{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Network Analysis: Track river pollutants\n",
    "\n",
    ">* 👟 Ready To Run!\n",
    "* 🖥️ Requires Hydrology Utility Organization Configuration\n",
    "* 🔬 Data Science\n",
    "\n",
    "\n",
    "## No Dumping - Drains to Ocean\n",
    "\n",
    "Have you ever seen a sign near a storm drain that says \"No Dumping - Drains to Ocean\"? If you live inland, you might have seen one that says Drains to River, Lake, Bay, or Waterway. All of these are messages about the same thing—anything washed or dumped into the drain will be transported downstream and has the potential to pollute local waterways and the larger water bodies they connect to. For example, pollution carried down the Mississippi from Midwestern farms has created a dead zone in the Gulf of Mexico the size of Massachusetts where fish and plants have to fight for survival.\n",
    "\n",
    "In this notebook, you'll learn how to find the area that drains to a storm drain, and the route that pollutants will take if they are dumped or washed into the drain. You'll find the upstream drainage area, called a watershed, for a storm drain near Blackman Elementary School in Tennessee. Then you'll find the downstream flow path to where it empties into the Gulf of Mexico. Knowing how to find these, you can experiment to find the watersheds and flow paths from other storm drain locations.\n",
    "\n",
    "This notebook uses Spatial Analysis online service tools, **Create Watershed** and **Trace Downstream**, that perform analysis on your web GIS. You can find more information about the Create Watershed analysis tool [here](https://developers.arcgis.com/rest/analysis/api-reference/create-watersheds.htm) and the Trace Downstream analysis tool [here](https://developers.arcgis.com/rest/analysis/api-reference/trace-downstream.htm)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "toc": true
   },
   "source": [
    "<h1>Table of Contents<span class=\"tocSkip\"></span></h1>\n",
    "<div class=\"toc\"><ul class=\"toc-item\"><li><span><a href=\"#No-Dumping---Drains-to-Ocean\" data-toc-modified-id=\"No-Dumping---Drains-to-Ocean-1\">No Dumping - Drains to Ocean</a></span><ul class=\"toc-item\"><li><span><a href=\"#Getting-set-up\" data-toc-modified-id=\"Getting-set-up-1.1\">Getting set up</a></span></li><li><span><a href=\"#Create-watersheds-for-the-storm-drain\" data-toc-modified-id=\"Create-watersheds-for-the-storm-drain-1.2\">Create watersheds for the storm drain</a></span><ul class=\"toc-item\"><li><span><a href=\"#Create-a-default-watershed-for-the-storm-drain-point-feature\" data-toc-modified-id=\"Create-a-default-watershed-for-the-storm-drain-point-feature-1.2.1\">Create a default watershed for the storm drain point feature</a></span></li><li><span><a href=\"#Create-a-watershed-on-the-nearest-drainage-line-using-a-search-distance\" data-toc-modified-id=\"Create-a-watershed-on-the-nearest-drainage-line-using-a-search-distance-1.2.2\">Create a watershed on the nearest drainage line using a search distance</a></span></li><li><span><a href=\"#Find-the-distance-from-the-storm-drain-point-to-the-snapped-point-on-the-nearest-drainage-line\" data-toc-modified-id=\"Find-the-distance-from-the-storm-drain-point-to-the-snapped-point-on-the-nearest-drainage-line-1.2.3\">Find the distance from the storm drain point to the snapped point on the nearest drainage line</a></span></li></ul></li><li><span><a href=\"#Find-the-downstream-flow-path-from-the-storm-drain\" data-toc-modified-id=\"Find-the-downstream-flow-path-from-the-storm-drain-1.3\">Find the downstream flow path from the storm drain</a></span><ul class=\"toc-item\"><li><span><a href=\"#Inspect-the-length-of-downstream-trace-from-the-storm-drain-to-the-Gulf-of-Mexico\" data-toc-modified-id=\"Inspect-the-length-of-downstream-trace-from-the-storm-drain-to-the-Gulf-of-Mexico-1.3.1\">Inspect the length of downstream trace from the storm drain to the Gulf of Mexico</a></span></li><li><span><a href=\"#Divide-the-downstream-trace-into-multiple-segments\" data-toc-modified-id=\"Divide-the-downstream-trace-into-multiple-segments-1.3.2\">Divide the downstream trace into multiple segments</a></span></li><li><span><a href=\"#Inspect-the-'from-distance'-and-'to-distanc'e-of-each-segment-in-the-downstream-trace.\" data-toc-modified-id=\"Inspect-the-'from-distance'-and-'to-distance'-of-each-segment-in-the-downstream-trace.-1.3.3\">Inspect the 'from' distance and 'to distance' of each segment in the downstream trace.</a></span></li></ul></li><li><span><a href=\"#Conclusion\" data-toc-modified-id=\"Conclusion-1.4\">Conclusion</a></span></li></ul></li></ul></div>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Getting set up\n",
    "Import the necessary libraries, and connect to your Organization."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "\n",
    "import arcgis\n",
    "from arcgis.gis import GIS\n",
    "from arcgis.features import Feature, FeatureSet, FeatureCollection\n",
    "from arcgis.geometry import Point, distance\n",
    "from arcgis.features.analysis import create_watersheds\n",
    "from arcgis.features.analysis import trace_downstream\n",
    "\n",
    "gis = GIS(\"home\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Create a new map and navigate to the area of interest: Blackman Elemetary School in Tennessee."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 97,
   "metadata": {},
