{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "cell_marker": "\"\"\""
   },
   "source": [
    "# River Discharge"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from __future__ import annotations\n",
    "\n",
    "import pandas as pd\n",
    "import xarray as xr\n",
    "\n",
    "import pydaymet as daymet\n",
    "import pygeohydro as gh\n",
    "from pygeohydro import NWIS, plot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "_ = xr.set_options(display_expand_attrs=False)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can explore the available NWIS stations within a bounding box using ``interactive_map`` function. It returns an interactive map and by clicking on an station some of the most important properties of stations are shown so you can decide which station(s) to choose from."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "bbox = (-69.5, 45, -69, 45.5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
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       "        \n",
       "    \n",
       "            var icon_5ea84492f17a3ecb919806952017668a = L.AwesomeMarkers.icon(\n",
       "                {&quot;extraClasses&quot;: &quot;fa-rotate-0&quot;, &quot;icon&quot;: &quot;info-sign&quot;, &quot;iconColor&quot;: &quot;white&quot;, &quot;markerColor&quot;: &quot;blue&quot;, &quot;prefix&quot;: &quot;glyphicon&quot;}\n",
       "            );\n",
       "            marker_cd923f94a759c503f8aa23498754d076.setIcon(icon_5ea84492f17a3ecb919806952017668a);\n",
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       "        var popup_cb23b9bc4619e89cb8991d9e94a8f109 = L.popup({&quot;maxWidth&quot;: 250});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_1e07afd5f7581c81f35fec1c948b7008 = $(`&lt;div id=&quot;html_1e07afd5f7581c81f35fec1c948b7008&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;&lt;strong&gt;Site No.&lt;/strong&gt;: 01031450&lt;br&gt;&lt;strong&gt;Station Name&lt;/strong&gt;: Kingsbury Stream At Abbot Village, Maine&lt;br&gt;&lt;strong&gt;Coordinate&lt;/strong&gt;: (-69.4522222, 45.1844444)&lt;br&gt;&lt;strong&gt;Altitude&lt;/strong&gt;: 423.0 ft above NGVD29&lt;br&gt;&lt;strong&gt;HUC8&lt;/strong&gt;: 01020004&lt;br&gt;&lt;strong&gt;Drainage Area (NWIS)&lt;/strong&gt;: 95.4 sqmi&lt;br&gt;&lt;strong&gt;Contributing Drainage Area (NWIS)&lt;/strong&gt;: 95.4 sqmi&lt;br&gt;&lt;strong&gt;Drainage Area (GagesII)&lt;/strong&gt;: 247.1346 sqkm&lt;br&gt;&lt;strong&gt;HCDN 2009&lt;/strong&gt;: False&lt;br&gt;&lt;a href=&quot;https://waterdata.usgs.gov/nwis/inventory?agency_code=USGS&amp;site_no=01031450&quot; target=&quot;_blank&quot;&gt;More on USGS Website&lt;/div&gt;`)[0];\n",
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       "            );\n",
       "            marker_32769cf64f2993fa0711129856e86793.setIcon(icon_59cea823c7f9cbe3b94789bf69b134ee);\n",
       "        \n",
       "    \n",
       "        var popup_488b1389b48f2316b4f2d15a3a677a00 = L.popup({&quot;maxWidth&quot;: 250});\n",
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       "            \n",
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       "        marker_32769cf64f2993fa0711129856e86793.bindPopup(popup_488b1389b48f2316b4f2d15a3a677a00)\n",
       "        ;\n",
       "\n",
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       "    \n",
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       "                [45.15027778, -69.23638889],\n",
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       "    \n",
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       "\n",
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       "                [45.23796389, -69.0512611],\n",
       "                {}\n",
       "            ).addTo(map_b896a6fded1c124a87c9db051865ff48);\n",
       "        \n",
       "    \n",
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       "\n",
       "        \n",
