python/examples/kerchunk_gefs_wave.ipynb

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    "# GEFS Wave Global Collection\n",
    "\n",
    "Reads the Global GEFS Wave grib collection from NODD's S3 bucket and creates a single dataset using fsspec's ReferenceFileSystem\n",
    "\n",
    "This notebook demonstrates how to generate the reference JSON files using Kerchunk and gribberish. It was adapted from [this notebook](https://nbviewer.org/gist/peterm790/92eb1df3d58ba41d3411f8a840be2452)"
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   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import fsspec"
   ]
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   "source": [
    "Create the virtual filesystem from which to read the NODD s3 bucket. We are going to write the resulting dataset out to our local filesystem, so we leave the write system blank"
   ]
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   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
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   "source": [
    "fs_read = fsspec.filesystem('s3', anon=True, skip_instance_cache=True, use_ssl=False) # For now SSL false is solving my cert issues **shrug**\n",
    "fs_write = fsspec.filesystem('')"
   ]
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   "source": [
    "Now, grab all of the files for the given model run. There are 30 ensemble members, so expect 3255 files"
   ]
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   "cell_type": "code",
   "execution_count": 3,
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     "text": [
      "Read 3150 GEFS files\n"
     ]
    }
   ],
   "source": [
    "gefs_ens_member_files = fs_read.glob('s3://noaa-gefs-pds/gefs.20230722/06/wave/gridded/gefs.wave.t06z.p*.global.0p25.*.grib2')\n",
    "\n",
    "files = sorted(['s3://'+f for f in gefs_ens_member_files if not '.prob.' in f])\n",
    "print(f'Read {len(files)} GEFS files')"
   ]
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    "For each file, we will scan it with gribberish and extract its data to a dictionary formatted to the zarr spec. Then we will write that dictionary to a JSON file with the name formatting specified in the `make_json_name` function"
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   "cell_type": "code",
   "execution_count": 4,
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   "source": [
    "import ujson\n",
    "from gribberish.kerchunk import scan_gribberish\n",
    "\n",
    "so = {\"anon\": True, \"use_ssl\": False}\n",
    "json_dir = 'gefs_wave/'\n",
    "\n",
    "def make_json_name(file_url, message_number): #create a unique name for each reference file\n",
    "    date = file_url.split('/')[3].split('.')[1]\n",
    "    name = file_url.split('/')[7].split('.')[0:7]\n",
    "    return f'{json_dir}{date}_{name[0]}_{name[1]}_{name[2]}_{name[4]}_{name[3]}_{name[6]}_message{message_number}.json'\n",
    "\n",
    "def gen_json(file_url):\n",
    "    out = scan_gribberish(file_url, storage_options=so, only_variables=['htsgw'], skip=1) \n",
    "    for i, message in enumerate(out):\n",
    "        out_file_name = make_json_name(file_url, i)  # get name\n",
    "        with fs_write.open(out_file_name, \"w\") as f: \n",
    "            f.write(ujson.dumps(message)) # write to file"
   ]
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       "VBox()"
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   "source": [
    "from dask.distributed import Client, progress\n",
    "\n",
    "client = Client(processes=False)\n",
    "futures = client.map(gen_json, files, retries=1)\n",
    "progress(futures)"
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   "cell_type": "code",
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   "source": [
    "client.shutdown()"
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   "source": [
    "Once generated, it can be read back in with xarray or zarr"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (time: 1, latitude: 721, longitude: 1440)\n",
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       "  * latitude   (latitude) float64 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n",
