{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Ibis and Geospatial Operations"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "One of the most popular extensions to PostgreSQL is PostGIS,\n",
    "which adds support for storing geospatial geometries,\n",
    "as well as functionality for reasoning about and performing operations on those geometries.\n",
    "\n",
    "This is a demo showing how to assemble ibis expressions for a PostGIS-enabled database.\n",
    "We will be using a database that has been loaded with an [Open Street Map](https://www.openstreetmap.org/)\n",
    "extract for Southern California.\n",
    "This extract can be found [here](https://download.geofabrik.de/north-america/us/california/socal.html),\n",
    "and loaded into PostGIS using a tool like [ogr2ogr](https://gdal.org/programs/ogr2ogr.html)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Preparation\n",
    "\n",
    "We first need to set up a demonstration database and load it with the sample data.\n",
    "If you have Docker installed, you can download and launch a PostGIS database with the following:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "cd5e5e60822770ddc628adce3f4d26975fa4cfe0325d81925a6fe70b088253cc\n"
     ]
    }
   ],
   "source": [
    "# Launch the postgis container.\n",
    "# This may take a bit of time if it needs to download the image.\n",
    "!docker run -d -p 5432:5432 --name postgis-db -e POSTGRES_PASSWORD=supersecret mdillon/postgis:9.6-alpine"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Next, we download our OSM extract (about 400 MB):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "!wget https://download.geofabrik.de/north-america/us/california/socal-latest.osm.pbf"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Finally, we load it into the database using `ogr2ogr` (this may take some time):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0...10...20...30...40...50...60...70...80...90...100 - done.\n"
     ]
    }
   ],
   "source": [
    "!ogr2ogr -f PostgreSQL PG:\"dbname='postgres' user='postgres' password='supersecret' port=5432 host='localhost'\" -lco OVERWRITE=yes --config PG_USE_COPY YES socal-latest.osm.pbf"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Connecting to the database\n",
    "\n",
    "We first make the relevant imports, and connect to the PostGIS database:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import geopandas\n",
    "import ibis\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "client = ibis.postgres.connect(\n",
    "    url='postgres://postgres:supersecret@localhost:5432/postgres'\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's look at the tables available in the database:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['geography_columns',\n",
       " 'geometry_columns',\n",
       " 'lines',\n",
       " 'multilinestrings',\n",
       " 'multipolygons',\n",
       " 'other_relations',\n",
       " 'points',\n",
       " 'raster_columns',\n",
       " 'raster_overviews',\n",
       " 'spatial_ref_sys']"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "client.list_tables()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "As you can see, this Open Street Map extract stores its data according to the geometry type.\n",
    "Let's grab references to the polygon and line tables:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "polygons = client.table('multipolygons')\n",
    "lines = client.table('lines')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Querying the data\n",
    "\n",
    "We query the polygons table for shapes with an administrative level of 8,\n",
    "which corresponds to municipalities.\n",
    "\n",
    "We also reproject some of the column names so we don't have a name collision later."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "cities = polygons[polygons.admin_level == '8']\n",
    "\n",
    "cities = cities[\n",
    "    cities.name.name('city_name'),\n",
    "    cities.wkb_geometry.name('city_geometry')\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can assemble a specific query for the city of Los Angeles,\n",
    "and execute it to get the geometry of the city.\n",
    "This will be useful later when reasoning about other geospatial relationships in the LA area:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
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      ],
      "text/plain": [
       "<shapely.geometry.multipolygon.MultiPolygon at 0x22db777b240>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "los_angeles = cities[cities.city_name == 'Los Angeles']\n",
    "la_city = los_angeles.execute()\n",
    "la_city_geom = la_city.iloc[0].city_geometry\n",
    "la_city_geom"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Let's also extract freeways from the lines table,\n",
    "which are indicated by the value `'motorway'` in the highway column:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "highways = lines[(lines.highway == 'motorway')]\n",
    "highways = highways[\n",
    "    highways.name.name('highway_name'),\n",
    "    highways.wkb_geometry.name('highway_geometry')\n",
