{ "cells": [ { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "import tifffile as tf" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "import numpy as np" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "import rasterio as rio" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "import xarray as xr" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "datadir = 'C:/Users/jtrum/world_bank/data/'\n", "wsf = tf.imread(datadir + 'WSF2019_v1_12_-10.tif')" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "# Open the GeoTIFF file\n", "with rio.open('C:/Users/jtrum/world_bank/data/WSF2019_v1_12_-10.tif') as src:\n", " # You can now work with the raster data using 'src'\n", " # For example, you can access metadata like CRS, transform, and more:\n", " crs = src.crs\n", " transform = src.transform\n", " width = src.width\n", " height = src.height\n", " count = src.count # Number of bands\n", " dtype = src.dtypes[0] # Data type of the first band\n", "\n", " # Read a specific band from the raster (e.g., band 1)\n", " band1 = src.read(1)\n", "\n", " # Read the entire raster as a NumPy array (all bands)\n", " full_raster = src.read()" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1, 22487, 22487)" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "full_raster.shape" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "full_raster[0, 0, 0]" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([499966267, 5698902], dtype=int64)" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#see unique values in raster and how many of each\n", "unique, counts = np.unique(full_raster, return_counts=True)\n", "\n", "counts" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#make a plot of the raster\n", "import matplotlib.pyplot as plt\n", "plt.imshow(band1)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "# remove 9000 pixels from the left side of the raster, 2000 pixels from the top, and 7000 pixels from the bottom\n", "band1 = band1[2000:-7000, 9000:]" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(13487, 13487)" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#see shape of raster\n", "band1.shape" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "181899169" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "13487*13487" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "#convert to pandas\n", "import pandas as pd\n", "df = pd.DataFrame(band1)\n" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "ename": "ImportError", "evalue": "Traceback (most recent call last):\n File \"c:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\osgeo\\__init__.py\", line 30, in swig_import_helper\n return importlib.import_module(mname)\n File \"c:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\importlib\\__init__.py\", line 127, in import_module\n return _bootstrap._gcd_import(name[level:], package, level)\n File \"\", line 1014, in _gcd_import\n File \"\", line 991, in _find_and_load\n File \"\", line 975, in _find_and_load_unlocked\n File \"\", line 657, in _load_unlocked\n File \"\", line 556, in module_from_spec\n File \"\", line 1166, in create_module\n File \"\", line 219, in _call_with_frames_removed\nImportError: DLL load failed while importing _gdal: The specified module could not be found.\n\nOn Windows, with Python >= 3.8, DLLs are no longer imported from the PATH.\nIf gdalXXX.dll is in the PATH, then set the USE_PATH_FOR_GDAL_PYTHON=YES environment variable\nto feed the PATH into os.add_dll_directory().", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mImportError\u001b[0m Traceback (most recent call last)", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\osgeo\\__init__.py:30\u001b[0m, in \u001b[0;36mswig_import_helper\u001b[1;34m()\u001b[0m\n\u001b[0;32m 29\u001b[0m \u001b[39mtry\u001b[39;00m:\n\u001b[1;32m---> 30\u001b[0m \u001b[39mreturn\u001b[39;00m importlib\u001b[39m.\u001b[39;49mimport_module(mname)\n\u001b[0;32m 31\u001b[0m \u001b[39mexcept\u001b[39;00m \u001b[39mImportError\u001b[39;00m:\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\importlib\\__init__.py:127\u001b[0m, in \u001b[0;36mimport_module\u001b[1;34m(name, package)\u001b[0m\n\u001b[0;32m 126\u001b[0m level \u001b[39m+\u001b[39m\u001b[39m=\u001b[39m \u001b[39m1\u001b[39m\n\u001b[1;32m--> 127\u001b[0m \u001b[39mreturn\u001b[39;00m _bootstrap\u001b[39m.\u001b[39;49m_gcd_import(name[level:], package, level)\n", "File \u001b[1;32m:1014\u001b[0m, in \u001b[0;36m_gcd_import\u001b[1;34m(name, package, level)\u001b[0m\n", "File \u001b[1;32m:991\u001b[0m, in \u001b[0;36m_find_and_load\u001b[1;34m(name, import_)\u001b[0m\n", "File \u001b[1;32m:975\u001b[0m, in \u001b[0;36m_find_and_load_unlocked\u001b[1;34m(name, import_)\u001b[0m\n", "File \u001b[1;32m:657\u001b[0m, in \u001b[0;36m_load_unlocked\u001b[1;34m(spec)\u001b[0m\n", "File \u001b[1;32m:556\u001b[0m, in \u001b[0;36mmodule_from_spec\u001b[1;34m(spec)\u001b[0m\n", "File \u001b[1;32m:1166\u001b[0m, in \u001b[0;36mcreate_module\u001b[1;34m(self, spec)\u001b[0m\n", "File \u001b[1;32m:219\u001b[0m, in \u001b[0;36m_call_with_frames_removed\u001b[1;34m(f, *args, **kwds)\u001b[0m\n", "\u001b[1;31mImportError\u001b[0m: DLL load failed while importing _gdal: The specified module could not be found.", "\nDuring handling of the above exception, another exception occurred:\n", "\u001b[1;31mImportError\u001b[0m Traceback (most recent call last)", "\u001b[1;32mc:\\Users\\jtrum\\world_bank\\notebooks\\wsf-2019.ipynb Cell 14\u001b[0m line \u001b[0;36m1\n\u001b[1;32m----> 1\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mgeorasters\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mgr\u001b[39;00m\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\georasters\\__init__.py:3\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[39m# This file allows all subdirectories in this directory to be loaded by Python\u001b[39;00m\n\u001b[0;32m 2\u001b[0m \u001b[39m# -*- coding: utf-8 -*-\u001b[39;00m\n\u001b[1;32m----> 3\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39m.\u001b[39;00m\u001b[39mgeorasters\u001b[39;00m \u001b[39mimport\u001b[39;00m get_geo_info, map_pixel, map_pixel_inv, aggregate, create_geotiff, align_rasters, \\\n\u001b[0;32m 4\u001b[0m load_tiff, union, GeoRaster, RasterGeoError, RasterGeoTError, RasterGeoTWarning, merge, \\\n\u001b[0;32m 5\u001b[0m from_file, to_pandas, to_geopandas, from_pandas, raster_weights, map_vector, \\\n\u001b[0;32m 6\u001b[0m align_georasters\n\u001b[0;32m 8\u001b[0m __all__ \u001b[39m=\u001b[39m ([\u001b[39m'\u001b[39m\u001b[39mget_geo_info\u001b[39m\u001b[39m'\u001b[39m,\u001b[39m'\u001b[39m\u001b[39mmap_pixel\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mmap_pixel_inv\u001b[39m\u001b[39m'\u001b[39m,\u001b[39m'\u001b[39m\u001b[39maggregate\u001b[39m\u001b[39m'\u001b[39m,\u001b[39m'\u001b[39m\u001b[39mcreate_geotiff\u001b[39m\u001b[39m'\u001b[39m,\u001b[39m'\u001b[39m\u001b[39malign_rasters\u001b[39m\u001b[39m'\u001b[39m, \\\n\u001b[0;32m 9\u001b[0m \u001b[39m'\u001b[39m\u001b[39mload_tiff\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39munion\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mGeoRaster\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mRasterGeoError\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mRasterGeoTError\u001b[39m\u001b[39m'\u001b[39m, \\\n\u001b[0;32m 10\u001b[0m \u001b[39m'\u001b[39m\u001b[39mRasterGeoTWarning\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mmerge\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mfrom_file\u001b[39m\u001b[39m'\u001b[39m,\u001b[39m'\u001b[39m\u001b[39mto_pandas\u001b[39m\u001b[39m'\u001b[39m,\u001b[39m'\u001b[39m\u001b[39mto_geopandas\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mfrom_pandas\u001b[39m\u001b[39m'\u001b[39m, \\\n\u001b[0;32m 11\u001b[0m \u001b[39m'\u001b[39m\u001b[39mraster_weights\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mmap_vector\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39malign_georasters\u001b[39m\u001b[39m'\u001b[39m])\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\georasters\\georasters.py:33\u001b[0m\n\u001b[0;32m 31\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39m__future__\u001b[39;00m \u001b[39mimport\u001b[39;00m division\n\u001b[0;32m 32\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mnumpy\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mnp\u001b[39;00m\n\u001b[1;32m---> 33\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39mosgeo\u001b[39;00m \u001b[39mimport\u001b[39;00m gdal, gdalnumeric, ogr, osr, gdal_array\n\u001b[0;32m 34\u001b[0m \u001b[39mtry\u001b[39;00m:\n\u001b[0;32m 35\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39mgdalconst\u001b[39;00m \u001b[39mimport\u001b[39;00m GA_ReadOnly\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\osgeo\\__init__.py:46\u001b[0m\n\u001b[0;32m 42\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mImportError\u001b[39;00m(traceback_string \u001b[39m+\u001b[39m \u001b[39m'\u001b[39m\u001b[39m\\n\u001b[39;00m\u001b[39m'\u001b[39m \u001b[39m+\u001b[39m msg)\n\u001b[0;32m 43\u001b[0m \u001b[39mreturn\u001b[39;00m importlib\u001b[39m.\u001b[39mimport_module(\u001b[39m'\u001b[39m\u001b[39m_gdal\u001b[39m\u001b[39m'\u001b[39m)\n\u001b[1;32m---> 46\u001b[0m _gdal \u001b[39m=\u001b[39m swig_import_helper()\n\u001b[0;32m 47\u001b[0m \u001b[39mdel\u001b[39;00m swig_import_helper\n\u001b[0;32m 49\u001b[0m __version__ \u001b[39m=\u001b[39m _gdal\u001b[39m.