   "outputs": [
    {
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\"/>"
      ],
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 97,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "storm_drain_map = gis.map(\"Blackman Elementary School, 586 Fortress \"\\\n",
    "                          \"Blvd, Murfreesboro, TN, 37128, USA.\")\n",
    "storm_drain_map.basemap = 'hybrid'\n",
    "storm_drain_map"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let us pick a storm drain point in the parking lot of a school for our analysis."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "storm_drain_feature = Feature.from_dict(\n",
    "    {'geometry' : {'x' : -9625614.992191713,\n",
    "                   'y' : 4280321.441688138,\n",
    "                   'type' : 'point',\n",
    "                   'spatialReference' : {'latestWkid' : 3857,\n",
    "                   'wkid' : 102100}}})\n",
    "\n",
    "storm_drain_df = FeatureSet([storm_drain_feature]).sdf\n",
    "storm_drain_fc = storm_drain_df.spatial.to_feature_collection(\n",
    "    'storm_drain_fc')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plot the point on the map. In the following section you will build watersheds for this point."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "storm_drain_df.spatial.plot(map_widget = storm_drain_map, \n",
    "                            symbol_type = 'simple',\n",
    "                            symbol_style = 'd', # d - for diamonds\n",
    "                            colors = 'Reds_r',\n",
    "                            cstep = 10,\n",
    "                            outline_color = 'Blues',\n",
    "                            marker_size = 20)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Create watersheds for the storm drain\n",
    "\n",
    "### Create a default watershed for the storm drain point feature\n",
    "Use the Create Watershed tool from the `arcgis.feature.analysis` module to find the upstream contributing area to the storm drain point. You'll first create a watershed by keeping all the default parameters in the tool."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'snap_pour_pts_layer': <FeatureCollection>,\n",
       " 'watershed_layer': <FeatureCollection>}"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "try:\n",
    "    storm_drain_watershed = create_watersheds(storm_drain_fc)\n",
    "except Exception as e:\n",
    "    print(\"Error: Organization not configured with Hydrology Utility\")\n",
    "    raise e\n",
    "\n",
    "storm_drain_watershed"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Add the storm drain watershed to the storm drain map."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "storm_drain_map.add_layer(storm_drain_watershed['snap_pour_pts_layer'], \n",
    "                          options = {'opacity' : 0.5})\n",
    "storm_drain_map.add_layer(storm_drain_watershed['watershed_layer'],\n",
    "                         options = {'opacity' : 0.5})"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Create a Spatially Enabled DataFrame from the watershed feature collection layer you created and read the records in this watershed."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "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>AnalysisArea</th>\n",
       "      <th>DataResolution</th>\n",
       "      <th>Description</th>\n",
       "      <th>OBJECTID</th>\n",
       "      <th>OID</th>\n",
       "      <th>PourPtID</th>\n",
       "      <th>SHAPE</th>\n",
       "      <th>Shape_Area</th>\n",
       "      <th>Shape_Length</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.022413</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"rings\": [[[851865, 1464885], [851895, 146485...</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   AnalysisArea DataResolution                Description  OBJECTID  OID  \\\n",
       "0      0.022413           30.0  NED 30m processed by Esri         1    1   \n",
       "\n",
       "   PourPtID                                              SHAPE Shape_Area  \\\n",
       "0         1  {\"rings\": [[[851865, 1464885], [851895, 146485...       None   \n",
       "\n",
       "  Shape_Length  \n",
       "0         None  "
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "storm_drain_watershed_fc = storm_drain_watershed['watershed_layer']\n",
    "storm_drain_watershed_fc.query().sdf"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As you can see from the watershed feature layer collection added to the map and the `DataFrame` queried above, the size of this watershed is quite small (`0.022` square miles). These results are not unusual. If your analysis point is located away from a drainage line, the resulting watershed is likely to be very small and not of much use in determining the upstream source of contamination. In most cases, your analysis point should be positioned on the nearest drainage line to find the watershed that flows to a point on the drainage line.\n",
    "\n",
    "### Create a watershed on the nearest drainage line using a search distance\n",
    "\n",
    "To find the closest drainage line, you can specify a **search distance**, which is what you’ll do in the next section. The results of this tool should be used to provide a regional understanding of the watershed rather than identify the exact location of the watershed at local scales. You'll do that next."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'snap_pour_pts_layer': <FeatureCollection>,\n",
