Scale factor at natural origin&quot;,0.9996,SCALEUNIT[&quot;unity&quot;,1],ID[&quot;EPSG&quot;,8805]],PARAMETER[&quot;False easting&quot;,500000,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1]],USAGE[SCOPE[&quot;Engineering survey, topographic mapping.&quot;],AREA[&quot;Between 126°W and 120°W, northern hemisphere between equator and 84°N, onshore and offshore. Canada - British Columbia (BC); Northwest Territories (NWT); Nunavut; Yukon. United States (USA) - Alaska (AK).&quot;],BBOX[0,-126,84,-120]],ID[&quot;EPSG&quot;,32610]]</dd><dt><span>crs_wkt :</span></dt><dd>PROJCRS[&quot;WGS 84 / UTM zone 10N&quot;,BASEGEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],ID[&quot;EPSG&quot;,4326]],CONVERSION[&quot;UTM zone 10N&quot;,METHOD[&quot;Transverse Mercator&quot;,ID[&quot;EPSG&quot;,9807]],PARAMETER[&quot;Latitude of natural origin&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,-123,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;Scale factor at natural origin&quot;,0.9996,SCALEUNIT[&quot;unity&quot;,1],ID[&quot;EPSG&quot;,8805]],PARAMETER[&quot;False easting&quot;,500000,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1]],USAGE[SCOPE[&quot;Engineering survey, topographic mapping.&quot;],AREA[&quot;Between 126°W and 120°W, northern hemisphere between equator and 84°N, onshore and offshore. Canada - British Columbia (BC); Northwest Territories (NWT); Nunavut; Yukon. United States (USA) - Alaska (AK).&quot;],BBOX[0,-126,84,-120]],ID[&quot;EPSG&quot;,32610]]</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>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984 ensemble</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 10N</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>-123.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>GeoTransform :</span></dt><dd>540280.0 20.0 0.0 5312940.0 0.0 -20.0</dd></dl></div><div class='xr-var-data'><pre>array(32610, dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2019-01-23T01:53:26</div><input id='attrs-2e99d4f4-375c-4233-ae97-8b57d7e19948' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2e99d4f4-375c-4233-ae97-8b57d7e19948' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e26290b3-a4b8-402d-a161-68d3568f57a8' class='xr-var-data-in' type='checkbox'><label for='data-e26290b3-a4b8-402d-a161-68d3568f57a8' 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(&#x27;2019-01-23T01:53:26.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>stac_id</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U38</div><div class='xr-var-preview xr-preview'>&#x27;064_135602_IW1_20190123_2019011...</div><input id='attrs-71127ca1-14c8-42d2-8378-1797e05251a9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-71127ca1-14c8-42d2-8378-1797e05251a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e231a029-6a7a-416b-a0a2-6c09fa4b92a2' class='xr-var-data-in' type='checkbox'><label for='data-e231a029-6a7a-416b-a0a2-6c09fa4b92a2' 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(&#x27;064_135602_IW1_20190123_20190111_5rlks&#x27;, dtype=&#x27;&lt;U38&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a6b93c6e-e4b4-4670-8800-36d6af0c1ef4' class='xr-section-summary-in' type='checkbox'  ><label for='section-a6b93c6e-e4b4-4670-8800-36d6af0c1ef4' class='xr-section-summary' >Indexes: <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-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-3599cebe-5ae8-4634-a9f7-55198e0783e1' class='xr-index-data-in' type='checkbox'/><label for='index-3599cebe-5ae8-4634-a9f7-55198e0783e1' 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(Index([5283270.0, 5283250.0, 5283230.0, 5283210.0, 5283190.0, 5283170.0,\n",
       "       5283150.0, 5283130.0, 5283110.0, 5283090.0,\n",
       "       ...\n",
       "       5273470.0, 5273450.0, 5273430.0, 5273410.0, 5273390.0, 5273370.0,\n",
       "       5273350.0, 5273330.0, 5273310.0, 5273290.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=500))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-fed57914-6c84-427a-9bcf-f55e1661276b' class='xr-index-data-in' type='checkbox'/><label for='index-fed57914-6c84-427a-9bcf-f55e1661276b' 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(Index([547570.0, 547590.0, 547610.0, 547630.0, 547650.0, 547670.0, 547690.0,\n",