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       "    htsgw      (time, latitude, longitude) float64 dask.array&lt;chunksize=(1, 721, 1440), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    meta:     Generated with gribberishpy</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-c3de36db-a8a6-4803-a995-5988d58dd54a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c3de36db-a8a6-4803-a995-5988d58dd54a' 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'>time</span>: 1</li><li><span class='xr-has-index'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-14ebaff5-4703-4b92-acb4-f36f7a27e322' class='xr-section-summary-in' type='checkbox'  checked><label for='section-14ebaff5-4703-4b92-acb4-f36f7a27e322' 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'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-a4d628de-4df9-48ea-a814-1dbf1f267570' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a4d628de-4df9-48ea-a814-1dbf1f267570' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cfe792ff-b779-4e16-aa9f-ee289ea185f8' class='xr-var-data-in' type='checkbox'><label for='data-cfe792ff-b779-4e16-aa9f-ee289ea185f8' 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>axis :</span></dt><dd>Y</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>unit :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.25 0.5 ... 359.2 359.5 359.8</div><input id='attrs-0111dc39-3483-40ce-9301-2f51149bb48c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0111dc39-3483-40ce-9301-2f51149bb48c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-106a28f9-5040-4455-865d-5352274b6b15' class='xr-var-data-in' type='checkbox'><label for='data-106a28f9-5040-4455-865d-5352274b6b15' 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>axis :</span></dt><dd>X</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>unit :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>array([0.0000e+00, 2.5000e-01, 5.0000e-01, ..., 3.5925e+02, 3.5950e+02,\n",
       "       3.5975e+02])</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[s]</div><div class='xr-var-preview xr-preview'>2023-07-22T06:00:00</div><input id='attrs-80e5b0ff-876c-46d6-9d35-e81813f741f1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-80e5b0ff-876c-46d6-9d35-e81813f741f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-df2c61ef-cfda-46a8-afc4-15bf616fd0cf' class='xr-var-data-in' type='checkbox'><label for='data-df2c61ef-cfda-46a8-afc4-15bf616fd0cf' 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>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>unit :</span></dt><dd>seconds since 1970-01-01 00:00:00</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2023-07-22T06:00:00&#x27;], dtype=&#x27;datetime64[s]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-62fc50d6-795e-45e6-bb2b-ae594575837c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-62fc50d6-795e-45e6-bb2b-ae594575837c' class='xr-section-summary' >Data variables: <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-var-name'><span>htsgw</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 721, 1440), meta=np.ndarray&gt;</div><input id='attrs-c9a62c10-5b9f-43b2-9b30-db68fe9c2ee3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c9a62c10-5b9f-43b2-9b30-db68fe9c2ee3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-14b30874-9240-4fb7-bee5-0fd34be55230' class='xr-var-data-in' type='checkbox'><label for='data-14b30874-9240-4fb7-bee5-0fd34be55230' 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>crs :</span></dt><dd>+proj=latlon +a=6367470 +b=6367470</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>1</dd><dt><span>forecast_date :</span></dt><dd>2023-07-22T06:00:00+00:00</dd><dt><span>generating_process :</span></dt><dd>ensemble forecast</dd><dt><span>long_name :</span></dt><dd>significantwaveheight</dd><dt><span>proj_params :</span></dt><dd>{&#x27;a&#x27;: 6367470.0, &#x27;b&#x27;: 6367470.0, &#x27;proj&#x27;: &#x27;latlon&#x27;}</dd><dt><span>reference_date :</span></dt><dd>2023-07-22T06:00:00+00:00</dd><dt><span>standard_name :</span></dt><dd>significantwaveheight</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>unit :</span></dt><dd>m</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> 7.92 MiB </td>\n",
