Examples/RegionMask.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import geokit as gk\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
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       "   </g>\n",
       "  </g>\n",
       " </g>\n",
       " <defs>\n",
       "  <clipPath id=\"p74a9c91dab\">\n",
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       " </defs>\n",
       "</svg>\n"
      ],
      "text/plain": [
       "<geokit.core.regionmask.RegionMask at 0x7f3aac040748>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a RegionMask\n",
    "rm = gk.RegionMask.load(   gk._test_data_[\"aachenShapefile.shp\"]   )\n",
    "rm"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "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>geom</th>\n",
       "      <th>name</th>\n",
       "      <th>osm_id</th>\n",
       "      <th>type</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>LINESTRING (6.0745324 50.7525618,6.0764633 50....</td>\n",
       "      <td>Wesertalstrecke</td>\n",
       "      <td>4342523</td>\n",
       "      <td>rail</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>LINESTRING (6.0944187 50.7675851,6.0940274 50....</td>\n",
       "      <td>None</td>\n",
       "      <td>4964404</td>\n",
       "      <td>rail</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>LINESTRING (6.0904966 50.7675923,6.0904543 50....</td>\n",
       "      <td>None</td>\n",
       "      <td>4980641</td>\n",
       "      <td>rail</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>LINESTRING (6.0798769 50.7578992,6.0796447 50....</td>\n",
       "      <td>Wesertalstrecke</td>\n",
       "      <td>4980642</td>\n",
       "      <td>rail</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>LINESTRING (6.0798769 50.7578992,6.0848864 50....</td>\n",
       "      <td>Wesertalstrecke</td>\n",
       "      <td>5209205</td>\n",
       "      <td>rail</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                geom             name  \\\n",
       "0  LINESTRING (6.0745324 50.7525618,6.0764633 50....  Wesertalstrecke   \n",
       "1  LINESTRING (6.0944187 50.7675851,6.0940274 50....             None   \n",
       "2  LINESTRING (6.0904966 50.7675923,6.0904543 50....             None   \n",
       "3  LINESTRING (6.0798769 50.7578992,6.0796447 50....  Wesertalstrecke   \n",
       "4  LINESTRING (6.0798769 50.7578992,6.0848864 50....  Wesertalstrecke   \n",
       "\n",
       "    osm_id  type  \n",
       "0  4342523  rail  \n",
       "1  4964404  rail  \n",
       "2  4980641  rail  \n",
       "3  4980642  rail  \n",
       "4  5209205  rail  "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Find lines which cross into this region\n",
    "geoms = rm.extractFeatures( gk._test_data_[\"aachen_rails.shp\"] )\n",
    "geoms.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f3aa2379be0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Display these around the RegionMask\n",
    "axh = rm.drawGeoms(geoms, figsize=(5,6), hideAxis=True, color='b')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f3aa35b59e8>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Indicate RegionMask pixels within 500 meters of these lines\n",
    "isNearToRail = rm.indicateFeatures( gk._test_data_[\"aachen_rails.shp\"], buffer=500 )\n",
    "\n",
    "# Visualize it!\n",
    "axh = rm.drawImage(isNearToRail, figsize=(5,6), hideAxis=True, cmap='Reds', )\n",
    "plt.show()"
   ]
  }
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