       "       547710.0, 547730.0, 547750.0,\n",
       "       ...\n",
       "       557370.0, 557390.0, 557410.0, 557430.0, 557450.0, 557470.0, 557490.0,\n",
       "       557510.0, 557530.0, 557550.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=500))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7e774d0a-d2c6-4cd7-beea-fc64b14a8df1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7e774d0a-d2c6-4cd7-beea-fc64b14a8df1' 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.DataArray 'unwrapped' (y: 500, x: 500)>\n",
       "array([[        nan,         nan,         nan, ..., -0.56230795,\n",
       "        -0.9148314 , -0.87004447],\n",
       "       [        nan,         nan,         nan, ..., -0.45206463,\n",
       "        -0.9089196 , -0.55393577],\n",
       "       [        nan,         nan,         nan, ..., -1.0362084 ,\n",
       "        -1.0362084 , -0.36155534],\n",
       "       ...,\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * y            (y) float64 5.283e+06 5.283e+06 ... 5.273e+06 5.273e+06\n",
       "  * x            (x) float64 5.476e+05 5.476e+05 ... 5.575e+05 5.576e+05\n",
       "    spatial_ref  int32 32610\n",
       "    time         datetime64[ns] 2019-01-23T01:53:26\n",
       "    stac_id      <U38 '064_135602_IW1_20190123_20190111_5rlks'"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "da"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "ab41f2fa-a9aa-46ef-b0dd-668dcf4d6c59",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Normalize all interferograms\n",
    "da = ds.unwrapped.compute()\n",
    "daN = da - da.sel(x=xref, y=yref, method='nearest')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "4ae5e99b-d2c9-4ed5-833c-4ab5b6a446fd",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Plot a single interferogram\n",
    "\n",
    "# i = 0\n",
    "# daN.isel(time=i).plot.imshow();\n",
    "# #plt.xlim(540_000, 560_000)\n",
    "# #plt.ylim(5_270_000, 5_290_000)\n",
    "# plt.plot(xref, yref,'ko', label='reference');\n",
    "# plt.plot(xcen,ycen,'k*')\n",
    "# plt.title(str(daN.isel(time=i).stac_id.values));"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "f4db9927-2ac0-4516-9d83-3e4ef9f3f1a9",
   "metadata": {},
   "outputs": [
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       "\n",
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       "\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;unwrapped&#x27; (y: 500, x: 500)&gt;\n",
       "array([[        nan,         nan,         nan, ..., -3.0041666 ,\n",
       "        -2.7479823 , -5.9925075 ],\n",
       "       [        nan,         nan,         nan, ..., -1.1591526 ,\n",
       "         2.3262272 , -3.2825952 ],\n",
       "       [        nan,         nan,         nan, ..., -2.1398387 ,\n",
       "         4.3264813 ,  0.57202417],\n",
       "       ...,\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * y            (y) float64 5.283e+06 5.283e+06 ... 5.273e+06 5.273e+06\n",
       "  * x            (x) float64 5.476e+05 5.476e+05 ... 5.575e+05 5.576e+05\n",
       "    spatial_ref  int32 32610</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'unwrapped'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 500</li><li><span class='xr-has-index'>x</span>: 500</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-61ccb467-c248-4831-a9d9-ec06ae5a5e7d' class='xr-array-in' type='checkbox' checked><label for='section-61ccb467-c248-4831-a9d9-ec06ae5a5e7d' 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>nan nan nan nan nan nan nan nan ... nan nan nan nan nan nan nan nan</span></div><div class='xr-array-data'><pre>array([[        nan,         nan,         nan, ..., -3.0041666 ,\n",
       "        -2.7479823 , -5.9925075 ],\n",
       "       [        nan,         nan,         nan, ..., -1.1591526 ,\n",
       "         2.3262272 , -3.2825952 ],\n",
       "       [        nan,         nan,         nan, ..., -2.1398387 ,\n",
       "         4.3264813 ,  0.57202417],\n",