\u001b[39m__version__ \u001b[39m=\u001b[39m _gdal\u001b[39m.\u001b[39mVersionInfo(\u001b[39m\"\u001b[39m\u001b[39mRELEASE_NAME\u001b[39m\u001b[39m\"\u001b[39m)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\osgeo\\__init__.py:42\u001b[0m, in \u001b[0;36mswig_import_helper\u001b[1;34m()\u001b[0m\n\u001b[0;32m 40\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mtraceback\u001b[39;00m\n\u001b[0;32m 41\u001b[0m traceback_string \u001b[39m=\u001b[39m \u001b[39m'\u001b[39m\u001b[39m'\u001b[39m\u001b[39m.\u001b[39mjoin(traceback\u001b[39m.\u001b[39mformat_exception(\u001b[39m*\u001b[39msys\u001b[39m.\u001b[39mexc_info()))\n\u001b[1;32m---> 42\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mImportError\u001b[39;00m(traceback_string \u001b[39m+\u001b[39m \u001b[39m'\u001b[39m\u001b[39m\\n\u001b[39;00m\u001b[39m'\u001b[39m \u001b[39m+\u001b[39m msg)\n\u001b[0;32m 43\u001b[0m \u001b[39mreturn\u001b[39;00m importlib\u001b[39m.\u001b[39mimport_module(\u001b[39m'\u001b[39m\u001b[39m_gdal\u001b[39m\u001b[39m'\u001b[39m)\n", "\u001b[1;31mImportError\u001b[0m: Traceback (most recent call last):\n File \"c:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\osgeo\\__init__.py\", line 30, in swig_import_helper\n return importlib.import_module(mname)\n File \"c:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\importlib\\__init__.py\", line 127, in import_module\n return _bootstrap._gcd_import(name[level:], package, level)\n File \"\", line 1014, in _gcd_import\n File \"\", line 991, in _find_and_load\n File \"\", line 975, in _find_and_load_unlocked\n File \"\", line 657, in _load_unlocked\n File \"\", line 556, in module_from_spec\n File \"\", line 1166, in create_module\n File \"\", line 219, in _call_with_frames_removed\nImportError: DLL load failed while importing _gdal: The specified module could not be found.\n\nOn Windows, with Python >= 3.8, DLLs are no longer imported from the PATH.\nIf gdalXXX.dll is in the PATH, then set the USE_PATH_FOR_GDAL_PYTHON=YES environment variable\nto feed the PATH into os.add_dll_directory()." ] } ], "source": [ "import georasters as gr" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Conversions between both will be slow.\n", " warnings.warn(\n", "C:\\Users\\jtrum\\AppData\\Local\\Temp\\ipykernel_8512\\2310863835.py:3: DeprecationWarning: Shapely 2.0 is installed, but because PyGEOS is also installed, GeoPandas still uses PyGEOS by default. However, starting with version 0.14, the default will switch to Shapely. To force to use Shapely 2.0 now, you can either uninstall PyGEOS or set the environment variable USE_PYGEOS=0. You can do this before starting the Python process, or in your code before importing geopandas:\n", "\n", "import os\n", "os.environ['USE_PYGEOS'] = '0'\n", "import geopandas\n", "\n", "In the next release, GeoPandas will switch to using Shapely by default, even if PyGEOS is installed. If you only have PyGEOS installed to get speed-ups, this switch should be smooth. However, if you are using PyGEOS directly (calling PyGEOS functions on geometries from GeoPandas), this will then stop working and you are encouraged to migrate from PyGEOS to Shapely 2.0 (https://shapely.readthedocs.io/en/latest/migration_pygeos.html).\n", " import geopandas as gpd\n" ] }, { "ename": "AttributeError", "evalue": "module 'pyproj' has no attribute '__version__'", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", "\u001b[1;32mc:\\Users\\jtrum\\world_bank\\notebooks\\wsf-2019.ipynb Cell 2\u001b[0m line \u001b[0;36m3\n\u001b[0;32m 1\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mtifffile\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mtf\u001b[39;00m\n\u001b[0;32m 2\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mnumpy\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mnp\u001b[39;00m\n\u001b[1;32m----> 3\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mgeopandas\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mgpd\u001b[39;00m\n\u001b[0;32m 4\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mpandas\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mpd\u001b[39;00m\n\u001b[0;32m 5\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mrasterio\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mrio\u001b[39;00m\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\geopandas\\__init__.py:1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39mgeopandas\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39m_config\u001b[39;00m \u001b[39mimport\u001b[39;00m options \u001b[39m# noqa\u001b[39;00m\n\u001b[0;32m 3\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39mgeopandas\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39mgeoseries\u001b[39;00m \u001b[39mimport\u001b[39;00m GeoSeries \u001b[39m# noqa\u001b[39;00m\n\u001b[0;32m 4\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39mgeopandas\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39mgeodataframe\u001b[39;00m \u001b[39mimport\u001b[39;00m GeoDataFrame \u001b[39m# noqa\u001b[39;00m\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\geopandas\\_config.py:109\u001b[0m\n\u001b[0;32m 102\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mgeopandas\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39m_compat\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mcompat\u001b[39;00m\n\u001b[0;32m 104\u001b[0m compat\u001b[39m.\u001b[39mset_use_pygeos(value)\n\u001b[0;32m 107\u001b[0m use_pygeos \u001b[39m=\u001b[39m Option(\n\u001b[0;32m 108\u001b[0m key\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39muse_pygeos\u001b[39m\u001b[39m\"\u001b[39m,\n\u001b[1;32m--> 109\u001b[0m default_value\u001b[39m=\u001b[39m_default_use_pygeos(),\n\u001b[0;32m 110\u001b[0m doc\u001b[39m=\u001b[39m(\n\u001b[0;32m 111\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mWhether to use PyGEOS to speed up spatial operations. The default is True \u001b[39m\u001b[39m\"\u001b[39m\n\u001b[0;32m 112\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mif PyGEOS is installed, and follows the USE_PYGEOS environment variable \u001b[39m\u001b[39m\"\u001b[39m\n\u001b[0;32m 113\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mif set.\u001b[39m\u001b[39m\"\u001b[39m\n\u001b[0;32m 114\u001b[0m ),\n\u001b[0;32m 115\u001b[0m validator\u001b[39m=\u001b[39m_validate_bool,\n\u001b[0;32m 116\u001b[0m callback\u001b[39m=\u001b[39m_callback_use_pygeos,\n\u001b[0;32m 117\u001b[0m )\n\u001b[0;32m 120\u001b[0m options \u001b[39m=\u001b[39m Options({\u001b[39m\"\u001b[39m\u001b[39mdisplay_precision\u001b[39m\u001b[39m\"\u001b[39m: display_precision, \u001b[39m\"\u001b[39m\u001b[39muse_pygeos\u001b[39m\u001b[39m\"\u001b[39m: use_pygeos})\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\geopandas\\_config.py:95\u001b[0m, in \u001b[0;36m_default_use_pygeos\u001b[1;34m()\u001b[0m\n\u001b[0;32m 94\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39m_default_use_pygeos\u001b[39m():\n\u001b[1;32m---> 95\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mgeopandas\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39m_compat\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mcompat\u001b[39;00m\n\u001b[0;32m 97\u001b[0m \u001b[39mreturn\u001b[39;00m compat\u001b[39m.\u001b[39mUSE_PYGEOS\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\geopandas\\_compat.py:262\u001b[0m\n\u001b[0;32m 255\u001b[0m HAS_RTREE \u001b[39m=\u001b[39m \u001b[39mFalse\u001b[39;00m\n\u001b[0;32m 258\u001b[0m \u001b[39m# -----------------------------------------------------------------------------\u001b[39;00m\n\u001b[0;32m 259\u001b[0m \u001b[39m# pyproj compat\u001b[39;00m\n\u001b[0;32m 260\u001b[0m \u001b[39m# -----------------------------------------------------------------------------\u001b[39;00m\n\u001b[1;32m--> 262\u001b[0m PYPROJ_GE_31 \u001b[39m=\u001b[39m Version(pyproj\u001b[39m.\u001b[39;49m__version__) \u001b[39m>\u001b[39m\u001b[39m=\u001b[39m Version(\u001b[39m\"\u001b[39m\u001b[39m3.1\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[0;32m 263\u001b[0m PYPROJ_GE_32 \u001b[39m=\u001b[39m Version(pyproj\u001b[39m.\u001b[39m__version__) \u001b[39m>\u001b[39m\u001b[39m=\u001b[39m Version(\u001b[39m\"\u001b[39m\u001b[39m3.2\u001b[39m\u001b[39m\"\u001b[39m)\n", "\u001b[1;31mAttributeError\u001b[0m: module 'pyproj' has no attribute '__version__'" ] } ], "source": [ "import tifffile as tf\n", "import numpy as np\n", "import geopandas as gpd\n", "import pandas as pd\n", "import rasterio as rio\n", "from rasterio.mask import mask\n", "from rasterio.plot import show\n", "from shapely.geometry import mapping\n", "from rasterio.windows import Window\n", "\n", "datadir = 'C:/Users/jtrum/world_bank/data/'\n", "wsf = tf.imread(datadir + 'WSF2019_v1_12_-10.tif')\n", "aoi = gpd.read_file(datadir + 'luanda2clean.shp')" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "ename": "NameError", "evalue": "name 'aoi' is not defined", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", "\u001b[1;32mc:\\Users\\jtrum\\world_bank\\notebooks\\wsf-2019.ipynb Cell 5\u001b[0m line \u001b[0;36m3\n\u001b[0;32m 1\u001b[0m \u001b[39m# Open the TIFF image\u001b[39;00m\n\u001b[0;32m 2\u001b[0m \u001b[39mwith\u001b[39;00m rio\u001b[39m.