       "                        <td> 7.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (1, 721, 1440) </td>\n",
       "                        <td> (1, 721, 1440) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 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=\"194\" height=\"125\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"24\" y2=\"14\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"10\" y1=\"60\" x2=\"24\" y2=\"75\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"10\" y2=\"60\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"24\" y1=\"14\" x2=\"24\" y2=\"75\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"10.0,0.0 24.9485979497544,14.948597949754403 24.9485979497544,75.03193128308774 10.0,60.083333333333336\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"130\" y2=\"0\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"24\" y1=\"14\" x2=\"144\" y2=\"14\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"10\" y1=\"0\" x2=\"24\" y2=\"14\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"130\" y1=\"0\" x2=\"144\" y2=\"14\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
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       "\n",
       "  <!-- Horizontal lines -->\n",
       "  <line x1=\"24\" y1=\"14\" x2=\"144\" y2=\"14\" style=\"stroke-width:2\" />\n",
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       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"24\" y1=\"14\" x2=\"24\" y2=\"75\" style=\"stroke-width:2\" />\n",
       "  <line x1=\"144\" y1=\"14\" x2=\"144\" y2=\"75\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"24.9485979497544,14.948597949754403 144.9485979497544,14.948597949754403 144.9485979497544,75.03193128308774 24.9485979497544,75.03193128308774\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"84.948598\" y=\"95.031931\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >1440</text>\n",
       "  <text x=\"164.948598\" y=\"44.990265\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,164.948598,44.990265)\">721</text>\n",
       "  <text x=\"7.474299\" y=\"87.557632\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,7.474299,87.557632)\">1</text>\n",
       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-591cc2d9-393d-4dd1-b209-fe5f0e30b1c4' class='xr-section-summary-in' type='checkbox'  ><label for='section-591cc2d9-393d-4dd1-b209-fe5f0e30b1c4' class='xr-section-summary' >Indexes: <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-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-416e7f00-1e11-4f65-85de-6b047decaac5' class='xr-index-data-in' type='checkbox'/><label for='index-416e7f00-1e11-4f65-85de-6b047decaac5' 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(Float64Index([  90.0,  89.75,   89.5,  89.25,   89.0,  88.75,   88.5,  88.25,\n",
       "                88.0,  87.75,\n",
       "              ...\n",
       "              -87.75,  -88.0, -88.25,  -88.5, -88.75,  -89.0, -89.25,  -89.5,\n",
       "              -89.75,  -90.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=721))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-502a05bb-f07d-406f-989a-3c7b1f4104c5' class='xr-index-data-in' type='checkbox'/><label for='index-502a05bb-f07d-406f-989a-3c7b1f4104c5' 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(Float64Index([   0.0,   0.25,    0.5,   0.75,    1.0,   1.25,    1.5,   1.75,\n",
       "                 2.0,   2.25,\n",
       "              ...\n",
       "               357.5, 357.75,  358.0, 358.25,  358.5, 358.75,  359.0, 359.25,\n",
       "               359.5, 359.75],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=1440))</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-e86e0e9b-d22e-44cd-9eab-751c05fe4df2' class='xr-index-data-in' type='checkbox'/><label for='index-e86e0e9b-d22e-44cd-9eab-751c05fe4df2' 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;2023-07-22 06:00:00&#x27;], dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ea3f9799-e2f4-4070-800b-0d110f7be0b6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ea3f9799-e2f4-4070-800b-0d110f7be0b6' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>meta :</span></dt><dd>Generated with gribberishpy</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (time: 1, latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "  * latitude   (latitude) float64 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n",