       "       ...,\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-11d9a60a-cac1-4470-aa1f-c6a4371341a4' class='xr-section-summary-in' type='checkbox'  checked><label for='section-11d9a60a-cac1-4470-aa1f-c6a4371341a4' 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'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.283e+06 5.283e+06 ... 5.273e+06</div><input id='attrs-c9fa4394-9208-4f44-b4be-e8bcae4e0e57' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c9fa4394-9208-4f44-b4be-e8bcae4e0e57' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0f23a89a-dc66-48ee-a05a-5266c3de0e38' class='xr-var-data-in' type='checkbox'><label for='data-0f23a89a-dc66-48ee-a05a-5266c3de0e38' 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>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>-20.0</dd><dt><span>crs :</span></dt><dd>EPSG:32610</dd></dl></div><div class='xr-var-data'><pre>array([5283270., 5283250., 5283230., ..., 5273330., 5273310., 5273290.])</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'>5.476e+05 5.476e+05 ... 5.576e+05</div><input id='attrs-9760c2ec-2768-483c-8956-cc0502c1790e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9760c2ec-2768-483c-8956-cc0502c1790e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3f6e65c7-75ec-4878-9fb1-15a6413c9bde' class='xr-var-data-in' type='checkbox'><label for='data-3f6e65c7-75ec-4878-9fb1-15a6413c9bde' 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>units :</span></dt><dd>metre</dd><dt><span>resolution :</span></dt><dd>20.0</dd><dt><span>crs :</span></dt><dd>EPSG:32610</dd></dl></div><div class='xr-var-data'><pre>array([547570., 547590., 547610., ..., 557510., 557530., 557550.])</pre></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'>int32</div><div class='xr-var-preview xr-preview'>32610</div><input id='attrs-8402f934-ed37-4a96-a632-07503f91e592' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8402f934-ed37-4a96-a632-07503f91e592' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e05aa95-605a-4468-b15a-0502afdfdbbb' class='xr-var-data-in' type='checkbox'><label for='data-4e05aa95-605a-4468-b15a-0502afdfdbbb' 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>spatial_ref :</span></dt><dd>PROJCRS[&quot;WGS 84 / UTM zone 10N&quot;,BASEGEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],ID[&quot;EPSG&quot;,4326]],CONVERSION[&quot;UTM zone 10N&quot;,METHOD[&quot;Transverse Mercator&quot;,ID[&quot;EPSG&quot;,9807]],PARAMETER[&quot;Latitude of natural origin&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,-123,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;Scale factor at natural origin&quot;,0.9996,SCALEUNIT[&quot;unity&quot;,1],ID[&quot;EPSG&quot;,8805]],PARAMETER[&quot;False easting&quot;,500000,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1]],USAGE[SCOPE[&quot;Engineering survey, topographic mapping.&quot;],AREA[&quot;Between 126°W and 120°W, northern hemisphere between equator and 84°N, onshore and offshore. Canada - British Columbia (BC); Northwest Territories (NWT); Nunavut; Yukon. United States (USA) - Alaska (AK).&quot;],BBOX[0,-126,84,-120]],ID[&quot;EPSG&quot;,32610]]</dd><dt><span>crs_wkt :</span></dt><dd>PROJCRS[&quot;WGS 84 / UTM zone 10N&quot;,BASEGEOGCRS[&quot;WGS 84&quot;,ENSEMBLE[&quot;World Geodetic System 1984 ensemble&quot;,MEMBER[&quot;World Geodetic System 1984 (Transit)&quot;],MEMBER[&quot;World Geodetic System 1984 (G730)&quot;],MEMBER[&quot;World Geodetic System 1984 (G873)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1150)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1674)&quot;],MEMBER[&quot;World Geodetic System 1984 (G1762)&quot;],MEMBER[&quot;World Geodetic System 1984 (G2139)&quot;],ELLIPSOID[&quot;WGS 84&quot;,6378137,298.257223563,LENGTHUNIT[&quot;metre&quot;,1]],ENSEMBLEACCURACY[2.0]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433]],ID[&quot;EPSG&quot;,4326]],CONVERSION[&quot;UTM zone 10N&quot;,METHOD[&quot;Transverse Mercator&quot;,ID[&quot;EPSG&quot;,9807]],PARAMETER[&quot;Latitude of natural origin&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8801]],PARAMETER[&quot;Longitude of natural origin&quot;,-123,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;Scale factor at natural origin&quot;,0.9996,SCALEUNIT[&quot;unity&quot;,1],ID[&quot;EPSG&quot;,8805]],PARAMETER[&quot;False easting&quot;,500000,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1]],USAGE[SCOPE[&quot;Engineering survey, topographic mapping.