       "            \n",
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       "        \n",
       "    \n",
       "        var popup_f08d358e8f1869342d9ed2d4be989673 = L.popup({&quot;maxWidth&quot;: 250});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_31f6407b3c0b7d992e2081796daa75b5 = $(`&lt;div id=&quot;html_31f6407b3c0b7d992e2081796daa75b5&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;&lt;strong&gt;Site No.&lt;/strong&gt;: 01033000&lt;br&gt;&lt;strong&gt;Station Name&lt;/strong&gt;: Sebec River At Sebec, Maine&lt;br&gt;&lt;strong&gt;Coordinate&lt;/strong&gt;: (-69.1122222, 45.27)&lt;br&gt;&lt;strong&gt;Altitude&lt;/strong&gt;: 296.3 ft above NGVD29&lt;br&gt;&lt;strong&gt;HUC8&lt;/strong&gt;: 01020004&lt;br&gt;&lt;strong&gt;Drainage Area (NWIS)&lt;/strong&gt;: 326.0 sqmi&lt;br&gt;&lt;strong&gt;Contributing Drainage Area (NWIS)&lt;/strong&gt;: 326.0 sqmi&lt;br&gt;&lt;strong&gt;Drainage Area (GagesII)&lt;/strong&gt;: 847.1151 sqkm&lt;br&gt;&lt;strong&gt;HCDN 2009&lt;/strong&gt;: False&lt;br&gt;&lt;a href=&quot;https://waterdata.usgs.gov/nwis/inventory?agency_code=USGS&amp;site_no=01033000&quot; target=&quot;_blank&quot;&gt;More on USGS Website&lt;/div&gt;`)[0];\n",
       "                popup_f08d358e8f1869342d9ed2d4be989673.setContent(html_31f6407b3c0b7d992e2081796daa75b5);\n",
       "            \n",
       "        \n",
       "\n",
       "        marker_4583fccb1a3b24e0c1d294129fabdfd6.bindPopup(popup_f08d358e8f1869342d9ed2d4be989673)\n",
       "        ;\n",
       "\n",
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       "    \n",
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       "                [45.28257778, -69.00343889],\n",
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       "            marker_eb1375f2c2e550c32fc3bcbbb31dfbc3.setIcon(icon_858bec1b7ba03b1f33d1319d01664389);\n",
       "        \n",
       "    \n",
       "        var popup_494c3532afe44e215f71a0dd7ff21e3f = L.popup({&quot;maxWidth&quot;: 250});\n",
       "\n",
       "        \n",
       "            \n",
       "                var html_b5d71b0b386160e711e763ed1658b994 = $(`&lt;div id=&quot;html_b5d71b0b386160e711e763ed1658b994&quot; style=&quot;width: 100.0%; height: 100.0%;&quot;&gt;&lt;strong&gt;Site No.&lt;/strong&gt;: 01033500&lt;br&gt;&lt;strong&gt;Station Name&lt;/strong&gt;: Pleasant River Near Milo, ME&lt;br&gt;&lt;strong&gt;Coordinate&lt;/strong&gt;: (-69.00343889, 45.28257778)&lt;br&gt;&lt;strong&gt;Altitude&lt;/strong&gt;: 302.0 ft above NGVD29&lt;br&gt;&lt;strong&gt;HUC8&lt;/strong&gt;: 01020004&lt;br&gt;&lt;strong&gt;Drainage Area (NWIS)&lt;/strong&gt;: 323.0 sqmi&lt;br&gt;&lt;strong&gt;Contributing Drainage Area (NWIS)&lt;/strong&gt;: 323.0 sqmi&lt;br&gt;&lt;strong&gt;Drainage Area (GagesII)&lt;/strong&gt;: 829.3482 sqkm&lt;br&gt;&lt;strong&gt;HCDN 2009&lt;/strong&gt;: False&lt;br&gt;&lt;a href=&quot;https://waterdata.usgs.gov/nwis/inventory?agency_code=USGS&amp;site_no=01033500&quot; target=&quot;_blank&quot;&gt;More on USGS Website&lt;/div&gt;`)[0];\n",
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      ],
      "text/plain": [
       "<folium.folium.Map at 0x1af2fcb10>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nwis_kwds = {\"hasDataTypeCd\": \"dv\", \"outputDataTypeCd\": \"dv\", \"parameterCd\": \"00060\"}\n",
    "gh.interactive_map(bbox, nwis_kwds=nwis_kwds)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can get more information about these stations using the `get_info` function from `NWIS` class."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "nwis = NWIS()\n",
    "query = {\n",
    "    \"bBox\": \",\".join(f\"{b:.06f}\" for b in bbox),\n",
    "    \"hasDataTypeCd\": \"dv\",\n",
    "    \"outputDataTypeCd\": \"dv\",\n",
    "}\n",
    "info_box = nwis.get_info(query)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now, let's select all the stations that their daily mean streamflow data are available between 2000-01-01 and 2010-12-31."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "dates = (\"2000-01-01\", \"2010-12-31\")\n",