\u001b[39mopen(\u001b[39m'\u001b[39m\u001b[39mC:/Users/jtrum/world_bank/data/WSF2019_v1_12_-10.tif\u001b[39m\u001b[39m'\u001b[39m) \u001b[39mas\u001b[39;00m src:\n\u001b[1;32m----> 3\u001b[0m luanda_bbox \u001b[39m=\u001b[39m aoi\u001b[39m.\u001b[39mtotal_bounds \u001b[39m# Get the bounding box of Luanda\u001b[39;00m\n\u001b[0;32m 4\u001b[0m window \u001b[39m=\u001b[39m src\u001b[39m.\u001b[39mwindow(\u001b[39m*\u001b[39mluanda_bbox) \u001b[39m# Calculate the window for cropping\u001b[39;00m\n\u001b[0;32m 5\u001b[0m cropped_data \u001b[39m=\u001b[39m src\u001b[39m.\u001b[39mread(\u001b[39m1\u001b[39m, window\u001b[39m=\u001b[39mwindow) \u001b[39m# Read the data from the window\u001b[39;00m\n", "\u001b[1;31mNameError\u001b[0m: name 'aoi' is not defined" ] } ], "source": [] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0]], dtype=uint8)" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cropped_data" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "GeoTIFF file with CRS and transform created: C:/Users/jtrum/world_bank/data/output.tif\n" ] } ], "source": [ "# Replace 'input.tif' with your input TIFF file and 'output.tif' with the desired output file name.\n", "input_tiff_path = datadir + 'wsf2019.tif'\n", "output_tiff_path = datadir + 'output.tif'\n", "\n", "# Load the input TIFF file\n", "with rio.open(input_tiff_path) as src:\n", " # Define CRS (Coordinate Reference System) for the output file\n", " crs = src.crs\n", "\n", " # Define geotransform parameters (affine transformation)\n", " # You may need to adjust these based on your specific data\n", " # (left, top), (x_resolution, y_resolution)\n", " transform = from_origin(src.bounds.left, src.bounds.top, src.res[0], src.res[1])\n", "\n", " # Create a new GeoTIFF file with CRS and transform\n", " with rio.open(output_tiff_path, 'w', driver='GTiff', width=src.width, height=src.height,\n", " count=src.count, dtype=src.dtypes[0], crs=crs, transform=transform) as dst:\n", " # Copy the data from the input TIFF to the output TIFF\n", " dst.write(src.read())\n", "\n", "print(f\"GeoTIFF file with CRS and transform created: {output_tiff_path}\")\n" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Value: 0, Count: 50776044\n", "Value: 255, Count: 5495036\n" ] } ], "source": [ "# Count the occurrences of each unique value\n", "unique_values, value_counts = np.unique(ws, return_counts=True)\n", "\n", "# Print the unique values and their counts\n", "for value, count in zip(unique_values, value_counts):\n", " print(f\"Value: {value}, Count: {count}\")" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(850, 771)" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "wsf2019 = tf.imread(datadir + 'wsf2019.tif')\n", "wsf2019.shape" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0]], dtype=uint8)" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "wsf2019" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# make a plot of the aoi with the tiff data overlaid\n", "fig, ax = plt.subplots(figsize=(10, 10))\n", "aoi.plot(ax=ax, color='red')\n", "show(wsf2019, ax=ax, cmap='gray', alpha=0.5)\n", "water_infrastructure.plot(ax=ax, color='blue', alpha=0.5)\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# export the cropped data as a GeoTIFF\n", "with rio.open('C:/Users/jtrum/world_bank/data/wsf2019.tif', 'w', **src.profile) as dest:\n", " dest.write(cropped_data, 1)" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "import osmnx as ox" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\jtrum\\AppData\\Local\\Temp\\ipykernel_25404\\1104742602.py:10: UserWarning: The `geometries` module and `geometries_from_X` functions have been renamed the `features` module and `features_from_X` functions. Use these instead. The `geometries` module and function names are deprecated and will be removed in a future release.\n", " data = ox.geometries_from_polygon(aoi.geometry[0], tags=tags)\n", "C:\\Users\\jtrum\\AppData\\Local\\Temp\\ipykernel_25404\\1104742602.py:13: FutureWarning: The frame.append method is deprecated and will be removed from pandas in a future version. Use pandas.concat instead.\n", " water_infrastructure = water_infrastructure.append(data)\n", "c:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\geopandas\\array.py:1406: UserWarning: CRS not set for some of the concatenation inputs. Setting output's CRS as WGS 84 (the single non-null crs provided).\n", " warnings.warn(\n", "C:\\Users\\jtrum\\AppData\\Local\\Temp\\ipykernel_25404\\1104742602.py:10: UserWarning: The `geometries` module and `geometries_from_X` functions have been renamed the `features` module and `features_from_X` functions. Use these instead. The `geometries` module and function names are deprecated and will be removed in a future release.\n", " data = ox.geometries_from_polygon(aoi.geometry[0], tags=tags)\n", "C:\\Users\\jtrum\\AppData\\Local\\Temp\\ipykernel_25404\\1104742602.py:13: FutureWarning: The frame.append method is deprecated and will be removed from pandas in a future version. Use pandas.concat instead.\n", " water_infrastructure = water_infrastructure.append(data)\n", "C:\\Users\\jtrum\\AppData\\Local\\Temp\\ipykernel_25404\\1104742602.py:10: UserWarning: The `geometries` module and `geometries_from_X` functions have been renamed the `features` module and `features_from_X` functions. Use these instead. The `geometries` module and function names are deprecated and will be removed in a future release.\n", " data = ox.geometries_from_polygon(aoi.geometry[0], tags=tags)\n", "C:\\Users\\jtrum\\AppData\\Local\\Temp\\ipykernel_25404\\1104742602.py:13: FutureWarning: The frame.append method is deprecated and will be removed from pandas in a future version. Use pandas.concat instead.\n", " water_infrastructure = water_infrastructure.append(data)\n" ] } ], "source": [ "tags_list = [\n", " {'landuse': ['reservoir', 'basin']},\n", " {'amenity': ['drinking_water', 'watering_place', 'water_point']},\n", " {'man_made': ['water_well', 'water_tower', 'water_works', 'reservoir_covered', 'storage_tank', 'monitoring_station', 'wastewater_plant', 'watermill', 'pipeline']}\n", "] \n", "\n", "water_infrastructure = pd.DataFrame(columns=['feature', 'geometry'])\n", "\n", "for tags in tags_list:\n", " data = ox.geometries_from_polygon(aoi.geometry[0], tags=tags)\n", " data = data[['geometry']]\n", " data['feature'] = list(tags.keys())[0] # Extract the feature type from the tags\n", " water_infrastructure = water_infrastructure.append(data)\n", "\n", "water_infrastructure = water_infrastructure.reset_index(drop=True)\n", "water_infrastructure = gpd.GeoDataFrame(water_infrastructure, geometry='geometry', crs=aoi.crs)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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featuregeometry
0landusePOLYGON ((13.37171 -8.96650, 13.37154 -8.96654...
1landusePOLYGON ((13.42644 -8.96246, 13.42685 -8.96349...
2landusePOLYGON ((13.32465 -8.87447, 13.32464 -8.87460...
3landusePOLYGON ((13.40856 -9.12585, 13.40885 -9.12606...
4landusePOLYGON ((13.41248 -9.12853, 13.41237 -9.12871...
.........
67man_madePOINT (13.41021 -9.02977)
68man_madePOINT (13.40010 -9.06025)
69man_madePOLYGON ((13.41069 -9.04171, 13.41066 -9.04166...
70man_madePOLYGON ((13.41041 -9.15145, 13.40960 -9.15160...
71man_madePOLYGON ((13.44903 -9.07548, 13.44872 -9.07420...
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72 rows × 2 columns

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" ], "text/plain": [ " feature geometry\n", "0 landuse POLYGON ((13.37171 -8.96650, 13.37154 -8.96654...\n", "1 landuse POLYGON ((13.42644 -8.96246, 13.42685 -8.96349...\n", "2 landuse POLYGON ((13.32465 -8.87447, 13.32464 -8.87460...\n", "3 landuse POLYGON ((13.40856 -9.12585, 13.40885 -9.12606...\n", "4 landuse POLYGON ((13.41248 -9.12853, 13.41237 -9.12871...\n", ".. ... ...\n", "67 man_made POINT (13.41021 -9.02977)\n", "68 man_made POINT (13.40010 -9.06025)\n", "69 man_made POLYGON ((13.41069 -9.04171, 13.41066 -9.04166...\n", "70 man_made POLYGON ((13.41041 -9.15145, 13.40960 -9.15160...\n", "71 man_made POLYGON ((13.44903 -9.07548, 13.44872 -9.07420...\n", "\n", "[72 rows x 2 columns]" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "water_infrastructure" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "import rasterio\n", "from rasterio.transform import from_origin\n", "from rasterio.crs import CRS\n" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "GeoTIFF file with CRS and transform created: C:/Users/jtrum/world_bank/data/output.tif\n" ] } ], "source": [] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Load the TIFF file\n", "with rasterio.open(datadir + 'output.tif') as src:\n", " # Display the TIFF file using rasterio's show function\n", " show(src)\n", "\n", "# Overlay the GeoDataFrame on the plot\n", "aoi.plot(ax=plt.gca(), color='red', markersize=5)\n", "\n", "# Add titles and labels if needed\n", "plt.title(\"GeoTIFF and GeoDataFrame Overlay\")\n", "plt.xlabel(\"Longitude\")\n", "plt.ylabel(\"Latitude\")\n", "\n", "# Show the plot\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Load the GeoTIFF file\n", "with rasterio.open(datadir + 'output.tif') as src:\n", " # Plot the GeoTIFF in grayscale\n", " show(src, cmap='gray', ax=plt.gca())\n", "\n", " # Overlay the AOI outline in white with transparent background\n", " aoi = aoi.to_crs(src.crs)\n", " aoi.boundary.plot(ax=plt.gca(), color='white', linewidth=2, alpha=0.7)\n", "\n", "# Plot the 'water_infrastructure' GeoDataFrame in blue\n", "water_infrastructure.plot(ax=plt.gca(), color='blue', markersize=5)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "ename": "RasterioIOError", "evalue": "Dataset is closed: C:/Users/jtrum/world_bank/data/output.tif", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mRasterioIOError\u001b[0m Traceback (most recent call last)", "Cell \u001b[1;32mIn[26], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m show(src)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\rasterio\\plot.py:95\u001b[0m, in \u001b[0;36mshow\u001b[1;34m(source, with_bounds, contour, contour_label_kws, ax, title, transform, adjust, **kwargs)\u001b[0m\n\u001b[0;32m 92\u001b[0m kwargs[\u001b[39m'\u001b[39m\u001b[39mextent\u001b[39m\u001b[39m'\u001b[39m] \u001b[39m=\u001b[39m plotting_extent(source)\n\u001b[0;32m 94\u001b[0m \u001b[39mif\u001b[39;00m source\u001b[39m.