       "  * longitude  (longitude) float64 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n",
       "  * time       (time) datetime64[s] 2023-07-22T06:00:00\n",
       "Data variables:\n",
       "    htsgw      (time, latitude, longitude) float64 dask.array<chunksize=(1, 721, 1440), meta=np.ndarray>\n",
       "Attributes:\n",
       "    meta:     Generated with gribberishpy"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import xarray as xr\n",
    "\n",
    "# open dataset as zarr object using fsspec reference file system and xarray\n",
    "fs = fsspec.filesystem(\"reference\", fo=f'{json_dir}/20230722_gefs_wave_t06z_global_p01_f000_message0.json', remote_protocol='s3', remote_options={'anon':True, 'use_ssl': False})\n",
    "m = fs.get_mapper(\"\")\n",
    "ds = xr.open_dataset(m, engine=\"zarr\", backend_kwargs=dict(consolidated=False), chunks={'time': 1})\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(14.51)"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds.htsgw.max().values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x29e885bb0>"
      ]
     },
     "execution_count": 11,
     "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": [
    "ds.htsgw.plot()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can also create a single dataset from the collection of the kerchunked files "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Found 3150 reference files\n",
      "Translated 3152 references\n"
     ]
    }
   ],
   "source": [
    "from kerchunk.combine import MultiZarrToZarr\n",
    "import numpy as np\n",
    "\n",
    "reference_jsons = sorted(fs_write.ls(json_dir)) #get list of file names\n",
    "\n",
    "print(f'Found {len(reference_jsons)} reference files')\n",
    "\n",
    "def fn_to_ens(_index, _fs, _var, fn):\n",
    "    import re\n",
    "    groups = re.search(r\"\\_p(\\d{2})\", fn).groups()\n",
    "    return int(groups[0])\n",
    "\n",
    "# combine individual references into single consolidated reference\n",
    "mzz = MultiZarrToZarr(reference_jsons,\n",
    "                        coo_map={'ens': fn_to_ens},\n",
    "                        coo_dtypes={'ens': np.dtype('int32')},\n",
    "                        concat_dims = ['ens', 'time'],\n",
    "                        identical_dims=['latitude', 'longitude'])\n",
    "\n",
    "d = mzz.translate()\n",
    "\n",
    "print(f\"Translated {len([k for k in d['refs'].keys() if 'htsgw' in k])} references\")\n",
    "\n",
    "with open(f'{json_dir}/gefswave_kerchunk.json', 'w') as f:\n",
    "    f.write(ujson.dumps(d))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
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       "\n",
       ".xr-dim-list:after {\n",
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       "\n",
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       "\n",
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       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
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       "\n",
       ".xr-var-item > div,\n",
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       ".xr-var-item > .xr-var-name span {\n",
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       "\n",
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       "\n",
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       ".xr-var-preview {\n",
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       "\n",
       ".xr-index-preview {\n",
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       "\n",
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       ".xr-var-data-in:checked ~ .xr-var-data,\n",
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       "\n",
       ".xr-var-data > table {\n",
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       "\n",