    "stations = info_box[\n",
    "    (info_box.begin_date <= dates[0]) & (info_box.end_date >= dates[1])\n",
    "].site_no.tolist()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "One of the useful information in the database in Hydro-Climatic Data Network - 2009 (HCDN-2009) flag. This flag shows whether the station is natural (True) or affected by human activities (False). If an station is not available in the HCDN dataset `None` is returned."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "site_no\n",
       "01031450           False\n",
       "01031500            True\n",
       "01031500            True\n",
       "01031500            True\n",
       "01031500            True\n",
       "01033000           False\n",
       "451031069185301    False\n",
       "451105069270801    False\n",
       "Name: hcdn_2009, dtype: bool"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "query = {\n",
    "    \"site\": \",\".join(stations),\n",
    "    \"hasDataTypeCd\": \"dv\",\n",
    "    \"outputDataTypeCd\": \"dv\",\n",
    "}\n",
    "info = nwis.get_info(query, expanded=True)\n",
    "info.set_index(\"site_no\").hcdn_2009"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can get the daily mean streamflow for these stations using the ``get_streamflow`` function. This function has a flag to return the data mm/day rather than the default `cms` which is useful for hydrolgy models and plotting hydrologic signatures."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/jx/s06wj7hs325c_2yd2g5209sr0000gp/T/ipykernel_90548/3705647618.py:1: UserWarning: Dropped 1 stations since they don't have discharge data from 2000-01-01 to 2010-12-31.\n",
      "  qobs = nwis.get_streamflow(stations, dates, mmd=True)\n"
     ]
    }
   ],
   "source": [
    "qobs = nwis.get_streamflow(stations, dates, mmd=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "By default, `get_streamflow` returns a `pandas.DataFrame` that has an `attrs` method containing metadata for all the stations."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Moreover, we can get the same data as `xarray.Dataset` as follows:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/jx/s06wj7hs325c_2yd2g5209sr0000gp/T/ipykernel_90548/3292066144.py:1: UserWarning: Dropped 1 stations since they don't have discharge data from 2000-01-01 to 2010-12-31.\n",
      "  qobs_ds = nwis.get_streamflow(stations, dates, mmd=True, to_xarray=True)\n"
     ]
    },
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:       (time: 4018, station_id: 2)\n",
       "Coordinates:\n",
       "  * time          (time) datetime64[ns] 2000-01-01T05:00:00 ... 2010-12-31T05...\n",
       "  * station_id    (station_id) object &#x27;USGS-01031450&#x27; &#x27;USGS-01031500&#x27;\n",
       "Data variables:\n",
       "    discharge     (time, station_id) float64 0.7128 0.667 0.6435 ... 1.534 1.407\n",
       "    station_nm    (station_id) &lt;U44 &#x27;Kingsbury Stream At Abbot Village, Maine...\n",
       "    dec_lat_va    (station_id) float64 45.18 45.17\n",
       "    dec_long_va   (station_id) float64 -69.45 -69.31\n",
       "    alt_va        (station_id) float64 423.0 358.5\n",
       "    alt_acy_va    (station_id) float64 0.01 0.01\n",
       "    alt_datum_cd  (station_id) &lt;U6 &#x27;NGVD29&#x27; &#x27;NGVD29&#x27;\n",
       "    huc_cd        (station_id) &lt;U8 &#x27;01020004&#x27; &#x27;01020004&#x27;\n",
       "    begin_date    (station_id) &lt;U10 &#x27;1997-07-26&#x27; &#x27;1902-10-01&#x27;\n",
       "    end_date      (station_id) &lt;U10 &#x27;2023-11-26&#x27; &#x27;2023-11-26&#x27;\n",