&quot;],AREA[&quot;Between 126°W and 120°W, northern hemisphere between equator and 84°N, onshore and offshore. Canada - British Columbia (BC); Northwest Territories (NWT); Nunavut; Yukon. United States (USA) - Alaska (AK).&quot;],BBOX[0,-126,84,-120]],ID[&quot;EPSG&quot;,32610]]</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>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>geographic_crs_name :</span></dt><dd>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984 ensemble</dd><dt><span>projected_crs_name :</span></dt><dd>WGS 84 / UTM zone 10N</dd><dt><span>grid_mapping_name :</span></dt><dd>transverse_mercator</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>0.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>-123.0</dd><dt><span>false_easting :</span></dt><dd>500000.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>scale_factor_at_central_meridian :</span></dt><dd>0.9996</dd><dt><span>GeoTransform :</span></dt><dd>540280.0 20.0 0.0 5312940.0 0.0 -20.0</dd></dl></div><div class='xr-var-data'><pre>array(32610, dtype=int32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8d66aada-77b8-46d4-bcab-dd02ff6f4248' class='xr-section-summary-in' type='checkbox'  ><label for='section-8d66aada-77b8-46d4-bcab-dd02ff6f4248' class='xr-section-summary' >Indexes: <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-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9283dd02-1601-4ad1-be0c-4cae29fe1cd8' class='xr-index-data-in' type='checkbox'/><label for='index-9283dd02-1601-4ad1-be0c-4cae29fe1cd8' 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(Index([5283270.0, 5283250.0, 5283230.0, 5283210.0, 5283190.0, 5283170.0,\n",
       "       5283150.0, 5283130.0, 5283110.0, 5283090.0,\n",
       "       ...\n",
       "       5273470.0, 5273450.0, 5273430.0, 5273410.0, 5273390.0, 5273370.0,\n",
       "       5273350.0, 5273330.0, 5273310.0, 5273290.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=500))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5651104c-ecbf-4dde-8dde-300d433a52a2' class='xr-index-data-in' type='checkbox'/><label for='index-5651104c-ecbf-4dde-8dde-300d433a52a2' 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(Index([547570.0, 547590.0, 547610.0, 547630.0, 547650.0, 547670.0, 547690.0,\n",
       "       547710.0, 547730.0, 547750.0,\n",
       "       ...\n",
       "       557370.0, 557390.0, 557410.0, 557430.0, 557450.0, 557470.0, 557490.0,\n",
       "       557510.0, 557530.0, 557550.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=500))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-57b04a87-1ac7-4e58-81ca-085a32be06ae' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-57b04a87-1ac7-4e58-81ca-085a32be06ae' 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.DataArray 'unwrapped' (y: 500, x: 500)>\n",
       "array([[        nan,         nan,         nan, ..., -3.0041666 ,\n",
       "        -2.7479823 , -5.9925075 ],\n",
       "       [        nan,         nan,         nan, ..., -1.1591526 ,\n",
       "         2.3262272 , -3.2825952 ],\n",
       "       [        nan,         nan,         nan, ..., -2.1398387 ,\n",
       "         4.3264813 ,  0.57202417],\n",
       "       ...,\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan],\n",
       "       [        nan,         nan,         nan, ...,         nan,\n",
       "                nan,         nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * y            (y) float64 5.283e+06 5.283e+06 ... 5.273e+06 5.273e+06\n",
       "  * x            (x) float64 5.476e+05 5.476e+05 ... 5.575e+05 5.576e+05\n",
       "    spatial_ref  int32 32610"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Calculate Total displacement in LOS (NOTE divide by total time for average linear rate)\n",
    "\n",
    "# Recall: (from Earthscope materials)\n",