    "]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Making a spatial join\n",
    "\n",
    "Let's test a spatial join by selecting all the highways that intersect the city of Los Angeles,\n",
    "or one if its neighbors.\n",
    "\n",
    "We begin by assembling an expression for Los Angeles and its neighbors.\n",
    "We consider a city to be a neighbor if it has any point of intersection\n",
    "(by this critereon we also get Los Angeles itself).\n",
    "\n",
    "We can pass in the city geometry that we selected above when making our query by marking it as a literal value in `ibis`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "la_neighbors_expr = cities[\n",
    "    cities.city_geometry.intersects(\n",
    "        ibis.literal(la_city_geom, type='multipolygon;4326:geometry')\n",
    "    )\n",
    "]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>city_name</th>\n",
       "      <th>city_geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <td>0</td>\n",
       "      <td>Inglewood</td>\n",
       "      <td>(POLYGON ((-118.346107 33.932694, -118.346076 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>1</td>\n",
       "      <td>Long Beach</td>\n",
       "      <td>(POLYGON ((-118.232975 33.714615, -118.231803 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2</td>\n",
       "      <td>Vernon</td>\n",
       "      <td>(POLYGON ((-118.204281 33.988934, -118.204265 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>3</td>\n",
       "      <td>Simi Valley</td>\n",
       "      <td>(POLYGON ((-118.6334489 34.2697148, -118.63339...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>4</td>\n",
       "      <td>Los Angeles</td>\n",
       "      <td>(POLYGON ((-118.464911 34.330061, -118.457574 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>5</td>\n",
       "      <td>Gardena</td>\n",
       "      <td>(POLYGON ((-118.326689 33.91283, -118.326502 3...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>6</td>\n",
       "      <td>Commerce</td>\n",
       "      <td>(POLYGON ((-118.127398 34.008033, -118.127411 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>7</td>\n",
       "      <td>Glendale</td>\n",
       "      <td>(POLYGON ((-118.183869 34.148557, -118.18392 3...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>8</td>\n",
       "      <td>Rancho Palos Verdes</td>\n",
       "      <td>(POLYGON ((-118.417912 33.762329, -118.415164 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>9</td>\n",
       "      <td>Lomita</td>\n",
       "      <td>(POLYGON ((-118.30879 33.8022812, -118.308786 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>10</td>\n",
       "      <td>Torrance</td>\n",
       "      <td>(POLYGON ((-118.3404761 33.7862518, -118.33789...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>11</td>\n",
       "      <td>Hawthorne</td>\n",
       "      <td>(POLYGON ((-118.3787037 33.901905, -118.378660...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>12</td>\n",
       "      <td>Calabasas</td>\n",
       "      <td>(POLYGON ((-118.6097079 34.1472647, -118.61058...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>13</td>\n",
       "      <td>Hidden Hills</td>\n",
       "      <td>(POLYGON ((-118.6681703 34.1767732, -118.65858...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>14</td>\n",
       "      <td>Santa Monica</td>\n",
       "      <td>(POLYGON ((-118.5534678 33.9843349, -118.53781...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>15</td>\n",
       "      <td>Culver City</td>\n",
       "      <td>(POLYGON ((-118.3865712 33.9768672, -118.38547...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>16</td>\n",
       "      <td>San Fernando</td>\n",
       "      <td>(POLYGON ((-118.454741 34.283709, -118.454756 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>17</td>\n",
       "      <td>Malibu</td>\n",
       "      <td>(POLYGON ((-118.9517221 33.9928639, -118.94901...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>18</td>\n",
       "      <td>El Segundo</td>\n",
       "      <td>(POLYGON ((-118.4758021 33.8881822, -118.49898...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>19</td>\n",
       "      <td>Beverly Hills</td>\n",
       "      <td>(POLYGON ((-118.3897334 34.0765007, -118.38986...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>20</td>\n",
       "      <td>West Hollywood</td>\n",
       "      <td>(POLYGON ((-118.3958762 34.091079, -118.395592...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>21</td>\n",
       "      <td>Carson</td>\n",
       "      <td>(POLYGON ((-118.286874 33.7978063, -118.287645...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>22</td>\n",
       "      <td>Lynwood</td>\n",
       "      <td>(POLYGON ((-118.187027 33.905485, -118.186491 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>23</td>\n",
       "      <td>South Pasadena</td>\n",
       "      <td>(POLYGON ((-118.1552947 34.09859, -118.1567112...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>24</td>\n",
       "      <td>Burbank</td>\n",
       "      <td>(POLYGON ((-118.292761 34.221654, -118.337462 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>25</td>\n",
       "      <td>Pasadena</td>\n",