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       ".xr-var-data,\n",
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       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
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       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
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       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
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       "  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",
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       "}\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",
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       "\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:    (ens: 30, time: 105, latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "  * ens        (ens) int32 1 2 3 4 5 6 7 8 9 10 ... 22 23 24 25 26 27 28 29 30\n",
       "  * latitude   (latitude) float64 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n",
       "  * longitude  (longitude) float64 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n",
       "  * time       (time) datetime64[s] 2023-07-22T06:00:00 ... 2023-08-07T06:00:00\n",
       "Data variables:\n",
       "    htsgw      (ens, time, latitude, longitude) float64 dask.array&lt;chunksize=(1, 1, 721, 1440), meta=np.ndarray&gt;\n",
       "Attributes:\n",
       "    meta:     Generated with gribberishpy</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-ef0f24f1-4a73-45c8-a02f-80a0a39cdaad' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ef0f24f1-4a73-45c8-a02f-80a0a39cdaad' 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'>ens</span>: 30</li><li><span class='xr-has-index'>time</span>: 105</li><li><span class='xr-has-index'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6d502b64-7b0f-42fa-9fdd-4e24307c00b6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6d502b64-7b0f-42fa-9fdd-4e24307c00b6' 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'>ens</span></div><div class='xr-var-dims'>(ens)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 25 26 27 28 29 30</div><input id='attrs-35a3cb46-da4c-406a-a887-b677a0dc86b9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-35a3cb46-da4c-406a-a887-b677a0dc86b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fa3a68f0-3826-4ecd-a7ea-f1083a6f9b7a' class='xr-var-data-in' type='checkbox'><label for='data-fa3a68f0-3826-4ecd-a7ea-f1083a6f9b7a' 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,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30], dtype=int32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-8afc5e41-66fc-4028-b743-f062550a6f1e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8afc5e41-66fc-4028-b743-f062550a6f1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c5b60ce8-c35a-4014-85a2-f3614cb23b61' class='xr-var-data-in' type='checkbox'><label for='data-c5b60ce8-c35a-4014-85a2-f3614cb23b61' 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>axis :</span></dt><dd>Y</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>unit :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.25 0.5 ... 359.2 359.5 359.8</div><input id='attrs-94653039-c46d-44aa-920a-a6aed8707b7f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-94653039-c46d-44aa-920a-a6aed8707b7f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7802de91-d391-4717-a5c7-d2422483b1c8' class='xr-var-data-in' type='checkbox'><label for='data-7802de91-d391-4717-a5c7-d2422483b1c8' 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>axis :</span></dt><dd>X</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>unit :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>array([0.0000e+00, 2.5000e-01, 5.0000e-01, ..., 3.5925e+02, 3.5950e+02,\n",