    "# By selecting the secondary to be the one acquired after the reference, and keeping in mind that the interferogram formation is reference* conj(secondary), then a positive phase value for the interferogram indicates the surface has moved towards the satellite between\n",
    "\n",
    "#d = daN.cumsum(dim='time') # faux timeseries\n",
    "d = daN.sum(dim='time') * -5.546576/12.5663706 # to dLOS cm units\n",
    "\n",
    "# sum replaces nan w/o\n",
    "d = d.where(d!=0)\n",
    "d"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "6fe7c6cf-914b-4262-8857-07f6e1161ac7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7fd8ac12bad0>]"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 454,
       "width": 587
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# ideas:\n",
    "# mask incoherent areas (parks?)\n",
    "# NOTE: better to use polygon to get range of displacements\n",
    "d.name = 'Total displacement'\n",
    "d.plot.imshow()\n",
    "plt.title('Relative Displacement (dLOS mm)')\n",
    "plt.plot(xref, yref,'ko', label='reference');\n",
    "plt.plot(xcen,ycen,'k*')\n",
    "#plt.title(str(daN.isel(time=i).stac_id.values));"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1b037279-3301-4976-8f63-ab459cd85888",
   "metadata": {},
   "source": [
    "## Timeseries\n",
    "\n",
    "Warning: this is currently a bit messy and not cross-validated with other time-series algorithms!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "1e1d3d9d-afcf-4629-a6c2-2743a7ef1819",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'064_135602_IW1_20190123_20190111_5rlks'"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "items[0].id"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "aa14552b-c77f-423a-9fda-4453ef34013e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>id</th>\n",
       "      <th>start_datetime</th>\n",
       "      <th>end_datetime</th>\n",
       "      <th>processingDate</th>\n",
       "      <th>burstId</th>\n",
       "      <th>granules</th>\n",
       "      <th>proj:epsg</th>\n",
       "      <th>proj:geometry</th>\n",
       "      <th>proj:projjson</th>\n",
       "      <th>datetime</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>064_135602_IW1_20190123_20190111_5rlks</td>\n",
       "      <td>2019-01-23 01:53:26+00:00</td>\n",
       "      <td>2019-01-11 01:53:26+00:00</td>\n",
       "      <td>2023-12-09 05:09:19+00:00</td>\n",
       "      <td>064_135602_IW</td>\n",
       "      <td>[S1_135602_IW1_20190123T015326_VV_C915-BURST, ...</td>\n",
       "      <td>32610</td>\n",
       "      <td>{'type': 'Polygon', 'coordinates': [[[540340.0...</td>\n",
       "      <td>{'$schema': 'https://proj.org/schemas/v0.5/pro...</td>\n",
       "      <td>2019-01-23 01:53:26+00:00</td>\n",
       "      <td>POLYGON ((-122.46345 47.57445, -120.99688 47.5...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>064_135602_IW1_20190312_20190123_5rlks</td>\n",
       "      <td>2019-03-12 01:53:25+00:00</td>\n",
       "      <td>2019-01-23 01:53:26+00:00</td>\n",
       "      <td>2023-12-09 05:09:19+00:00</td>\n",
       "      <td>064_135602_IW</td>\n",
       "      <td>[S1_135602_IW1_20190312T015325_VV_B3ED-BURST, ...</td>\n",
       "      <td>32610</td>\n",
       "      <td>{'type': 'Polygon', 'coordinates': [[[540420.0...</td>\n",
       "      <td>{'$schema': 'https://proj.org/schemas/v0.5/pro...</td>\n",
       "      <td>2019-03-12 01:53:25+00:00</td>\n",
       "      <td>POLYGON ((-122.46238 47.57443, -120.99581 47.5...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>064_135602_IW1_20190324_20190312_5rlks</td>\n",
       "      <td>2019-03-24 01:53:25+00:00</td>\n",
       "      <td>2019-03-12 01:53:25+00:00</td>\n",
       "      <td>2023-12-09 05:09:19+00:00</td>\n",
       "      <td>064_135602_IW</td>\n",
       "      <td>[S1_135602_IW1_20190324T015325_VV_F4C4-BURST, ...</td>\n",
       "      <td>32610</td>\n",
       "      <td>{'type': 'Polygon', 'coordinates': [[[540400.0...</td>\n",
       "      <td>{'$schema': 'https://proj.org/schemas/v0.5/pro...</td>\n",
       "      <td>2019-03-24 01:53:25+00:00</td>\n",