       "Attributes: (1)</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-7dce0da0-a016-4b65-b317-cbd117158a0f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7dce0da0-a016-4b65-b317-cbd117158a0f' 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>: 4018</li><li><span class='xr-has-index'>station_id</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-f872fcdd-f677-4f44-92c8-339ab519ad36' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f872fcdd-f677-4f44-92c8-339ab519ad36' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span 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'>2000-01-01T05:00:00 ... 2010-12-...</div><input id='attrs-bd199c23-b5ad-4340-adbe-4a6cff06353e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bd199c23-b5ad-4340-adbe-4a6cff06353e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22845dbf-50a8-488d-93b5-f43af8fceae0' class='xr-var-data-in' type='checkbox'><label for='data-22845dbf-50a8-488d-93b5-f43af8fceae0' 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;2000-01-01T05:00:00.000000000&#x27;, &#x27;2000-01-02T05:00:00.000000000&#x27;,\n",
       "       &#x27;2000-01-03T05:00:00.000000000&#x27;, ..., &#x27;2010-12-29T05:00:00.000000000&#x27;,\n",
       "       &#x27;2010-12-30T05:00:00.000000000&#x27;, &#x27;2010-12-31T05:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>station_id</span></div><div class='xr-var-dims'>(station_id)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;USGS-01031450&#x27; &#x27;USGS-01031500&#x27;</div><input id='attrs-fd53f908-bc82-407b-b5f2-e33d29bcc6b9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fd53f908-bc82-407b-b5f2-e33d29bcc6b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5deea053-ce84-466c-a936-2ed174b6ad02' class='xr-var-data-in' type='checkbox'><label for='data-5deea053-ce84-466c-a936-2ed174b6ad02' 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;USGS-01031450&#x27;, &#x27;USGS-01031500&#x27;], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9a6d0817-112d-45d1-a877-efcc23cbad64' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9a6d0817-112d-45d1-a877-efcc23cbad64' class='xr-section-summary' >Data variables: <span>(10)</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>discharge</span></div><div class='xr-var-dims'>(time, station_id)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.7128 0.667 0.6435 ... 1.534 1.407</div><input id='attrs-b069f6e5-b8e8-410d-9a2b-f13e2c6c0289' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b069f6e5-b8e8-410d-9a2b-f13e2c6c0289' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1f0ec015-5e61-41ab-828e-3cd0f7f48469' class='xr-var-data-in' type='checkbox'><label for='data-1f0ec015-5e61-41ab-828e-3cd0f7f48469' 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>mm/day</dd></dl></div><div class='xr-var-data'><pre>array([[0.7127834 , 0.66699154],\n",
       "       [0.64348501, 0.62589727],\n",
       "       [0.59398616, 0.5911252 ],\n",
       "       ...,\n",
       "       [1.61366241, 1.55842099],\n",
       "       [1.53446425, 1.46358807],\n",
       "       [1.53446425, 1.40668832]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>station_nm</span></div><div class='xr-var-dims'>(station_id)</div><div class='xr-var-dtype'>&lt;U44</div><div class='xr-var-preview xr-preview'>&#x27;Kingsbury Stream At Abbot Villa...</div><input id='attrs-c6978e53-e503-4e13-a60f-ead42e5c1dfe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c6978e53-e503-4e13-a60f-ead42e5c1dfe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ced5d157-83f8-4d57-a784-36365b056258' class='xr-var-data-in' type='checkbox'><label for='data-ced5d157-83f8-4d57-a784-36365b056258' 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>long_name :</span></dt><dd>station name</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;Kingsbury Stream At Abbot Village, Maine&#x27;,\n",