       "       3.5975e+02])</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[s]</div><div class='xr-var-preview xr-preview'>2023-07-22T06:00:00 ... 2023-08-...</div><input id='attrs-d62b1645-edcf-410c-94d9-d7167cbc4bdb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d62b1645-edcf-410c-94d9-d7167cbc4bdb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23dd2299-8901-463a-bc4c-9a42e4f4f4f5' class='xr-var-data-in' type='checkbox'><label for='data-23dd2299-8901-463a-bc4c-9a42e4f4f4f5' 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>axis :</span></dt><dd>T</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>unit :</span></dt><dd>seconds since 1970-01-01 00:00:00</dd><dt><span>_FillValue :</span></dt><dd>1970-01-01T00:00:00</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2023-07-22T06:00:00&#x27;, &#x27;2023-07-22T09:00:00&#x27;, &#x27;2023-07-22T12:00:00&#x27;,\n",
       "       &#x27;2023-07-22T15:00:00&#x27;, &#x27;2023-07-22T18:00:00&#x27;, &#x27;2023-07-22T21:00:00&#x27;,\n",
       "       &#x27;2023-07-23T00:00:00&#x27;, &#x27;2023-07-23T03:00:00&#x27;, &#x27;2023-07-23T06:00:00&#x27;,\n",
       "       &#x27;2023-07-23T09:00:00&#x27;, &#x27;2023-07-23T12:00:00&#x27;, &#x27;2023-07-23T15:00:00&#x27;,\n",
       "       &#x27;2023-07-23T18:00:00&#x27;, &#x27;2023-07-23T21:00:00&#x27;, &#x27;2023-07-24T00:00:00&#x27;,\n",
       "       &#x27;2023-07-24T03:00:00&#x27;, &#x27;2023-07-24T06:00:00&#x27;, &#x27;2023-07-24T09:00:00&#x27;,\n",
       "       &#x27;2023-07-24T12:00:00&#x27;, &#x27;2023-07-24T15:00:00&#x27;, &#x27;2023-07-24T18:00:00&#x27;,\n",
       "       &#x27;2023-07-24T21:00:00&#x27;, &#x27;2023-07-25T00:00:00&#x27;, &#x27;2023-07-25T03:00:00&#x27;,\n",
       "       &#x27;2023-07-25T06:00:00&#x27;, &#x27;2023-07-25T09:00:00&#x27;, &#x27;2023-07-25T12:00:00&#x27;,\n",
       "       &#x27;2023-07-25T15:00:00&#x27;, &#x27;2023-07-25T18:00:00&#x27;, &#x27;2023-07-25T21:00:00&#x27;,\n",
       "       &#x27;2023-07-26T00:00:00&#x27;, &#x27;2023-07-26T03:00:00&#x27;, &#x27;2023-07-26T06:00:00&#x27;,\n",
       "       &#x27;2023-07-26T09:00:00&#x27;, &#x27;2023-07-26T12:00:00&#x27;, &#x27;2023-07-26T15:00:00&#x27;,\n",
       "       &#x27;2023-07-26T18:00:00&#x27;, &#x27;2023-07-26T21:00:00&#x27;, &#x27;2023-07-27T00:00:00&#x27;,\n",
       "       &#x27;2023-07-27T03:00:00&#x27;, &#x27;2023-07-27T06:00:00&#x27;, &#x27;2023-07-27T09:00:00&#x27;,\n",
       "       &#x27;2023-07-27T12:00:00&#x27;, &#x27;2023-07-27T15:00:00&#x27;, &#x27;2023-07-27T18:00:00&#x27;,\n",
       "       &#x27;2023-07-27T21:00:00&#x27;, &#x27;2023-07-28T00:00:00&#x27;, &#x27;2023-07-28T03:00:00&#x27;,\n",
       "       &#x27;2023-07-28T06:00:00&#x27;, &#x27;2023-07-28T09:00:00&#x27;, &#x27;2023-07-28T12:00:00&#x27;,\n",
       "       &#x27;2023-07-28T15:00:00&#x27;, &#x27;2023-07-28T18:00:00&#x27;, &#x27;2023-07-28T21:00:00&#x27;,\n",
       "       &#x27;2023-07-29T00:00:00&#x27;, &#x27;2023-07-29T03:00:00&#x27;, &#x27;2023-07-29T06:00:00&#x27;,\n",
       "       &#x27;2023-07-29T09:00:00&#x27;, &#x27;2023-07-29T12:00:00&#x27;, &#x27;2023-07-29T15:00:00&#x27;,\n",
       "       &#x27;2023-07-29T18:00:00&#x27;, &#x27;2023-07-29T21:00:00&#x27;, &#x27;2023-07-30T00:00:00&#x27;,\n",
       "       &#x27;2023-07-30T03:00:00&#x27;, &#x27;2023-07-30T06:00:00&#x27;, &#x27;2023-07-30T09:00:00&#x27;,\n",
       "       &#x27;2023-07-30T12:00:00&#x27;, &#x27;2023-07-30T15:00:00&#x27;, &#x27;2023-07-30T18:00:00&#x27;,\n",
       "       &#x27;2023-07-30T21:00:00&#x27;, &#x27;2023-07-31T00:00:00&#x27;, &#x27;2023-07-31T03:00:00&#x27;,\n",
       "       &#x27;2023-07-31T06:00:00&#x27;, &#x27;2023-07-31T09:00:00&#x27;, &#x27;2023-07-31T12:00:00&#x27;,\n",
       "       &#x27;2023-07-31T15:00:00&#x27;, &#x27;2023-07-31T18:00:00&#x27;, &#x27;2023-07-31T21:00:00&#x27;,\n",
       "       &#x27;2023-08-01T00:00:00&#x27;, &#x27;2023-08-01T03:00:00&#x27;, &#x27;2023-08-01T06:00:00&#x27;,\n",
       "       &#x27;2023-08-01T12:00:00&#x27;, &#x27;2023-08-01T18:00:00&#x27;, &#x27;2023-08-02T00:00:00&#x27;,\n",
       "       &#x27;2023-08-02T06:00:00&#x27;, &#x27;2023-08-02T12:00:00&#x27;, &#x27;2023-08-02T18:00:00&#x27;,\n",
       "       &#x27;2023-08-03T00:00:00&#x27;, &#x27;2023-08-03T06:00:00&#x27;, &#x27;2023-08-03T12:00:00&#x27;,\n",
       "       &#x27;2023-08-03T18:00:00&#x27;, &#x27;2023-08-04T00:00:00&#x27;, &#x27;2023-08-04T06:00:00&#x27;,\n",
       "       &#x27;2023-08-04T12:00:00&#x27;, &#x27;2023-08-04T18:00:00&#x27;, &#x27;2023-08-05T00:00:00&#x27;,\n",