       " 'watershed_layer': <FeatureCollection>}"
      ]
     },
     "execution_count": 111,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "storm_drain_large_watershed = create_watersheds(\n",
    "    storm_drain_fc, \n",
    "    search_distance = 0.5, \n",
    "    search_units = \"miles\",\n",
    "    context = {'outSR' : {'latestWkid' : 3857,\n",
    "                          'wkid' : 102100}})\n",
    "\n",
    "storm_drain_large_watershed"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Query the large watershed created to determine the new analysis area."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 112,
   "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>AnalysisArea</th>\n",
       "      <th>DataResolution</th>\n",
       "      <th>Description</th>\n",
       "      <th>OBJECTID</th>\n",
       "      <th>OID</th>\n",
       "      <th>PourPtID</th>\n",
       "      <th>SHAPE</th>\n",
       "      <th>Shape_Area</th>\n",
       "      <th>Shape_Length</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>21.426692</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"rings\": [[[-9624695.515525267, 4280553.06655...</td>\n",
       "      <td>None</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   AnalysisArea DataResolution                Description  OBJECTID  OID  \\\n",
       "0     21.426692           30.0  NED 30m processed by Esri         1    1   \n",
       "\n",
       "   PourPtID                                              SHAPE Shape_Area  \\\n",
       "0         1  {\"rings\": [[[-9624695.515525267, 4280553.06655...       None   \n",
       "\n",
       "  Shape_Length  \n",
       "0         None  "
      ]
     },
     "execution_count": 112,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "storm_drain_large_watershed_fc = \\\n",
    "    storm_drain_large_watershed['watershed_layer']\n",
    "storm_drain_large_watershed_fc.query().sdf"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "storm_drain_map.add_layer(\n",
    "    storm_drain_large_watershed['watershed_layer'],\n",
    "    options = {'opacity' : 0.5})\n",
    "storm_drain_map.add_layer(\n",
    "    storm_drain_large_watershed['snap_pour_pts_layer'],\n",
    "    options = {'opacity' : 0.5})"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Zoom out of storm drain map to see the watershed from the closest drainage line. When the analysis is completed, you’ll see that another watershed has been added to the map that encompasses nearly the entire smaller watershed. Zoom out of the map to see the entire watershed. This watershed is much larger with an area of `21.42` square miles as seen by querying the DataFrame information above."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Find the distance from the storm drain point to the snapped point on the nearest drainage line\n",
    "On the map, we are able to see both the drain point we chose and the snapped point the `create_watershed()` tool determined. Below, we will measure the distance between these two points.\n",
    "\n",
    "Read the drain points as `arcgis.geometry.Point` objects."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 113,
   "metadata": {},
   "outputs": [],
   "source": [
    "snapped_drain_point = storm_drain_large_watershed['snap_pour_pts_layer']\\\n",
    "    .query().sdf.SHAPE[0]\n",
    "storm_drain_point = storm_drain_df.SHAPE[0]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate distance between these two points using the `distance()` function from the `arcgis.geometry` module"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 118,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'distance': 477.58328236573186}"
      ]
     },
     "execution_count": 118,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "distance({'spatialReference' : {'wkid' : 102100}}, \n",
    "         snapped_drain_point,\n",
    "         storm_drain_point)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note that the distance function returns the distance in `meters`, the default unit for the specified spatial reference. This (distance of `477.5` meters) is less than the `0.5` miles value you input before you ran the tool."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Find the downstream flow path from the storm drain\n",
    "\n",
    "You've identified where the water in the storm drain comes from. In the next section, you'll find the path it will take to the Gulf of Mexico. You'll use the **Trace Downstream** tool to find the downstream flow path."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "metadata": {},
   "outputs": [],
   "source": [
    "storm_drain_downstream_trace = trace_downstream(\n",
    "    input_layer=storm_drain_fc)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "metadata": {},
   "outputs": [
    {
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\"/>"
      ],
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 98,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "downstream_map = gis.map(\"Blackman Elementary School, 586 Fortress \"\\\n",
    "                         \"Blvd, Murfreesboro, TN, 37128, USA.\")\n",
    "downstream_map.basemap = 'gray-vector'\n",
    "downstream_map"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "metadata": {},
   "outputs": [],