       "      <td>POLYGON ((-122.46265 47.57449, -121.01008 47.5...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                       id            start_datetime   \n",
       "0  064_135602_IW1_20190123_20190111_5rlks 2019-01-23 01:53:26+00:00  \\\n",
       "1  064_135602_IW1_20190312_20190123_5rlks 2019-03-12 01:53:25+00:00   \n",
       "2  064_135602_IW1_20190324_20190312_5rlks 2019-03-24 01:53:25+00:00   \n",
       "\n",
       "               end_datetime            processingDate        burstId   \n",
       "0 2019-01-11 01:53:26+00:00 2023-12-09 05:09:19+00:00  064_135602_IW  \\\n",
       "1 2019-01-23 01:53:26+00:00 2023-12-09 05:09:19+00:00  064_135602_IW   \n",
       "2 2019-03-12 01:53:25+00:00 2023-12-09 05:09:19+00:00  064_135602_IW   \n",
       "\n",
       "                                            granules  proj:epsg   \n",
       "0  [S1_135602_IW1_20190123T015326_VV_C915-BURST, ...      32610  \\\n",
       "1  [S1_135602_IW1_20190312T015325_VV_B3ED-BURST, ...      32610   \n",
       "2  [S1_135602_IW1_20190324T015325_VV_F4C4-BURST, ...      32610   \n",
       "\n",
       "                                       proj:geometry   \n",
       "0  {'type': 'Polygon', 'coordinates': [[[540340.0...  \\\n",
       "1  {'type': 'Polygon', 'coordinates': [[[540420.0...   \n",
       "2  {'type': 'Polygon', 'coordinates': [[[540400.0...   \n",
       "\n",
       "                                       proj:projjson   \n",
       "0  {'$schema': 'https://proj.org/schemas/v0.5/pro...  \\\n",
       "1  {'$schema': 'https://proj.org/schemas/v0.5/pro...   \n",
       "2  {'$schema': 'https://proj.org/schemas/v0.5/pro...   \n",
       "\n",
       "                   datetime                                           geometry  \n",
       "0 2019-01-23 01:53:26+00:00  POLYGON ((-122.46345 47.57445, -120.99688 47.5...  \n",
       "1 2019-03-12 01:53:25+00:00  POLYGON ((-122.46238 47.57443, -120.99581 47.5...  \n",
       "2 2019-03-24 01:53:25+00:00  POLYGON ((-122.46265 47.57449, -121.01008 47.5...  "
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# should match order of items\n",
    "gf = gpd.read_file('items-A64.json')\n",
    "gf.head(3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "72b5c498-e856-42cd-9874-b527ab3a790f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Calculate timeseries on subset\n",
    "m_ints, n_rows, n_cols = da.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "ec166e10-daef-418e-95f3-ec14753dbe26",
   "metadata": {},
   "outputs": [],
   "source": [
    "dates = pd.unique(gf[['start_datetime', 'end_datetime']].values.ravel())\n",
    "dates.sort()\n",
    "n_dates = len(dates)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "ced15a6f-685b-4e86-8d65-50914b04b04a",
   "metadata": {},
   "outputs": [],
   "source": [
    "G = np.zeros((m_ints,n_dates)) #i,j row,col indexing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "b96c7302-02b1-4f6c-816b-da7228f9b7f0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2019-01-11 01:53:26+00:00      0\n",
       "2019-01-23 01:53:26+00:00      1\n",
       "2019-03-12 01:53:25+00:00      2\n",
       "2019-03-24 01:53:25+00:00      3\n",
       "2019-04-05 01:53:26+00:00      4\n",
       "                            ... \n",
       "2023-10-11 01:54:39+00:00    134\n",
       "2023-10-23 01:54:40+00:00    135\n",
       "2023-11-04 01:54:39+00:00    136\n",
       "2023-11-16 01:54:39+00:00    137\n",
       "2023-11-28 01:54:39+00:00    138\n",
       "Length: 139, dtype: int64"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sD = pd.Series(np.arange(n_dates), dates) #Date lookup table\n",
    "sD"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "402fbfe4-5fe5-455a-aad8-904d1849b436",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DatetimeIndex(['2019-01-11 01:53:26+00:00', '2019-01-23 01:53:26+00:00',\n",
       "               '2019-03-12 01:53:25+00:00', '2019-03-24 01:53:25+00:00',\n",
       "               '2019-04-05 01:53:26+00:00', '2019-04-17 01:53:26+00:00',\n",
       "               '2019-04-29 01:53:27+00:00', '2019-05-11 01:53:27+00:00',\n",