\u001b[39mcount \u001b[39m==\u001b[39m \u001b[39m1\u001b[39m:\n\u001b[1;32m---> 95\u001b[0m arr \u001b[39m=\u001b[39m source\u001b[39m.\u001b[39;49mread(\u001b[39m1\u001b[39;49m, masked\u001b[39m=\u001b[39;49m\u001b[39mTrue\u001b[39;49;00m)\n\u001b[0;32m 96\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[0;32m 97\u001b[0m \u001b[39mtry\u001b[39;00m:\n\u001b[0;32m 98\u001b[0m \u001b[39m# Lookup table for the color space in the source file.\u001b[39;00m\n\u001b[0;32m 99\u001b[0m \u001b[39m# This will allow us to re-order it to RGB if needed\u001b[39;00m\n", "File \u001b[1;32mrasterio\\_io.pyx:639\u001b[0m, in \u001b[0;36mrasterio._io.DatasetReaderBase.read\u001b[1;34m()\u001b[0m\n", "File \u001b[1;32mrasterio\\_base.pyx:648\u001b[0m, in \u001b[0;36mrasterio._base.DatasetBase.mask_flag_enums.__get__\u001b[1;34m()\u001b[0m\n", "File \u001b[1;32mrasterio\\_base.pyx:650\u001b[0m, in \u001b[0;36mgenexpr\u001b[1;34m()\u001b[0m\n", "File \u001b[1;32mrasterio\\_base.pyx:612\u001b[0m, in \u001b[0;36mgenexpr\u001b[1;34m()\u001b[0m\n", "File \u001b[1;32mrasterio\\_base.pyx:612\u001b[0m, in \u001b[0;36mgenexpr\u001b[1;34m()\u001b[0m\n", "File \u001b[1;32mrasterio\\_base.pyx:367\u001b[0m, in \u001b[0;36mrasterio._base.DatasetBase.band\u001b[1;34m()\u001b[0m\n", "File \u001b[1;32mrasterio\\_base.pyx:360\u001b[0m, in \u001b[0;36mrasterio._base.DatasetBase.handle\u001b[1;34m()\u001b[0m\n", "\u001b[1;31mRasterioIOError\u001b[0m: Dataset is closed: C:/Users/jtrum/world_bank/data/output.tif" ] } ], "source": [ "show(src)" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "ename": "ValueError", "evalue": "Given nodata value, nan, is beyond the valid range of its data type, uint8.", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", "Cell \u001b[1;32mIn[34], line 27\u001b[0m\n\u001b[0;32m 20\u001b[0m out_meta\u001b[39m.\u001b[39mupdate({\u001b[39m\"\u001b[39m\u001b[39mdriver\u001b[39m\u001b[39m\"\u001b[39m: \u001b[39m\"\u001b[39m\u001b[39mGTiff\u001b[39m\u001b[39m\"\u001b[39m,\n\u001b[0;32m 21\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mheight\u001b[39m\u001b[39m\"\u001b[39m: out_image\u001b[39m.\u001b[39mshape[\u001b[39m1\u001b[39m],\n\u001b[0;32m 22\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mwidth\u001b[39m\u001b[39m\"\u001b[39m: out_image\u001b[39m.\u001b[39mshape[\u001b[39m2\u001b[39m],\n\u001b[0;32m 23\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mtransform\u001b[39m\u001b[39m\"\u001b[39m: out_transform,\n\u001b[0;32m 24\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mnodata\u001b[39m\u001b[39m\"\u001b[39m: np\u001b[39m.\u001b[39mnan})\n\u001b[0;32m 26\u001b[0m \u001b[39m# Save the cropped GeoTIFF with preserved binarized values\u001b[39;00m\n\u001b[1;32m---> 27\u001b[0m \u001b[39mwith\u001b[39;00m rasterio\u001b[39m.\u001b[39;49mopen(\u001b[39m'\u001b[39;49m\u001b[39mcropped_wsf.tif\u001b[39;49m\u001b[39m'\u001b[39;49m, \u001b[39m'\u001b[39;49m\u001b[39mw\u001b[39;49m\u001b[39m'\u001b[39;49m, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mout_meta) \u001b[39mas\u001b[39;00m dst:\n\u001b[0;32m 28\u001b[0m dst\u001b[39m.\u001b[39mwrite(out_image)\n\u001b[0;32m 30\u001b[0m \u001b[39m# Now you have 'cropped_wsf.tif' with the cropped extent and NaN values for masked areas.\u001b[39;00m\n\u001b[0;32m 31\u001b[0m \u001b[39m# You can use this GeoTIFF for further processing and overlay it with other data.\u001b[39;00m\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\rasterio\\env.py:451\u001b[0m, in \u001b[0;36mensure_env_with_credentials..wrapper\u001b[1;34m(*args, **kwds)\u001b[0m\n\u001b[0;32m 448\u001b[0m session \u001b[39m=\u001b[39m DummySession()\n\u001b[0;32m 450\u001b[0m \u001b[39mwith\u001b[39;00m env_ctor(session\u001b[39m=\u001b[39msession):\n\u001b[1;32m--> 451\u001b[0m \u001b[39mreturn\u001b[39;00m f(\u001b[39m*\u001b[39;49margs, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwds)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\rasterio\\__init__.py:343\u001b[0m, in \u001b[0;36mopen\u001b[1;34m(fp, mode, driver, width, height, count, crs, transform, dtype, nodata, sharing, **kwargs)\u001b[0m\n\u001b[0;32m 341\u001b[0m writer \u001b[39m=\u001b[39m get_writer_for_driver(driver)\n\u001b[0;32m 342\u001b[0m \u001b[39mif\u001b[39;00m writer \u001b[39mis\u001b[39;00m \u001b[39mnot\u001b[39;00m \u001b[39mNone\u001b[39;00m:\n\u001b[1;32m--> 343\u001b[0m dataset \u001b[39m=\u001b[39m writer(\n\u001b[0;32m 344\u001b[0m path,\n\u001b[0;32m 345\u001b[0m mode,\n\u001b[0;32m 346\u001b[0m driver\u001b[39m=\u001b[39;49mdriver,\n\u001b[0;32m 347\u001b[0m width\u001b[39m=\u001b[39;49mwidth,\n\u001b[0;32m 348\u001b[0m height\u001b[39m=\u001b[39;49mheight,\n\u001b[0;32m 349\u001b[0m count\u001b[39m=\u001b[39;49mcount,\n\u001b[0;32m 350\u001b[0m crs\u001b[39m=\u001b[39;49mcrs,\n\u001b[0;32m 351\u001b[0m transform\u001b[39m=\u001b[39;49mtransform,\n\u001b[0;32m 352\u001b[0m dtype\u001b[39m=\u001b[39;49mdtype,\n\u001b[0;32m 353\u001b[0m nodata\u001b[39m=\u001b[39;49mnodata,\n\u001b[0;32m 354\u001b[0m sharing\u001b[39m=\u001b[39;49msharing,\n\u001b[0;32m 355\u001b[0m \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwargs\n\u001b[0;32m 356\u001b[0m )\n\u001b[0;32m 357\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[0;32m 358\u001b[0m \u001b[39mraise\u001b[39;00m DriverCapabilityError(\n\u001b[0;32m 359\u001b[0m \u001b[39m\"\u001b[39m\u001b[39mWriter does not exist for driver: \u001b[39m\u001b[39m%s\u001b[39;00m\u001b[39m\"\u001b[39m \u001b[39m%\u001b[39m \u001b[39mstr\u001b[39m(driver)\n\u001b[0;32m 360\u001b[0m )\n", "File \u001b[1;32mrasterio\\_io.pyx:1502\u001b[0m, in \u001b[0;36mrasterio._io.DatasetWriterBase.__init__\u001b[1;34m()\u001b[0m\n", "\u001b[1;31mValueError\u001b[0m: Given nodata value, nan, is beyond the valid range of its data type, uint8." ] } ], "source": [ "import geopandas as gpd\n", "import rasterio\n", "from rasterio.mask import mask\n", "from rasterio.features import geometry_mask\n", "import numpy as np\n", "\n", "# Load the GeoJSON as a GeoDataFrame\n", "aoi = gpd.read_file(datadir + 'luanda2clean.geojson')\n", "\n", "# Open the GeoTIFF file using rasterio\n", "with rasterio.open(datadir + 'WSF2019_v1_12_-10.tif') as src:\n", " # Crop the GeoTIFF to the GeoJSON extent\n", " out_image, out_transform = mask(src, aoi.geometry, crop=True)\n", " out_meta = src.meta.copy()\n", "\n", "# Create a binary mask for the GeoTIFF values (0 or 255)\n", "binary_mask = (out_image == 0) | (out_image == 255)\n", "\n", "# Update the metadata to reflect the new cropped extent\n", "out_meta.update({\"driver\": \"GTiff\",\n", " \"height\": out_image.shape[1],\n", " \"width\": out_image.shape[2],\n", " \"transform\": out_transform,\n", " \"nodata\": np.nan})\n", "\n", "# Save the cropped GeoTIFF with preserved binarized values\n", "with rasterio.open('cropped_wsf.tif', 'w', **out_meta) as dst:\n", " dst.write(out_image)\n", "\n", "# Now you have 'cropped_wsf.tif' with the cropped extent and NaN values for masked areas.\n", "# You can use this GeoTIFF for further processing and overlay it with other data.\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**BELOW**" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\Users\\jtrum\\miniconda3\\envs\\wash\\lib\\site-packages\\geopandas\\_compat.py:124: UserWarning: The Shapely GEOS version (3.11.1-CAPI-1.17.1) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n" ] } ], "source": [ "import os\n", "os.environ['USE_PATH_FOR_GDAL_PYTHON'] = 'YES'\n", "import pandas as pd\n", "import numpy as np\n", "import georasters as gr\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "None\n" ] } ], "source": [ "import brotli\n", "print(brotli.__file__)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "c:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\shapely\\__init__.py\n" ] } ], "source": [ "import shapely\n", "print(shapely.__file__)" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import pyproj" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "ename": "AttributeError", "evalue": "module 'pyproj' has no attribute '__version__'", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", "\u001b[1;32mc:\\Users\\jtrum\\world_bank\\notebooks\\wsf-2019.ipynb Cell 42\u001b[0m line \u001b[0;36m1\n\u001b[1;32m----> 1\u001b[0m pyproj\u001b[39m.