       "      <td>(POLYGON ((-118.197819 34.237289, -118.197804 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>26</td>\n",
       "      <td>Alhambra</td>\n",
       "      <td>(POLYGON ((-118.164835 34.062283, -118.164805 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>27</td>\n",
       "      <td>Monterey Park</td>\n",
       "      <td>(POLYGON ((-118.164835 34.062283, -118.164735 ...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>28</td>\n",
       "      <td>Huntington Park</td>\n",
       "      <td>(POLYGON ((-118.204281 33.988934, -118.204265 ...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "              city_name                                      city_geometry\n",
       "0             Inglewood  (POLYGON ((-118.346107 33.932694, -118.346076 ...\n",
       "1            Long Beach  (POLYGON ((-118.232975 33.714615, -118.231803 ...\n",
       "2                Vernon  (POLYGON ((-118.204281 33.988934, -118.204265 ...\n",
       "3           Simi Valley  (POLYGON ((-118.6334489 34.2697148, -118.63339...\n",
       "4           Los Angeles  (POLYGON ((-118.464911 34.330061, -118.457574 ...\n",
       "5               Gardena  (POLYGON ((-118.326689 33.91283, -118.326502 3...\n",
       "6              Commerce  (POLYGON ((-118.127398 34.008033, -118.127411 ...\n",
       "7              Glendale  (POLYGON ((-118.183869 34.148557, -118.18392 3...\n",
       "8   Rancho Palos Verdes  (POLYGON ((-118.417912 33.762329, -118.415164 ...\n",
       "9                Lomita  (POLYGON ((-118.30879 33.8022812, -118.308786 ...\n",
       "10             Torrance  (POLYGON ((-118.3404761 33.7862518, -118.33789...\n",
       "11            Hawthorne  (POLYGON ((-118.3787037 33.901905, -118.378660...\n",
       "12            Calabasas  (POLYGON ((-118.6097079 34.1472647, -118.61058...\n",
       "13         Hidden Hills  (POLYGON ((-118.6681703 34.1767732, -118.65858...\n",
       "14         Santa Monica  (POLYGON ((-118.5534678 33.9843349, -118.53781...\n",
       "15          Culver City  (POLYGON ((-118.3865712 33.9768672, -118.38547...\n",
       "16         San Fernando  (POLYGON ((-118.454741 34.283709, -118.454756 ...\n",
       "17               Malibu  (POLYGON ((-118.9517221 33.9928639, -118.94901...\n",
       "18           El Segundo  (POLYGON ((-118.4758021 33.8881822, -118.49898...\n",
       "19        Beverly Hills  (POLYGON ((-118.3897334 34.0765007, -118.38986...\n",
       "20       West Hollywood  (POLYGON ((-118.3958762 34.091079, -118.395592...\n",
       "21               Carson  (POLYGON ((-118.286874 33.7978063, -118.287645...\n",
       "22              Lynwood  (POLYGON ((-118.187027 33.905485, -118.186491 ...\n",
       "23       South Pasadena  (POLYGON ((-118.1552947 34.09859, -118.1567112...\n",
       "24              Burbank  (POLYGON ((-118.292761 34.221654, -118.337462 ...\n",
       "25             Pasadena  (POLYGON ((-118.197819 34.237289, -118.197804 ...\n",
       "26             Alhambra  (POLYGON ((-118.164835 34.062283, -118.164805 ...\n",
       "27        Monterey Park  (POLYGON ((-118.164835 34.062283, -118.164735 ...\n",
       "28      Huntington Park  (POLYGON ((-118.204281 33.988934, -118.204265 ..."
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "la_neighbors = la_neighbors_expr.execute().dropna()\n",
    "la_neighbors"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we join the neighbors expression with the freeways expression,\n",
    "on the condition that the highways intersect any of the city geometries:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "la_highways_expr = highways.inner_join(\n",
    "    la_neighbors_expr,\n",
    "    highways.highway_geometry.intersects(la_neighbors_expr.city_geometry)\n",
    ").materialize()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x22ddaec08d0>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "la_highways = la_highways_expr.execute()\n",
    "la_highways.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Combining the results\n",
    "\n",
    "Now that we have made a number of queries and joins, let's combine them into a single plot.\n",
    "To make the plot a bit nicer, we can also load some shapefiles for the coast and land:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "ocean = geopandas.read_file('https://www.naturalearthdata.com/http//www.naturalearthdata.com/download/10m/physical/ne_10m_ocean.zip')\n",
    "land = geopandas.read_file('https://www.naturalearthdata.com/http//www.naturalearthdata.com/download/10m/physical/ne_10m_land.zip')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.axes._subplots.AxesSubplot at 0x22df02fb198>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x1152 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = la_neighbors.dropna().plot(figsize=(16,16), cmap='rainbow', alpha=0.9)\n",
    "ax.set_autoscale_on(False)\n",
    "ax.set_axis_off()\n",
    "land.plot(ax=ax, color='tan', alpha=0.4)\n",
    "\n",
    "ax = ocean.plot(ax=ax, color='navy')\n",
    "la_highways.plot(ax=ax, color='maroon')"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.6.8"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