       "               '2019-05-23 01:53:28+00:00', '2019-06-16 01:53:29+00:00',\n",
       "               ...\n",
       "               '2023-08-12 01:54:37+00:00', '2023-08-24 01:54:38+00:00',\n",
       "               '2023-09-05 01:54:39+00:00', '2023-09-17 01:54:40+00:00',\n",
       "               '2023-09-29 01:54:40+00:00', '2023-10-11 01:54:39+00:00',\n",
       "               '2023-10-23 01:54:40+00:00', '2023-11-04 01:54:39+00:00',\n",
       "               '2023-11-16 01:54:39+00:00', '2023-11-28 01:54:39+00:00'],\n",
       "              dtype='datetime64[ns, UTC]', length=139, freq=None)"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sD.index"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "5563a6bb-6a6c-4b2e-8dc4-8abcb0f44ae4",
   "metadata": {},
   "outputs": [],
   "source": [
    "for i,row in gf.iterrows():\n",
    "    j = sD[row.start_datetime]\n",
    "    k = sD[row.end_datetime]\n",
    "    G[i,j] = 1 \n",
    "    G[i,k] = -1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "9dd2d565-ba8f-4696-9e3f-7add14fb67a9",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(142, 500, 500)\n",
      "(142, 250000)\n"
     ]
    }
   ],
   "source": [
    "# Get numpy data cube (stack of interferograms)\n",
    "\n",
    "stack = da.values\n",
    "print(stack.shape)\n",
    "d_flat = stack.reshape(stack.shape[0], -1)\n",
    "print(d_flat.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "90e6f2f9-60ac-4b0e-9657-32e5b7efb53f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Run Inversion w/ augmented matrix to fix first date to zero\n",
    "# Since it's a subset load everything into memory. think about ways to do this more efficiently for entire array...\n",
    "\n",
    "G = np.matrix(G)\n",
    "d = np.matrix(d_flat)\n",
    "n_pix = d.shape[-1]\n",
    "\n",
    "F = np.matrix(np.zeros(n_dates))\n",
    "F[0,0] = 1\n",
    "h = np.matrix(np.zeros(n_pix)) #fixes initial position to zero...\n",
    "\n",
    "Gaug = np.r_[np.c_[G.T*G, F.T], np.c_[F, np.matrix(0)]]\n",
    "daug = np.r_[G.T*d, h]\n",
    "\n",
    "maug = Gaug.I *daug\n",
    "m_est = maug[:-1]\n",
    "\n",
    "d_est = G*m_est"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "52769b52-7f7f-4f44-b234-769c9dc4c6a7",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Cumulative deformation at each date\n",
    "m_ts = np.array(m_est)\n",
    "m_ts = m_ts.reshape(n_dates, n_rows, n_cols)\n",
    "\n",
    "# Reconstructed interferograms\n",
    "d_ts = np.array(d_est)\n",
    "d_ts = d_ts.reshape(m_ints, n_rows, n_cols)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "7cd53d10-a9ed-4597-a781-42114ac11010",
   "metadata": {},
   "outputs": [],
   "source": [
    "coords = {}\n",
    "coords['time'] = dates \n",
    "coords['x'] = da.x.values\n",
    "coords['y'] = da.y.values\n",
    "\n",
    "\n",
    "data = {'displacement': (['time','y','x'], m_ts) }\n",
    "\n",
    "dsTS = xr.Dataset(data, coords)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "92142361-aa39-4a76-8a6b-44cb128dc6a3",
   "metadata": {},
   "outputs": [],
   "source": [
    "time_series = dsTS.sel(x=xcen, y=ycen, method='nearest') "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "3b73616b-3b22-478f-98ef-b9d077d79ee2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'dLOS (cm)')"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 454,
       "width": 578
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "time_series.displacement.plot(color='k', marker='o');\n",
    "plt.grid(axis='x')\n",
    "plt.ylabel('dLOS (cm)')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "813e8e9e-6bc4-4bef-8531-716d407cae0b",
   "metadata": {},
   "source": [
    "#### TODO\n",
    "\n",
    "- clean up code\n",
    "- xarray polyfit\n",
    "- compare with mintpy solution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "711b604b-f0f5-4708-bff3-6f3d21234e90",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [conda env:.local-hyp3-isce2]",
   "language": "python",
   "name": "conda-env-.local-hyp3-isce2-py"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}