\u001b[39;49m__version__\n", "\u001b[1;31mAttributeError\u001b[0m: module 'pyproj' has no attribute '__version__'" ] } ], "source": [ "pyproj.__version__" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['__doc__',\n", " '__file__',\n", " '__loader__',\n", " '__name__',\n", " '__package__',\n", " '__path__',\n", " '__spec__']" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "dir(pyproj)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "_NamespacePath(['c:\\\\Users\\\\jtrum\\\\miniconda3\\\\envs\\\\wash_scan\\\\lib\\\\site-packages\\\\pyproj'])\n" ] } ], "source": [ "print(pyproj.__path__)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pyproj" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "wsf = gdal.Open(datadir + 'WSF2019_v1_12_-10.tif')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# crop first 7500 from the left side off the image\n", "# crop first 5000 from the top of the image\n", "wsf_crop = wsf.ReadAsArray(7500, 5000, wsf.RasterXSize - 7500, wsf.RasterYSize - 5000)\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "ename": "NameError", "evalue": "name 'gr' is not defined", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", "\u001b[1;32mc:\\Users\\jtrum\\world_bank\\notebooks\\wsf-2019.ipynb Cell 43\u001b[0m line \u001b[0;36m2\n\u001b[0;32m 1\u001b[0m datadir \u001b[39m=\u001b[39m \u001b[39m'\u001b[39m\u001b[39mC:/Users/jtrum/world_bank/data/\u001b[39m\u001b[39m'\u001b[39m\n\u001b[1;32m----> 2\u001b[0m wsf \u001b[39m=\u001b[39m gr\u001b[39m.\u001b[39mfrom_file(datadir \u001b[39m+\u001b[39m \u001b[39m'\u001b[39m\u001b[39mWSF2019_v1_12_-10.tif\u001b[39m\u001b[39m'\u001b[39m)\n\u001b[0;32m 4\u001b[0m \u001b[39m'''\u001b[39;00m\n\u001b[0;32m 5\u001b[0m \u001b[39mthis step may not be necessary, but because of how large the shape is, it may be useful to reduce the size of the shapefile to only the area of interest\u001b[39;00m\n\u001b[0;32m 6\u001b[0m \u001b[39m'''\u001b[39;00m\n\u001b[0;32m 7\u001b[0m x_min \u001b[39m=\u001b[39m wsf\u001b[39m.\u001b[39mbounds\u001b[39m.\u001b[39mleft\n", "\u001b[1;31mNameError\u001b[0m: name 'gr' is not defined" ] } ], "source": [ "datadir = 'C:/Users/jtrum/world_bank/data/'\n", "wsf = gr.from_file(datadir + 'WSF2019_v1_12_-10.tif')\n", "\n", "'''\n", "this step may not be necessary, but because of how large the shape is, it may be useful to reduce the size of the shapefile to only the area of interest\n", "'''\n", "x_min = wsf.bounds.left\n", "x_max = wsf.bounds.left + 7500\n", "y_min = wsf.bounds.bottom\n", "y_max = wsf.bounds.top\n", "\n", "wsf_crop = wsf.crop(x_min, y_min, x_max, y_max)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wsf.plot()" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(22487, 22487)" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "wsf.shape" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "ename": "MemoryError", "evalue": "Unable to allocate 3.77 GiB for an array with shape (505665169,) and data type int64", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mMemoryError\u001b[0m Traceback (most recent call last)", "Cell \u001b[1;32mIn[7], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m wsf \u001b[39m=\u001b[39m wsf\u001b[39m.\u001b[39;49mto_pandas()\n\u001b[0;32m 2\u001b[0m wsf\u001b[39m.\u001b[39mhead()\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\georasters\\georasters.py:550\u001b[0m, in \u001b[0;36mGeoRaster.to_pandas\u001b[1;34m(self, dropna, **kwargs)\u001b[0m\n\u001b[0;32m 545\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mto_pandas\u001b[39m(\u001b[39mself\u001b[39m, dropna\u001b[39m=\u001b[39m\u001b[39mTrue\u001b[39;00m, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs):\n\u001b[0;32m 546\u001b[0m \u001b[39m \u001b[39m\u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m 547\u001b[0m \u001b[39m Convert GeoRaster to Pandas DataFrame, which can be easily exported to other types of files\u001b[39;00m\n\u001b[0;32m 548\u001b[0m \u001b[39m The DataFrame has the row, col, value, x, and y values for each cell\u001b[39;00m\n\u001b[0;32m 549\u001b[0m \u001b[39m \"\"\"\u001b[39;00m\n\u001b[1;32m--> 550\u001b[0m df \u001b[39m=\u001b[39m to_pandas(\u001b[39mself\u001b[39;49m, dropna, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwargs)\n\u001b[0;32m 551\u001b[0m \u001b[39mreturn\u001b[39;00m df\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\georasters\\georasters.py:1454\u001b[0m, in \u001b[0;36mto_pandas\u001b[1;34m(raster, name, dropna)\u001b[0m\n\u001b[0;32m 1452\u001b[0m df \u001b[39m=\u001b[39m df\u001b[39m.\u001b[39mreset_index()\n\u001b[0;32m 1453\u001b[0m df\u001b[39m.\u001b[39mcolumns \u001b[39m=\u001b[39m [\u001b[39m'\u001b[39m\u001b[39mrow\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mcol\u001b[39m\u001b[39m'\u001b[39m, name]\n\u001b[1;32m-> 1454\u001b[0m df[\u001b[39m'\u001b[39m\u001b[39mx\u001b[39m\u001b[39m'\u001b[39m] \u001b[39m=\u001b[39m df\u001b[39m.\u001b[39;49mcol\u001b[39m.\u001b[39;49mapply(\u001b[39mlambda\u001b[39;49;00m col: raster\u001b[39m.\u001b[39;49mgeot[\u001b[39m0\u001b[39;49m]\u001b[39m+\u001b[39;49m(col)\u001b[39m*\u001b[39;49mraster\u001b[39m.\u001b[39;49mgeot[\u001b[39m1\u001b[39;49m])\n\u001b[0;32m 1455\u001b[0m df[\u001b[39m'\u001b[39m\u001b[39my\u001b[39m\u001b[39m'\u001b[39m] \u001b[39m=\u001b[39m df\u001b[39m.\u001b[39mrow\u001b[39m.\u001b[39mapply(\u001b[39mlambda\u001b[39;00m row: raster\u001b[39m.\u001b[39mgeot[\u001b[39m3\u001b[39m]\u001b[39m+\u001b[39m(row)\u001b[39m*\u001b[39mraster\u001b[39m.\u001b[39mgeot[\u001b[39m-\u001b[39m\u001b[39m1\u001b[39m])\n\u001b[0;32m 1456\u001b[0m \u001b[39mreturn\u001b[39;00m df\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\series.py:4771\u001b[0m, in \u001b[0;36mSeries.apply\u001b[1;34m(self, func, convert_dtype, args, **kwargs)\u001b[0m\n\u001b[0;32m 4661\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mapply\u001b[39m(\n\u001b[0;32m 4662\u001b[0m \u001b[39mself\u001b[39m,\n\u001b[0;32m 4663\u001b[0m func: AggFuncType,\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 4666\u001b[0m \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs,\n\u001b[0;32m 4667\u001b[0m ) \u001b[39m-\u001b[39m\u001b[39m>\u001b[39m DataFrame \u001b[39m|\u001b[39m Series:\n\u001b[0;32m 4668\u001b[0m \u001b[39m \u001b[39m\u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m 4669\u001b[0m \u001b[39m Invoke function on values of Series.\u001b[39;00m\n\u001b[0;32m 4670\u001b[0m \n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 4769\u001b[0m \u001b[39m dtype: float64\u001b[39;00m\n\u001b[0;32m 4770\u001b[0m \u001b[39m \"\"\"\u001b[39;00m\n\u001b[1;32m-> 4771\u001b[0m \u001b[39mreturn\u001b[39;00m SeriesApply(\u001b[39mself\u001b[39;49m, func, convert_dtype, args, kwargs)\u001b[39m.\u001b[39;49mapply()\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\apply.py:1123\u001b[0m, in \u001b[0;36mSeriesApply.apply\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 1120\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mapply_str()\n\u001b[0;32m 1122\u001b[0m \u001b[39m# self.f is Callable\u001b[39;00m\n\u001b[1;32m-> 1123\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mapply_standard()\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\apply.py:1174\u001b[0m, in \u001b[0;36mSeriesApply.apply_standard\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 1172\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[0;32m 1173\u001b[0m values \u001b[39m=\u001b[39m obj\u001b[39m.\u001b[39mastype(\u001b[39mobject\u001b[39m)\u001b[39m.\u001b[39m_values\n\u001b[1;32m-> 1174\u001b[0m mapped \u001b[39m=\u001b[39m lib\u001b[39m.\u001b[39;49mmap_infer(\n\u001b[0;32m 1175\u001b[0m values,\n\u001b[0;32m 1176\u001b[0m f,\n\u001b[0;32m 1177\u001b[0m convert\u001b[39m=\u001b[39;49m\u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mconvert_dtype,\n\u001b[0;32m 1178\u001b[0m )\n\u001b[0;32m 1180\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mlen\u001b[39m(mapped) \u001b[39mand\u001b[39;00m \u001b[39misinstance\u001b[39m(mapped[\u001b[39m0\u001b[39m], ABCSeries):\n\u001b[0;32m 1181\u001b[0m \u001b[39m# GH#43986 Need to do list(mapped) in order to get treated as nested\u001b[39;00m\n\u001b[0;32m 1182\u001b[0m \u001b[39m# See also GH#25959 regarding EA support\u001b[39;00m\n\u001b[0;32m 1183\u001b[0m \u001b[39mreturn\u001b[39;00m obj\u001b[39m.\u001b[39m_constructor_expanddim(\u001b[39mlist\u001b[39m(mapped), index\u001b[39m=\u001b[39mobj\u001b[39m.\u001b[39mindex)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\_libs\\lib.pyx:2933\u001b[0m, in \u001b[0;36mpandas._libs.lib.map_infer\u001b[1;34m()\u001b[0m\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\_libs\\lib.pyx:2512\u001b[0m, in \u001b[0;36mpandas._libs.lib.maybe_convert_objects\u001b[1;34m()\u001b[0m\n", "\u001b[1;31mMemoryError\u001b[0m: Unable to allocate 3.77 GiB for an array with shape (505665169,) and data type int64" ] } ], "source": [ "wsf = wsf.to_pandas()\n", "wsf.head()" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "import rioxarray as rxr\n", "import xarray as xr\n", "import pandas as pd" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "datadir = 'C:/Users/jtrum/world_bank/data/'" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\jtrum\\AppData\\Local\\Temp\\ipykernel_24052\\2192282450.py:2: DeprecationWarning: open_rasterio is Deprecated in favor of rioxarray. For information about transitioning, see: https://corteva.github.io/rioxarray/stable/getting_started/getting_started.html\n", " array = xr.open_rasterio(datadir + 'WSF2019_v1_12_-10.tif')\n" ] }, { "data": { "text/html": [ "