       "       &#x27;Piscataquis River Near Dover-Foxcroft, Maine&#x27;], dtype=&#x27;&lt;U44&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dec_lat_va</span></div><div class='xr-var-dims'>(station_id)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>45.18 45.17</div><input id='attrs-8bc73bbd-d217-4082-ba71-e1694693fde9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8bc73bbd-d217-4082-ba71-e1694693fde9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2ee48a3e-f20a-46d9-a2d3-ea05b9f5d3bd' class='xr-var-data-in' type='checkbox'><label for='data-2ee48a3e-f20a-46d9-a2d3-ea05b9f5d3bd' 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>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>decimal_degrees</dd></dl></div><div class='xr-var-data'><pre>array([45.1844444, 45.175    ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dec_long_va</span></div><div class='xr-var-dims'>(station_id)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-69.45 -69.31</div><input id='attrs-d8afb234-4798-4d8b-a999-429f0a011b2e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d8afb234-4798-4d8b-a999-429f0a011b2e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92b59ff4-2f75-4900-bbd2-5c188735331c' class='xr-var-data-in' type='checkbox'><label for='data-92b59ff4-2f75-4900-bbd2-5c188735331c' 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>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>decimal_degrees</dd></dl></div><div class='xr-var-data'><pre>array([-69.4522222, -69.3147222])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>alt_va</span></div><div class='xr-var-dims'>(station_id)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>423.0 358.5</div><input id='attrs-d81f3dfe-f34a-47c2-850c-3ef772786e67' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d81f3dfe-f34a-47c2-850c-3ef772786e67' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22a0f75c-4b42-4e5c-919c-040a248b0e4f' class='xr-var-data-in' type='checkbox'><label for='data-22a0f75c-4b42-4e5c-919c-040a248b0e4f' 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>long_name :</span></dt><dd>altitude</dd><dt><span>units :</span></dt><dd>ft</dd></dl></div><div class='xr-var-data'><pre>array([423.  , 358.47])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>alt_acy_va</span></div><div class='xr-var-dims'>(station_id)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.01 0.01</div><input id='attrs-5087c814-c2d3-4b83-9d40-4c546408b8c9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5087c814-c2d3-4b83-9d40-4c546408b8c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6431d0a5-3851-4cd2-a1bd-377c5b385a17' class='xr-var-data-in' type='checkbox'><label for='data-6431d0a5-3851-4cd2-a1bd-377c5b385a17' 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>long_name :</span></dt><dd>altitude accuracy</dd></dl></div><div class='xr-var-data'><pre>array([0.01, 0.01])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>alt_datum_cd</span></div><div class='xr-var-dims'>(station_id)</div><div class='xr-var-dtype'>&lt;U6</div><div class='xr-var-preview xr-preview'>&#x27;NGVD29&#x27; &#x27;NGVD29&#x27;</div><input id='attrs-a5f00ab4-31d5-45de-b0d9-d92b3fc5fe46' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a5f00ab4-31d5-45de-b0d9-d92b3fc5fe46' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37b678a5-81b1-4842-9819-dc53f9f1c48e' class='xr-var-data-in' type='checkbox'><label for='data-37b678a5-81b1-4842-9819-dc53f9f1c48e' 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>long_name :</span></dt><dd>altitude datum</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;NGVD29&#x27;, &#x27;NGVD29&#x27;], dtype=&#x27;&lt;U6&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>huc_cd</span></div><div class='xr-var-dims'>(station_id)</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;01020004&#x27; &#x27;01020004&#x27;</div><input id='attrs-6da95722-b10a-448d-a6d6-5383c136079e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6da95722-b10a-448d-a6d6-5383c136079e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9f9721e-11d9-4004-bea5-6dd12636325e' class='xr-var-data-in' type='checkbox'><label for='data-b9f9721e-11d9-4004-bea5-6dd12636325e' 