       "       &#x27;2023-08-05T06:00:00&#x27;, &#x27;2023-08-05T12:00:00&#x27;, &#x27;2023-08-05T18:00:00&#x27;,\n",
       "       &#x27;2023-08-06T00:00:00&#x27;, &#x27;2023-08-06T06:00:00&#x27;, &#x27;2023-08-06T12:00:00&#x27;,\n",
       "       &#x27;2023-08-06T18:00:00&#x27;, &#x27;2023-08-07T00:00:00&#x27;, &#x27;2023-08-07T06:00:00&#x27;],\n",
       "      dtype=&#x27;datetime64[s]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2ae10ffa-19d1-4e11-990d-c01b5a06d8ac' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2ae10ffa-19d1-4e11-990d-c01b5a06d8ac' class='xr-section-summary' >Data variables: <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-var-name'><span>htsgw</span></div><div class='xr-var-dims'>(ens, time, latitude, longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1, 721, 1440), meta=np.ndarray&gt;</div><input id='attrs-7c19ee60-cff9-4e59-8796-641d373044b8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7c19ee60-cff9-4e59-8796-641d373044b8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a6507f2-0a4b-436b-a854-9a00323c2b45' class='xr-var-data-in' type='checkbox'><label for='data-0a6507f2-0a4b-436b-a854-9a00323c2b45' 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>crs :</span></dt><dd>+proj=latlon +a=6367470 +b=6367470</dd><dt><span>fixed_surface_type :</span></dt><dd>ground or water surface</dd><dt><span>fixed_surface_value :</span></dt><dd>1</dd><dt><span>forecast_date :</span></dt><dd>2023-07-22T06:00:00+00:00</dd><dt><span>generating_process :</span></dt><dd>ensemble forecast</dd><dt><span>long_name :</span></dt><dd>significantwaveheight</dd><dt><span>proj_params :</span></dt><dd>{&#x27;a&#x27;: 6367470.0, &#x27;b&#x27;: 6367470.0, &#x27;proj&#x27;: &#x27;latlon&#x27;}</dd><dt><span>reference_date :</span></dt><dd>2023-07-22T06:00:00+00:00</dd><dt><span>standard_name :</span></dt><dd>significantwaveheight</dd><dt><span>statistical_process :</span></dt><dd></dd><dt><span>unit :</span></dt><dd>m</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> 24.37 GiB </td>\n",
       "                        <td> 7.92 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (30, 105, 721, 1440) </td>\n",
       "                        <td> (1, 1, 721, 1440) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 3150 chunks in 2 graph layers </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-aeaa6068-7507-461d-bebc-31234c05d1cc' class='xr-section-summary-in' type='checkbox'  ><label for='section-aeaa6068-7507-461d-bebc-31234c05d1cc' class='xr-section-summary' >Indexes: <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-index-name'><div>ens</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a45cf935-e7f8-4856-b357-a44600f08f26' class='xr-index-data-in' type='checkbox'/><label for='index-a45cf935-e7f8-4856-b357-a44600f08f26' 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,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
       "            18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30],\n",
       "           dtype=&#x27;int64&#x27;, name=&#x27;ens&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-3eb8642a-e54d-421f-82e3-41a3e5f1c6d7' class='xr-index-data-in' type='checkbox'/><label for='index-3eb8642a-e54d-421f-82e3-41a3e5f1c6d7' 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(Float64Index([  90.0,  89.75,   89.5,  89.25,   89.0,  88.75,   88.5,  88.25,\n",
       "                88.0,  87.75,\n",
       "              ...\n",
       "              -87.75,  -88.0, -88.25,  -88.5, -88.75,  -89.0, -89.25,  -89.5,\n",
       "              -89.75,  -90.0],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=721))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-82dc30e8-6baf-4b44-afb6-486149e04e65' class='xr-index-data-in' type='checkbox'/><label for='index-82dc30e8-6baf-4b44-afb6-486149e04e65' 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(Float64Index([   0.0,   0.25,    0.5,   0.75,    1.0,   1.25,    1.5,   1.75,\n",
       "                 2.0,   2.25,\n",
       "              ...\n",
       "               357.5, 357.75,  358.0, 358.25,  358.5, 358.75,  359.0, 359.25,\n",