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" ], "text/plain": [ " y x value\n", "0 -7.990020 11.990039 0\n", "1 -7.990020 11.990129 0\n", "2 -7.990020 11.990218 0\n", "3 -7.990020 11.990308 0\n", "4 -7.990020 11.990398 0\n", "... ... ... ...\n", "505665164 -10.009972 14.009631 0\n", "505665165 -10.009972 14.009721 0\n", "505665166 -10.009972 14.009811 0\n", "505665167 -10.009972 14.009901 0\n", "505665168 -10.009972 14.00999 0\n", "\n", "[505665169 rows x 3 columns]" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Get the x and y coordinates as separate DataFrames\n", "x_coords = pd.DataFrame({'x': df.columns})\n", "y_coords = pd.DataFrame({'y': df.index})\n", "\n", "# Melt the original DataFrame into a long format\n", "melted_df = pd.melt(df.reset_index(), id_vars=['y'], var_name='x', value_name='value')\n", "\n", "# Merge the x and y coordinates back into the melted DataFrame\n", "final_df = melted_df.merge(x_coords, on='x').merge(y_coords, on='y')\n", "final_df\n" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "ename": "KeyboardInterrupt", "evalue": "", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", "Cell \u001b[1;32mIn[30], line 1\u001b[0m\n\u001b[1;32m----> 1\u001b[0m final_df\u001b[39m.\u001b[39;49mto_csv(datadir \u001b[39m+\u001b[39;49m \u001b[39m'\u001b[39;49m\u001b[39mwsf2019.csv\u001b[39;49m\u001b[39m'\u001b[39;49m)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\util\\_decorators.py:211\u001b[0m, in \u001b[0;36mdeprecate_kwarg.._deprecate_kwarg..wrapper\u001b[1;34m(*args, **kwargs)\u001b[0m\n\u001b[0;32m 209\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[0;32m 210\u001b[0m kwargs[new_arg_name] \u001b[39m=\u001b[39m new_arg_value\n\u001b[1;32m--> 211\u001b[0m \u001b[39mreturn\u001b[39;00m func(\u001b[39m*\u001b[39;49margs, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwargs)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\generic.py:3720\u001b[0m, in \u001b[0;36mNDFrame.to_csv\u001b[1;34m(self, path_or_buf, sep, na_rep, float_format, columns, header, index, index_label, mode, encoding, compression, quoting, quotechar, lineterminator, chunksize, date_format, doublequote, escapechar, decimal, errors, storage_options)\u001b[0m\n\u001b[0;32m 3709\u001b[0m df \u001b[39m=\u001b[39m \u001b[39mself\u001b[39m \u001b[39mif\u001b[39;00m \u001b[39misinstance\u001b[39m(\u001b[39mself\u001b[39m, ABCDataFrame) \u001b[39melse\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mto_frame()\n\u001b[0;32m 3711\u001b[0m formatter \u001b[39m=\u001b[39m DataFrameFormatter(\n\u001b[0;32m 3712\u001b[0m frame\u001b[39m=\u001b[39mdf,\n\u001b[0;32m 3713\u001b[0m header\u001b[39m=\u001b[39mheader,\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 3717\u001b[0m decimal\u001b[39m=\u001b[39mdecimal,\n\u001b[0;32m 3718\u001b[0m )\n\u001b[1;32m-> 3720\u001b[0m \u001b[39mreturn\u001b[39;00m DataFrameRenderer(formatter)\u001b[39m.\u001b[39;49mto_csv(\n\u001b[0;32m 3721\u001b[0m path_or_buf,\n\u001b[0;32m 3722\u001b[0m lineterminator\u001b[39m=\u001b[39;49mlineterminator,\n\u001b[0;32m 3723\u001b[0m sep\u001b[39m=\u001b[39;49msep,\n\u001b[0;32m 3724\u001b[0m encoding\u001b[39m=\u001b[39;49mencoding,\n\u001b[0;32m 3725\u001b[0m errors\u001b[39m=\u001b[39;49merrors,\n\u001b[0;32m 3726\u001b[0m compression\u001b[39m=\u001b[39;49mcompression,\n\u001b[0;32m 3727\u001b[0m quoting\u001b[39m=\u001b[39;49mquoting,\n\u001b[0;32m 3728\u001b[0m columns\u001b[39m=\u001b[39;49mcolumns,\n\u001b[0;32m 3729\u001b[0m index_label\u001b[39m=\u001b[39;49mindex_label,\n\u001b[0;32m 3730\u001b[0m mode\u001b[39m=\u001b[39;49mmode,\n\u001b[0;32m 3731\u001b[0m chunksize\u001b[39m=\u001b[39;49mchunksize,\n\u001b[0;32m 3732\u001b[0m quotechar\u001b[39m=\u001b[39;49mquotechar,\n\u001b[0;32m 3733\u001b[0m date_format\u001b[39m=\u001b[39;49mdate_format,\n\u001b[0;32m 3734\u001b[0m doublequote\u001b[39m=\u001b[39;49mdoublequote,\n\u001b[0;32m 3735\u001b[0m escapechar\u001b[39m=\u001b[39;49mescapechar,\n\u001b[0;32m 3736\u001b[0m storage_options\u001b[39m=\u001b[39;49mstorage_options,\n\u001b[0;32m 3737\u001b[0m )\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\util\\_decorators.py:211\u001b[0m, in \u001b[0;36mdeprecate_kwarg.._deprecate_kwarg..wrapper\u001b[1;34m(*args, **kwargs)\u001b[0m\n\u001b[0;32m 209\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[0;32m 210\u001b[0m kwargs[new_arg_name] \u001b[39m=\u001b[39m new_arg_value\n\u001b[1;32m--> 211\u001b[0m \u001b[39mreturn\u001b[39;00m func(\u001b[39m*\u001b[39;49margs, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwargs)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\io\\formats\\format.py:1189\u001b[0m, in \u001b[0;36mDataFrameRenderer.to_csv\u001b[1;34m(self, path_or_buf, encoding, sep, columns, index_label, mode, compression, quoting, quotechar, lineterminator, chunksize, date_format, doublequote, escapechar, errors, storage_options)\u001b[0m\n\u001b[0;32m 1168\u001b[0m created_buffer \u001b[39m=\u001b[39m \u001b[39mFalse\u001b[39;00m\n\u001b[0;32m 1170\u001b[0m csv_formatter \u001b[39m=\u001b[39m CSVFormatter(\n\u001b[0;32m 1171\u001b[0m path_or_buf\u001b[39m=\u001b[39mpath_or_buf,\n\u001b[0;32m 1172\u001b[0m lineterminator\u001b[39m=\u001b[39mlineterminator,\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 1187\u001b[0m formatter\u001b[39m=\u001b[39m\u001b[39mself\u001b[39m\u001b[39m.\u001b[39mfmt,\n\u001b[0;32m 1188\u001b[0m )\n\u001b[1;32m-> 1189\u001b[0m csv_formatter\u001b[39m.\u001b[39;49msave()\n\u001b[0;32m 1191\u001b[0m \u001b[39mif\u001b[39;00m created_buffer:\n\u001b[0;32m 1192\u001b[0m \u001b[39massert\u001b[39;00m \u001b[39misinstance\u001b[39m(path_or_buf, StringIO)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\io\\formats\\csvs.py:261\u001b[0m, in \u001b[0;36mCSVFormatter.save\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 241\u001b[0m \u001b[39mwith\u001b[39;00m get_handle(\n\u001b[0;32m 242\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mfilepath_or_buffer,\n\u001b[0;32m 243\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mmode,\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 249\u001b[0m \n\u001b[0;32m 250\u001b[0m \u001b[39m# Note: self.encoding is irrelevant here\u001b[39;00m\n\u001b[0;32m 251\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mwriter \u001b[39m=\u001b[39m csvlib\u001b[39m.\u001b[39mwriter(\n\u001b[0;32m 252\u001b[0m handles\u001b[39m.\u001b[39mhandle,\n\u001b[0;32m 253\u001b[0m lineterminator\u001b[39m=\u001b[39m\u001b[39mself\u001b[39m\u001b[39m.\u001b[39mlineterminator,\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 258\u001b[0m quotechar\u001b[39m=\u001b[39m\u001b[39mself\u001b[39m\u001b[39m.\u001b[39mquotechar,\n\u001b[0;32m 259\u001b[0m )\n\u001b[1;32m--> 261\u001b[0m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_save()\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\io\\formats\\csvs.py:266\u001b[0m, in \u001b[0;36mCSVFormatter._save\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 264\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_need_to_save_header:\n\u001b[0;32m 265\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_save_header()\n\u001b[1;32m--> 266\u001b[0m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_save_body()\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\io\\formats\\csvs.py:304\u001b[0m, in \u001b[0;36mCSVFormatter._save_body\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 302\u001b[0m \u001b[39mif\u001b[39;00m start_i \u001b[39m>\u001b[39m\u001b[39m=\u001b[39m end_i:\n\u001b[0;32m 303\u001b[0m \u001b[39mbreak\u001b[39;00m\n\u001b[1;32m--> 304\u001b[0m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_save_chunk(start_i, end_i)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\io\\formats\\csvs.py:315\u001b[0m, in \u001b[0;36mCSVFormatter._save_chunk\u001b[1;34m(self, start_i, end_i)\u001b[0m\n\u001b[0;32m 312\u001b[0m data \u001b[39m=\u001b[39m [res\u001b[39m.\u001b[39miget_values(i) \u001b[39mfor\u001b[39;00m i \u001b[39min\u001b[39;00m \u001b[39mrange\u001b[39m(\u001b[39mlen\u001b[39m(res\u001b[39m.\u001b[39mitems))]\n\u001b[0;32m 314\u001b[0m ix \u001b[39m=\u001b[39m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mdata_index[slicer]\u001b[39m.\u001b[39m_format_native_types(\u001b[39m*\u001b[39m\u001b[39m*\u001b[39m\u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_number_format)\n\u001b[1;32m--> 315\u001b[0m libwriters\u001b[39m.