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>long_name :</span></dt><dd>hydrologic unit code</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;01020004&#x27;, &#x27;01020004&#x27;], dtype=&#x27;&lt;U8&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>begin_date</span></div><div class='xr-var-dims'>(station_id)</div><div class='xr-var-dtype'>&lt;U10</div><div class='xr-var-preview xr-preview'>&#x27;1997-07-26&#x27; &#x27;1902-10-01&#x27;</div><input id='attrs-f3cb90ca-b9a9-4e60-b568-3a328e1ee442' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f3cb90ca-b9a9-4e60-b568-3a328e1ee442' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e710d710-452d-4044-ae74-8b7c9b45710a' class='xr-var-data-in' type='checkbox'><label for='data-e710d710-452d-4044-ae74-8b7c9b45710a' 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>long_name :</span></dt><dd>availability begin date</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1997-07-26&#x27;, &#x27;1902-10-01&#x27;], dtype=&#x27;&lt;U10&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>end_date</span></div><div class='xr-var-dims'>(station_id)</div><div class='xr-var-dtype'>&lt;U10</div><div class='xr-var-preview xr-preview'>&#x27;2023-11-26&#x27; &#x27;2023-11-26&#x27;</div><input id='attrs-7b84cbf6-0f4c-4eab-ae04-c4a7d1cc5aa1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7b84cbf6-0f4c-4eab-ae04-c4a7d1cc5aa1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a5f87e59-d9f6-435c-87f3-e20017328612' class='xr-var-data-in' type='checkbox'><label for='data-a5f87e59-d9f6-435c-87f3-e20017328612' 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>long_name :</span></dt><dd>availability end date</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2023-11-26&#x27;, &#x27;2023-11-26&#x27;], dtype=&#x27;&lt;U10&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bda82dfb-e0f4-48f1-a0f9-152216b99be8' class='xr-section-summary-in' type='checkbox'  ><label for='section-bda82dfb-e0f4-48f1-a0f9-152216b99be8' 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>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2c3c59b2-0fda-4d92-a061-058902234f0c' class='xr-index-data-in' type='checkbox'/><label for='index-2c3c59b2-0fda-4d92-a061-058902234f0c' 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;2000-01-01 05:00:00&#x27;, &#x27;2000-01-02 05:00:00&#x27;,\n",
       "               &#x27;2000-01-03 05:00:00&#x27;, &#x27;2000-01-04 05:00:00&#x27;,\n",
       "               &#x27;2000-01-05 05:00:00&#x27;, &#x27;2000-01-06 05:00:00&#x27;,\n",
       "               &#x27;2000-01-07 05:00:00&#x27;, &#x27;2000-01-08 05:00:00&#x27;,\n",
       "               &#x27;2000-01-09 05:00:00&#x27;, &#x27;2000-01-10 05:00:00&#x27;,\n",
       "               ...\n",
       "               &#x27;2010-12-22 05:00:00&#x27;, &#x27;2010-12-23 05:00:00&#x27;,\n",
       "               &#x27;2010-12-24 05:00:00&#x27;, &#x27;2010-12-25 05:00:00&#x27;,\n",
       "               &#x27;2010-12-26 05:00:00&#x27;, &#x27;2010-12-27 05:00:00&#x27;,\n",
       "               &#x27;2010-12-28 05:00:00&#x27;, &#x27;2010-12-29 05:00:00&#x27;,\n",
       "               &#x27;2010-12-30 05:00:00&#x27;, &#x27;2010-12-31 05:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=4018, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>station_id</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-45f26b17-8195-4b2e-b3c9-8c87722d9b69' class='xr-index-data-in' type='checkbox'/><label for='index-45f26b17-8195-4b2e-b3c9-8c87722d9b69' 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([&#x27;USGS-01031450&#x27;, &#x27;USGS-01031500&#x27;], dtype=&#x27;object&#x27;, name=&#x27;station_id&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d6423800-6bbc-43a0-98b3-521ad87591b3' class='xr-section-summary-in' type='checkbox'  ><label for='section-d6423800-6bbc-43a0-98b3-521ad87591b3' 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>tz :</span></dt><dd>UTC</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:       (time: 4018, station_id: 2)\n",