       "               359.5, 359.75],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=1440))</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-b7b24a75-3670-4db3-b15e-341dc67b5b1d' class='xr-index-data-in' type='checkbox'/><label for='index-b7b24a75-3670-4db3-b15e-341dc67b5b1d' 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;2023-07-22 06:00:00&#x27;, &#x27;2023-07-22 09:00:00&#x27;,\n",
       "               &#x27;2023-07-22 12:00:00&#x27;, &#x27;2023-07-22 15:00:00&#x27;,\n",
       "               &#x27;2023-07-22 18:00:00&#x27;, &#x27;2023-07-22 21:00:00&#x27;,\n",
       "               &#x27;2023-07-23 00:00:00&#x27;, &#x27;2023-07-23 03:00:00&#x27;,\n",
       "               &#x27;2023-07-23 06:00:00&#x27;, &#x27;2023-07-23 09:00:00&#x27;,\n",
       "               ...\n",
       "               &#x27;2023-08-05 00:00:00&#x27;, &#x27;2023-08-05 06:00:00&#x27;,\n",
       "               &#x27;2023-08-05 12:00:00&#x27;, &#x27;2023-08-05 18:00:00&#x27;,\n",
       "               &#x27;2023-08-06 00:00:00&#x27;, &#x27;2023-08-06 06:00:00&#x27;,\n",
       "               &#x27;2023-08-06 12:00:00&#x27;, &#x27;2023-08-06 18:00:00&#x27;,\n",
       "               &#x27;2023-08-07 00:00:00&#x27;, &#x27;2023-08-07 06:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=105, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-04784b16-f46c-4faa-92ba-aa08310a2378' class='xr-section-summary-in' type='checkbox'  checked><label for='section-04784b16-f46c-4faa-92ba-aa08310a2378' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>meta :</span></dt><dd>Generated with gribberishpy</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (ens: 30, time: 105, latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "  * ens        (ens) int32 1 2 3 4 5 6 7 8 9 10 ... 22 23 24 25 26 27 28 29 30\n",
       "  * latitude   (latitude) float64 90.0 89.75 89.5 89.25 ... -89.5 -89.75 -90.0\n",
       "  * longitude  (longitude) float64 0.0 0.25 0.5 0.75 ... 359.0 359.2 359.5 359.8\n",
       "  * time       (time) datetime64[s] 2023-07-22T06:00:00 ... 2023-08-07T06:00:00\n",
       "Data variables:\n",
       "    htsgw      (ens, time, latitude, longitude) float64 dask.array<chunksize=(1, 1, 721, 1440), meta=np.ndarray>\n",
       "Attributes:\n",
       "    meta:     Generated with gribberishpy"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import xarray as xr\n",
    "from gribberish.kerchunk import codec\n",
    "\n",
    "# open dataset as zarr object using fsspec reference file system and xarray\n",
    "fs = fsspec.filesystem(\"reference\", fo=f'./gefs_wave/gefswave_kerchunk.json', remote_protocol='s3', remote_options={'anon':True, 'use_ssl': False})\n",
    "m = fs.get_mapper(\"\")\n",
    "ds = xr.open_dataset(m, engine=\"zarr\", backend_kwargs=dict(consolidated=False), chunks={'time': 1, 'ens': 1})\n",
    "ds"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can plot any given ensemble member at any given time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x2c1703520>"
      ]
     },
     "execution_count": 14,
     "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": [
    "ds.htsgw.isel(ens=0, time=0).plot()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Or we can plot the mean of all ensemble members at any given time"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x2c1224dc0>"
      ]
     },
     "execution_count": 15,
     "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": [
    "ds.htsgw.isel(time=0).mean('ens').plot()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Or we can plot the maximum of all ensemble members over time at a given location"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x29fc95ca0>]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ndbc_44097_latitude = 40.967\n",
    "ndbc_44097_longitude = 360 - 70.167\n",
    "\n",
    "ndbc_htsgw = ds.htsgw.interp(latitude=ndbc_44097_latitude, longitude=ndbc_44097_longitude, method='linear')\n",
    "ndbc_htsgw_max = ndbc_htsgw.isel(time=slice(0,10)).max('ens', skipna=True)\n",
    "ndbc_htsgw_max.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "env",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.11"
  },
  "orig_nbformat": 4
 },
 "nbformat": 4,
 "nbformat_minor": 2
}