\u001b[39;49mwrite_csv_rows(\n\u001b[0;32m 316\u001b[0m data,\n\u001b[0;32m 317\u001b[0m ix,\n\u001b[0;32m 318\u001b[0m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mnlevels,\n\u001b[0;32m 319\u001b[0m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mcols,\n\u001b[0;32m 320\u001b[0m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mwriter,\n\u001b[0;32m 321\u001b[0m )\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\_libs\\writers.pyx:55\u001b[0m, in \u001b[0;36mpandas._libs.writers.write_csv_rows\u001b[1;34m()\u001b[0m\n", "\u001b[1;31mKeyboardInterrupt\u001b[0m: " ] } ], "source": [ "final_df.to_csv(datadir + 'wsf2019.csv')" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "ename": "MemoryError", "evalue": "", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mMemoryError\u001b[0m Traceback (most recent call last)", "Cell \u001b[1;32mIn[29], line 6\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39mshapely\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39mgeometry\u001b[39;00m \u001b[39mimport\u001b[39;00m Point\n\u001b[0;32m 5\u001b[0m \u001b[39m# Create a geometry column from the x and y coordinates\u001b[39;00m\n\u001b[1;32m----> 6\u001b[0m final_df[\u001b[39m'\u001b[39m\u001b[39mgeometry\u001b[39m\u001b[39m'\u001b[39m] \u001b[39m=\u001b[39m final_df\u001b[39m.\u001b[39;49mapply(\u001b[39mlambda\u001b[39;49;00m row: Point(row[\u001b[39m'\u001b[39;49m\u001b[39mx\u001b[39;49m\u001b[39m'\u001b[39;49m], row[\u001b[39m'\u001b[39;49m\u001b[39my\u001b[39;49m\u001b[39m'\u001b[39;49m]), axis\u001b[39m=\u001b[39;49m\u001b[39m1\u001b[39;49m)\n\u001b[0;32m 7\u001b[0m final_df\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\frame.py:9568\u001b[0m, in \u001b[0;36mDataFrame.apply\u001b[1;34m(self, func, axis, raw, result_type, args, **kwargs)\u001b[0m\n\u001b[0;32m 9557\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39mpandas\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39mcore\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39mapply\u001b[39;00m \u001b[39mimport\u001b[39;00m frame_apply\n\u001b[0;32m 9559\u001b[0m op \u001b[39m=\u001b[39m frame_apply(\n\u001b[0;32m 9560\u001b[0m \u001b[39mself\u001b[39m,\n\u001b[0;32m 9561\u001b[0m func\u001b[39m=\u001b[39mfunc,\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 9566\u001b[0m kwargs\u001b[39m=\u001b[39mkwargs,\n\u001b[0;32m 9567\u001b[0m )\n\u001b[1;32m-> 9568\u001b[0m \u001b[39mreturn\u001b[39;00m op\u001b[39m.\u001b[39;49mapply()\u001b[39m.\u001b[39m__finalize__(\u001b[39mself\u001b[39m, method\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mapply\u001b[39m\u001b[39m\"\u001b[39m)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\apply.py:764\u001b[0m, in \u001b[0;36mFrameApply.apply\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 761\u001b[0m \u001b[39melif\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mraw:\n\u001b[0;32m 762\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mapply_raw()\n\u001b[1;32m--> 764\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mapply_standard()\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\apply.py:891\u001b[0m, in \u001b[0;36mFrameApply.apply_standard\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 890\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mapply_standard\u001b[39m(\u001b[39mself\u001b[39m):\n\u001b[1;32m--> 891\u001b[0m results, res_index \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mapply_series_generator()\n\u001b[0;32m 893\u001b[0m \u001b[39m# wrap results\u001b[39;00m\n\u001b[0;32m 894\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mwrap_results(results, res_index)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\apply.py:905\u001b[0m, in \u001b[0;36mFrameApply.apply_series_generator\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 902\u001b[0m results \u001b[39m=\u001b[39m {}\n\u001b[0;32m 904\u001b[0m \u001b[39mwith\u001b[39;00m option_context(\u001b[39m\"\u001b[39m\u001b[39mmode.chained_assignment\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39mNone\u001b[39;00m):\n\u001b[1;32m--> 905\u001b[0m \u001b[39mfor\u001b[39;00m i, v \u001b[39min\u001b[39;00m \u001b[39menumerate\u001b[39m(series_gen):\n\u001b[0;32m 906\u001b[0m \u001b[39m# ignore SettingWithCopy here in case the user mutates\u001b[39;00m\n\u001b[0;32m 907\u001b[0m results[i] \u001b[39m=\u001b[39m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mf(v)\n\u001b[0;32m 908\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39misinstance\u001b[39m(results[i], ABCSeries):\n\u001b[0;32m 909\u001b[0m \u001b[39m# If we have a view on v, we need to make a copy because\u001b[39;00m\n\u001b[0;32m 910\u001b[0m \u001b[39m# series_generator will swap out the underlying data\u001b[39;00m\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\apply.py:1018\u001b[0m, in \u001b[0;36mFrameColumnApply.series_generator\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 1016\u001b[0m \u001b[39m@property\u001b[39m\n\u001b[0;32m 1017\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mseries_generator\u001b[39m(\u001b[39mself\u001b[39m):\n\u001b[1;32m-> 1018\u001b[0m values \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mvalues\n\u001b[0;32m 1019\u001b[0m values \u001b[39m=\u001b[39m ensure_wrapped_if_datetimelike(values)\n\u001b[0;32m 1020\u001b[0m \u001b[39massert\u001b[39;00m \u001b[39mlen\u001b[39m(values) \u001b[39m>\u001b[39m \u001b[39m0\u001b[39m\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\_libs\\properties.pyx:36\u001b[0m, in \u001b[0;36mpandas._libs.properties.CachedProperty.__get__\u001b[1;34m()\u001b[0m\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\apply.py:725\u001b[0m, in \u001b[0;36mFrameApply.values\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 723\u001b[0m \u001b[39m@cache_readonly\u001b[39m\n\u001b[0;32m 724\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mvalues\u001b[39m(\u001b[39mself\u001b[39m):\n\u001b[1;32m--> 725\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mobj\u001b[39m.\u001b[39;49mvalues\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\frame.py:11739\u001b[0m, in \u001b[0;36mDataFrame.values\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 11666\u001b[0m \u001b[39m\u001b[39m\u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m 11667\u001b[0m \u001b[39mReturn a Numpy representation of the DataFrame.\u001b[39;00m\n\u001b[0;32m 11668\u001b[0m \n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 11736\u001b[0m \u001b[39m ['monkey', nan, None]], dtype=object)\u001b[39;00m\n\u001b[0;32m 11737\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m 11738\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_consolidate_inplace()\n\u001b[1;32m> 11739\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_mgr\u001b[39m.\u001b[39;49mas_array()\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\internals\\managers.py:1770\u001b[0m, in \u001b[0;36mBlockManager.as_array\u001b[1;34m(self, dtype, copy, na_value)\u001b[0m\n\u001b[0;32m 1768\u001b[0m arr \u001b[39m=\u001b[39m arr\u001b[39m.\u001b[39mastype(dtype, copy\u001b[39m=\u001b[39m\u001b[39mFalse\u001b[39;00m)\n\u001b[0;32m 1769\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[1;32m-> 1770\u001b[0m arr \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_interleave(dtype\u001b[39m=\u001b[39;49mdtype, na_value\u001b[39m=\u001b[39;49mna_value)\n\u001b[0;32m 1771\u001b[0m \u001b[39m# The underlying data was copied within _interleave\u001b[39;00m\n\u001b[0;32m 1772\u001b[0m copy \u001b[39m=\u001b[39m \u001b[39mFalse\u001b[39;00m\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\internals\\managers.py:1817\u001b[0m, in \u001b[0;36mBlockManager._interleave\u001b[1;34m(self, dtype, na_value)\u001b[0m\n\u001b[0;32m 1815\u001b[0m \u001b[39mfor\u001b[39;00m blk \u001b[39min\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mblocks:\n\u001b[0;32m 1816\u001b[0m rl \u001b[39m=\u001b[39m blk\u001b[39m.\u001b[39mmgr_locs\n\u001b[1;32m-> 1817\u001b[0m arr \u001b[39m=\u001b[39m blk\u001b[39m.\u001b[39;49mget_values(dtype)\n\u001b[0;32m 1818\u001b[0m result[rl\u001b[39m.\u001b[39mindexer] \u001b[39m=\u001b[39m arr\n\u001b[0;32m 1819\u001b[0m itemmask[rl\u001b[39m.\u001b[39mindexer] \u001b[39m=\u001b[39m \u001b[39m1\u001b[39m\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\internals\\blocks.py:1914\u001b[0m, in \u001b[0;36mNumpyBlock.get_values\u001b[1;34m(self, dtype)\u001b[0m\n\u001b[0;32m 1912\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mget_values\u001b[39m(\u001b[39mself\u001b[39m, dtype: DtypeObj \u001b[39m|\u001b[39m \u001b[39mNone\u001b[39;00m \u001b[39m=\u001b[39m \u001b[39mNone\u001b[39;00m) \u001b[39m-\u001b[39m\u001b[39m>\u001b[39m np\u001b[39m.\u001b[39mndarray:\n\u001b[0;32m 1913\u001b[0m \u001b[39mif\u001b[39;00m dtype \u001b[39m==\u001b[39m _dtype_obj:\n\u001b[1;32m-> 1914\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mvalues\u001b[39m.\u001b[39;49mastype(_dtype_obj)\n\u001b[0;32m 1915\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mvalues\n", "\u001b[1;31mMemoryError\u001b[0m: " ] } ], "source": [ "#convert 'final_df' to a geodataframe\n", "import geopandas as gpd\n", "from shapely.geometry import Point\n", "\n", "# Create a geometry column from the x and y coordinates\n", "final_df['geometry'] = final_df.apply(lambda row: Point(row['x'], row['y']), axis=1)\n", "final_df" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1, 22487, 22487)" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "array.shape" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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22487 rows × 22487 columns