       "Coordinates:\n",
       "  * time          (time) datetime64[ns] 2000-01-01T05:00:00 ... 2010-12-31T05...\n",
       "  * station_id    (station_id) object 'USGS-01031450' 'USGS-01031500'\n",
       "Data variables:\n",
       "    discharge     (time, station_id) float64 0.7128 0.667 0.6435 ... 1.534 1.407\n",
       "    station_nm    (station_id) <U44 'Kingsbury Stream At Abbot Village, Maine...\n",
       "    dec_lat_va    (station_id) float64 45.18 45.17\n",
       "    dec_long_va   (station_id) float64 -69.45 -69.31\n",
       "    alt_va        (station_id) float64 423.0 358.5\n",
       "    alt_acy_va    (station_id) float64 0.01 0.01\n",
       "    alt_datum_cd  (station_id) <U6 'NGVD29' 'NGVD29'\n",
       "    huc_cd        (station_id) <U8 '01020004' '01020004'\n",
       "    begin_date    (station_id) <U10 '1997-07-26' '1902-10-01'\n",
       "    end_date      (station_id) <U10 '2023-11-26' '2023-11-26'\n",
       "Attributes: (1)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "qobs_ds = nwis.get_streamflow(stations, dates, mmd=True, to_xarray=True)\n",
    "qobs_ds"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Then we can use the ``signatures`` function to plot hydrologic signatures of the streamflow. Note that the input time series should be in mm/day. This function has argument, `output`, for saving the plot as a `png` file."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2021-11-12T23:10:56.089886Z",
     "iopub.status.busy": "2021-11-12T23:10:56.089222Z",
     "iopub.status.idle": "2021-11-12T23:10:58.256467Z",
     "shell.execute_reply": "2021-11-12T23:10:58.256776Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x500 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot.signatures(qobs, output=\"_static/example_plots_signatures.png\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This function also can show precipitation data as a bar plot. Let's use [PyDaymet](https://github.com/cheginit/pydaymet) to get the precipitation at the NWIS stations location."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2021-11-12T23:10:58.260151Z",
     "iopub.status.busy": "2021-11-12T23:10:58.259662Z",
     "iopub.status.idle": "2021-11-12T23:12:10.955619Z",
     "shell.execute_reply": "2021-11-12T23:12:10.955938Z"
    }
   },
   "outputs": [],
   "source": [
    "sid = \"01031500\"\n",
    "coords = tuple(info[info.site_no == sid][[\"dec_long_va\", \"dec_lat_va\"]].to_numpy()[0])\n",
    "prcp = daymet.get_bycoords(coords, dates, variables=\"prcp\", ssl=False)\n",
    "qobs.index = pd.to_datetime(qobs.index.strftime(\"%Y-%m-%d\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2021-11-12T23:12:10.961259Z",
     "iopub.status.busy": "2021-11-12T23:12:10.960091Z",
     "iopub.status.idle": "2021-11-12T23:12:12.097893Z",
     "shell.execute_reply": "2021-11-12T23:12:12.098226Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot.signatures(\n",
    "    qobs[f\"USGS-{sid}\"],\n",
    "    prcp,\n",
    "    title=f\"Streamflow Observations for USGS-{sid}\",\n",
    "    output=\"_static/nwis.png\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can also get instantaneous streamflow data using `get_streamflow`. This method assumes that the input dates are in UTC time zone and returns the data in UTC time zone as well."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x350 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "qobs = nwis.get_streamflow(\"01646500\", (\"2005-01-01 12:00\", \"2005-01-12 15:00\"), freq=\"iv\")\n",
    "_ = qobs.plot(figsize=(7, 3.5))"
   ]
  }
 ],
 "metadata": {
  "interpreter": {
   "hash": "003c82ad5971cfdf345b67bc4c483230f4144cd11e9aff06d93cf3af71d62f25"
  },
  "kernelspec": {
   "display_name": "Python 3.10.4 ('hyriver-dev')",
   "language": "python",
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