   "source": [
    "downstream_map.add_layer(\n",
    "    storm_drain_large_watershed['watershed_layer'],\n",
    "    options = {'opacity' : 0.5})\n",
    "downstream_map.add_layer(\n",
    "    storm_drain_large_watershed['snap_pour_pts_layer'],\n",
    "    options = {'opacity' : 0.5})\n",
    "\n",
    "downstream_map.add_layer(storm_drain_downstream_trace)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Inspect the length of downstream trace from the storm drain to the Gulf of Mexico "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "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>AnalysisLength</th>\n",
       "      <th>DataResolution</th>\n",
       "      <th>Description</th>\n",
       "      <th>OBJECTID</th>\n",
       "      <th>OID</th>\n",
       "      <th>PourPtID</th>\n",
       "      <th>SHAPE</th>\n",
       "      <th>Shape_Length</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1270.872823</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[851790, 1464960], [851910, 146484...</td>\n",
       "      <td>None</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   AnalysisLength DataResolution                Description  OBJECTID  OID  \\\n",
       "0     1270.872823           30.0  NED 30m processed by Esri         1    1   \n",
       "\n",
       "   PourPtID                                              SHAPE Shape_Length  \n",
       "0         1  {\"paths\": [[[851790, 1464960], [851910, 146484...         None  "
      ]
     },
     "execution_count": 91,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "storm_drain_trace_sdf = storm_drain_downstream_trace.query().sdf\n",
    "storm_drain_trace_sdf.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The trace is more than `1,200` miles long. \n",
    "\n",
    "### Divide the downstream trace into multiple segments\n",
    "\n",
    "The trace line can be split into multiple lines where each line is of the specified length. For example, if there is a large contamination spill near the storm drain and the river it flows at a rate of `5` miles per hour, or `120` miles per day, you might want to split the river into `120` mile segments. Splitting the trace into `120` mile intervals will show approximately where the spill will travel each day. The line will be symbolized using graduated colors based on distance and will be labeled with the distance from the start of the trace. The resulting trace will have multiple line segments, each with fields `FromDistance` and `ToDistance`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 93,
   "metadata": {},
   "outputs": [],
   "source": [
    "storm_drain_downstream_trace_split = trace_downstream(\n",
    "    input_layer = storm_drain_fc,\n",
    "    split_distance = 120,\n",
    "    split_units = 'Miles')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 94,
   "metadata": {},
   "outputs": [],
   "source": [
    "downstream_map.add_layer(storm_drain_downstream_trace_split)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Inspect the 'from distance' and 'to distance' of each segment in the downstream trace."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "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>AnalysisLength</th>\n",
       "      <th>DataResolution</th>\n",
       "      <th>Description</th>\n",
       "      <th>FromDistance</th>\n",
       "      <th>OBJECTID</th>\n",
       "      <th>OID</th>\n",
       "      <th>PourPtID</th>\n",
       "      <th>SHAPE</th>\n",
       "      <th>ToDistance</th>\n",
       "      <th>TotalDistance</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>120.000000</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[851790, 1464960], [851910, 146484...</td>\n",
       "      <td>120.000000</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>120.000000</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>120</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[764355.7567000017, 1530430.664799...</td>\n",
       "      <td>240.000000</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>120.000000</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>240</td>\n",
       "      <td>3</td>\n",
       "      <td>3</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[670098.8302000016, 1596693.637700...</td>\n",
       "      <td>360.000000</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>120.000000</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>360</td>\n",
       "      <td>4</td>\n",
       "      <td>4</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[577682.1620999984, 1513992.159600...</td>\n",
       "      <td>480.000000</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>120.000000</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>480</td>\n",
       "      <td>5</td>\n",
       "      <td>5</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[547272.3764000013, 1406887.005400...</td>\n",
       "      <td>600.000000</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>120.000000</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>600</td>\n",
       "      <td>6</td>\n",
       "      <td>6</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[489320.02529999986, 1271903.6392]...</td>\n",
       "      <td>720.000000</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>120.000000</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>720</td>\n",
       "      <td>7</td>\n",
       "      <td>7</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[448150.36129999906, 1152279.11579...</td>\n",
       "      <td>840.000000</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>120.000000</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>840</td>\n",
       "      <td>8</td>\n",
       "      <td>8</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[459682.03990000114, 1017421.54559...</td>\n",
       "      <td>960.000000</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>120.000000</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>960</td>\n",
       "      <td>9</td>\n",
       "      <td>9</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[421726.77800000086, 881120.401600...</td>\n",
       "      <td>1080.000000</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>120.000000</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>1080</td>\n",
       "      <td>10</td>\n",
       "      <td>10</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[481982.42720000073, 794666.9408],...</td>\n",
       "      <td>1200.000000</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>70.872823</td>\n",
       "      <td>30.0</td>\n",
       "      <td>NED 30m processed by Esri</td>\n",
       "      <td>1200</td>\n",
       "      <td>11</td>\n",
       "      <td>11</td>\n",
       "      <td>1</td>\n",
       "      <td>{\"paths\": [[[590137.3244000003, 746022.0360000...</td>\n",
       "      <td>1270.872823</td>\n",
       "      <td>1270.872823</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    AnalysisLength DataResolution                Description  FromDistance  \\\n",
       "0       120.000000           30.0  NED 30m processed by Esri             0   \n",
       "1       120.000000           30.0  NED 30m processed by Esri           120   \n",
       "2       120.000000           30.0  NED 30m processed by Esri           240   \n",
       "3       120.000000           30.0  NED 30m processed by Esri           360   \n",
       "4       120.000000           30.0  NED 30m processed by Esri           480   \n",
       "5       120.000000           30.0  NED 30m processed by Esri           600   \n",
       "6       120.000000           30.0  NED 30m processed by Esri           720   \n",
       "7       120.000000           30.0  NED 30m processed by Esri           840   \n",
       "8       120.000000           30.0  NED 30m processed by Esri           960   \n",
       "9       120.000000           30.0  NED 30m processed by Esri          1080   \n",
       "10       70.872823           30.0  NED 30m processed by Esri          1200   \n",
       "\n",
       "    OBJECTID  OID  PourPtID  \\\n",
       "0          1    1         1   \n",
       "1          2    2         1   \n",
       "2          3    3         1   \n",
       "3          4    4         1   \n",
       "4          5    5         1   \n",
       "5          6    6         1   \n",
       "6          7    7         1   \n",
       "7          8    8         1   \n",
       "8          9    9         1   \n",
       "9         10   10         1   \n",
       "10        11   11         1   \n",
       "\n",
       "                                                SHAPE   ToDistance  \\\n",
       "0   {\"paths\": [[[851790, 1464960], [851910, 146484...   120.000000   \n",
       "1   {\"paths\": [[[764355.7567000017, 1530430.664799...   240.000000   \n",
       "2   {\"paths\": [[[670098.8302000016, 1596693.637700...   360.000000   \n",
       "3   {\"paths\": [[[577682.1620999984, 1513992.159600...   480.000000   \n",
       "4   {\"paths\": [[[547272.3764000013, 1406887.005400...   600.000000   \n",
       "5   {\"paths\": [[[489320.02529999986, 1271903.6392]...   720.000000   \n",
       "6   {\"paths\": [[[448150.36129999906, 1152279.11579...   840.000000   \n",
       "7   {\"paths\": [[[459682.03990000114, 1017421.54559...   960.000000   \n",
       "8   {\"paths\": [[[421726.77800000086, 881120.401600...  1080.000000   \n",
       "9   {\"paths\": [[[481982.42720000073, 794666.9408],...  1200.000000   \n",
       "10  {\"paths\": [[[590137.3244000003, 746022.0360000...  1270.872823   \n",
       "\n",
       "    TotalDistance  \n",
       "0     1270.872823  \n",
       "1     1270.872823  \n",
       "2     1270.872823  \n",
       "3     1270.872823  \n",
       "4     1270.872823  \n",
       "5     1270.872823  \n",
       "6     1270.872823  \n",
       "7     1270.872823  \n",
       "8     1270.872823  \n",
       "9     1270.872823  \n",
       "10    1270.872823  "
      ]
     },
     "execution_count": 95,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "storm_drain_trace_split_sdf = \\\n",
    "    storm_drain_downstream_trace_split.query().sdf\n",
    "storm_drain_trace_split_sdf.head(11)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Conclusion\n",
    "In this sample we used `create_watershed()` and `trace_downstream()` hydrology tools to derive watershed boundaries and the downstream flow path for a given point. The analysis can be easily repated for any point on the globe.\n",
    "\n",
    "Our waterbodies are precious natural resources. Just as we saw from this sample, anything washed or dumped into the drain will be transported downstream and has the potential to pollute local waterways and the larger water bodies they connect to. "
   ]
  }
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