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" ], "text/plain": [ "x 11.990039 11.990129 11.990218 11.990308 11.990398 11.990488 \\\n", "y \n", "-7.990020 0 0 0 0 0 0 \n", "-7.990110 0 0 0 0 0 0 \n", "-7.990200 0 0 0 0 0 0 \n", "-7.990290 0 0 0 0 0 0 \n", "-7.990380 0 0 0 0 0 0 \n", "... ... ... ... ... ... ... \n", "-10.009613 0 0 0 0 0 0 \n", "-10.009703 0 0 0 0 0 0 \n", "-10.009792 0 0 0 0 0 0 \n", "-10.009882 0 0 0 0 0 0 \n", "-10.009972 0 0 0 0 0 0 \n", "\n", "x 11.990578 11.990667 11.990757 11.990847 ... 14.009182 \\\n", "y ... \n", "-7.990020 0 0 0 0 ... 0 \n", "-7.990110 0 0 0 0 ... 0 \n", "-7.990200 0 0 0 0 ... 0 \n", "-7.990290 0 0 0 0 ... 0 \n", "-7.990380 0 0 0 0 ... 0 \n", "... ... ... ... ... ... ... \n", "-10.009613 0 0 0 0 ... 0 \n", "-10.009703 0 0 0 0 ... 0 \n", "-10.009792 0 0 0 0 ... 0 \n", "-10.009882 0 0 0 0 ... 0 \n", "-10.009972 0 0 0 0 ... 0 \n", "\n", "x 14.009272 14.009362 14.009451 14.009541 14.009631 14.009721 \\\n", "y \n", "-7.990020 0 0 0 0 0 0 \n", "-7.990110 0 0 0 0 0 0 \n", "-7.990200 0 0 0 0 0 0 \n", "-7.990290 0 0 0 0 0 0 \n", "-7.990380 0 0 0 0 0 0 \n", "... ... ... ... ... ... ... \n", "-10.009613 0 0 0 0 0 0 \n", "-10.009703 0 0 0 0 0 0 \n", "-10.009792 0 0 0 0 0 0 \n", "-10.009882 0 0 0 0 0 0 \n", "-10.009972 0 0 0 0 0 0 \n", "\n", "x 14.009811 14.009901 14.009990 \n", "y \n", "-7.990020 0 0 0 \n", "-7.990110 0 0 0 \n", "-7.990200 0 0 0 \n", "-7.990290 0 0 0 \n", "-7.990380 0 0 0 \n", "... ... ... ... \n", "-10.009613 0 0 0 \n", "-10.009703 0 0 0 \n", "-10.009792 0 0 0 \n", "-10.009882 0 0 0 \n", "-10.009972 0 0 0 \n", "\n", "[22487 rows x 22487 columns]" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = array[0].to_pandas()\n", "df" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\geopandas\\_compat.py:123: UserWarning: The Shapely GEOS version (3.8.0-CAPI-1.13.1) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "C:\\Users\\jtrum\\AppData\\Local\\Temp\\ipykernel_24052\\1691430808.py:2: UserWarning: Shapely 2.0 is installed, but because PyGEOS is also installed, GeoPandas will still use PyGEOS by default for now. To force to use and test Shapely 2.0, you have to set the environment variable USE_PYGEOS=0. You can do this before starting the Python process, or in your code before importing geopandas:\n", "\n", "import os\n", "os.environ['USE_PYGEOS'] = '0'\n", "import geopandas\n", "\n", "In a future release, GeoPandas will switch to using Shapely by default. If you are using PyGEOS directly (calling PyGEOS functions on geometries from GeoPandas), this will then stop working and you are encouraged to migrate from PyGEOS to Shapely 2.0 (https://shapely.readthedocs.io/en/latest/migration_pygeos.html).\n", " import geopandas as gpd\n" ] } ], "source": [ "from shapely.geometry import Point\n", "import geopandas as gpd" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "ename": "ValueError", "evalue": "setting an array element with a sequence. The requested array has an inhomogeneous shape after 1 dimensions. The detected shape was (2,) + inhomogeneous part.", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", "Cell \u001b[1;32mIn[23], line 4\u001b[0m\n\u001b[0;32m 2\u001b[0m df \u001b[39m=\u001b[39m df\u001b[39m.\u001b[39mreset_index()\n\u001b[0;32m 3\u001b[0m df \u001b[39m=\u001b[39m df\u001b[39m.\u001b[39mrename(columns\u001b[39m=\u001b[39m{\u001b[39m'\u001b[39m\u001b[39mindex\u001b[39m\u001b[39m'\u001b[39m: \u001b[39m'\u001b[39m\u001b[39mx\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mlevel_0\u001b[39m\u001b[39m'\u001b[39m: \u001b[39m'\u001b[39m\u001b[39my\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m0\u001b[39m: \u001b[39m'\u001b[39m\u001b[39mvalue\u001b[39m\u001b[39m'\u001b[39m})\n\u001b[1;32m----> 4\u001b[0m df[\u001b[39m'\u001b[39m\u001b[39mgeometry\u001b[39m\u001b[39m'\u001b[39m] \u001b[39m=\u001b[39m df\u001b[39m.\u001b[39;49mapply(\u001b[39mlambda\u001b[39;49;00m row: Point(row[\u001b[39m'\u001b[39;49m\u001b[39mx\u001b[39;49m\u001b[39m'\u001b[39;49m], row[\u001b[39m'\u001b[39;49m\u001b[39my\u001b[39;49m\u001b[39m'\u001b[39;49m]), axis\u001b[39m=\u001b[39;49m\u001b[39m1\u001b[39;49m)\n\u001b[0;32m 5\u001b[0m df \u001b[39m=\u001b[39m gpd\u001b[39m.\u001b[39mGeoDataFrame(df, geometry\u001b[39m=\u001b[39m\u001b[39m'\u001b[39m\u001b[39mgeometry\u001b[39m\u001b[39m'\u001b[39m)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\frame.py:9568\u001b[0m, in \u001b[0;36mDataFrame.apply\u001b[1;34m(self, func, axis, raw, result_type, args, **kwargs)\u001b[0m\n\u001b[0;32m 9557\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39mpandas\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39mcore\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39mapply\u001b[39;00m \u001b[39mimport\u001b[39;00m frame_apply\n\u001b[0;32m 9559\u001b[0m op \u001b[39m=\u001b[39m frame_apply(\n\u001b[0;32m 9560\u001b[0m \u001b[39mself\u001b[39m,\n\u001b[0;32m 9561\u001b[0m func\u001b[39m=\u001b[39mfunc,\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 9566\u001b[0m kwargs\u001b[39m=\u001b[39mkwargs,\n\u001b[0;32m 9567\u001b[0m )\n\u001b[1;32m-> 9568\u001b[0m \u001b[39mreturn\u001b[39;00m op\u001b[39m.\u001b[39;49mapply()\u001b[39m.\u001b[39m__finalize__(\u001b[39mself\u001b[39m, method\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mapply\u001b[39m\u001b[39m\"\u001b[39m)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\apply.py:764\u001b[0m, in \u001b[0;36mFrameApply.apply\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 761\u001b[0m \u001b[39melif\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mraw:\n\u001b[0;32m 762\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mapply_raw()\n\u001b[1;32m--> 764\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mapply_standard()\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\apply.py:891\u001b[0m, in \u001b[0;36mFrameApply.apply_standard\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 890\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mapply_standard\u001b[39m(\u001b[39mself\u001b[39m):\n\u001b[1;32m--> 891\u001b[0m results, res_index \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mapply_series_generator()\n\u001b[0;32m 893\u001b[0m \u001b[39m# wrap results\u001b[39;00m\n\u001b[0;32m 894\u001b[0m \u001b[39mreturn\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mwrap_results(results, res_index)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\pandas\\core\\apply.py:907\u001b[0m, in \u001b[0;36mFrameApply.apply_series_generator\u001b[1;34m(self)\u001b[0m\n\u001b[0;32m 904\u001b[0m \u001b[39mwith\u001b[39;00m option_context(\u001b[39m\"\u001b[39m\u001b[39mmode.chained_assignment\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39mNone\u001b[39;00m):\n\u001b[0;32m 905\u001b[0m \u001b[39mfor\u001b[39;00m i, v \u001b[39min\u001b[39;00m \u001b[39menumerate\u001b[39m(series_gen):\n\u001b[0;32m 906\u001b[0m \u001b[39m# ignore SettingWithCopy here in case the user mutates\u001b[39;00m\n\u001b[1;32m--> 907\u001b[0m results[i] \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mf(v)\n\u001b[0;32m 908\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39misinstance\u001b[39m(results[i], ABCSeries):\n\u001b[0;32m 909\u001b[0m \u001b[39m# If we have a view on v, we need to make a copy because\u001b[39;00m\n\u001b[0;32m 910\u001b[0m \u001b[39m# series_generator will swap out the underlying data\u001b[39;00m\n\u001b[0;32m 911\u001b[0m results[i] \u001b[39m=\u001b[39m results[i]\u001b[39m.\u001b[39mcopy(deep\u001b[39m=\u001b[39m\u001b[39mFalse\u001b[39;00m)\n", "Cell \u001b[1;32mIn[23], line 4\u001b[0m, in \u001b[0;36m\u001b[1;34m(row)\u001b[0m\n\u001b[0;32m 2\u001b[0m df \u001b[39m=\u001b[39m df\u001b[39m.\u001b[39mreset_index()\n\u001b[0;32m 3\u001b[0m df \u001b[39m=\u001b[39m df\u001b[39m.\u001b[39mrename(columns\u001b[39m=\u001b[39m{\u001b[39m'\u001b[39m\u001b[39mindex\u001b[39m\u001b[39m'\u001b[39m: \u001b[39m'\u001b[39m\u001b[39mx\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mlevel_0\u001b[39m\u001b[39m'\u001b[39m: \u001b[39m'\u001b[39m\u001b[39my\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m0\u001b[39m: \u001b[39m'\u001b[39m\u001b[39mvalue\u001b[39m\u001b[39m'\u001b[39m})\n\u001b[1;32m----> 4\u001b[0m df[\u001b[39m'\u001b[39m\u001b[39mgeometry\u001b[39m\u001b[39m'\u001b[39m] \u001b[39m=\u001b[39m df\u001b[39m.\u001b[39mapply(\u001b[39mlambda\u001b[39;00m row: Point(row[\u001b[39m'\u001b[39;49m\u001b[39mx\u001b[39;49m\u001b[39m'\u001b[39;49m], row[\u001b[39m'\u001b[39;49m\u001b[39my\u001b[39;49m\u001b[39m'\u001b[39;49m]), axis\u001b[39m=\u001b[39m\u001b[39m1\u001b[39m)\n\u001b[0;32m 5\u001b[0m df \u001b[39m=\u001b[39m gpd\u001b[39m.\u001b[39mGeoDataFrame(df, geometry\u001b[39m=\u001b[39m\u001b[39m'\u001b[39m\u001b[39mgeometry\u001b[39m\u001b[39m'\u001b[39m)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash_scan\\lib\\site-packages\\shapely\\geometry\\point.py:70\u001b[0m, in \u001b[0;36mPoint.__new__\u001b[1;34m(self, *args)\u001b[0m\n\u001b[0;32m 67\u001b[0m coords \u001b[39m=\u001b[39m np\u001b[39m.\u001b[39masarray(coords)\u001b[39m.\u001b[39msqueeze()\n\u001b[0;32m 68\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[0;32m 69\u001b[0m \u001b[39m# 2 or 3 args\u001b[39;00m\n\u001b[1;32m---> 70\u001b[0m coords \u001b[39m=\u001b[39m np\u001b[39m.\u001b[39;49marray(args)\u001b[39m.\u001b[39msqueeze()\n\u001b[0;32m 72\u001b[0m \u001b[39mif\u001b[39;00m coords\u001b[39m.\u001b[39mndim \u001b[39m>\u001b[39m \u001b[39m1\u001b[39m:\n\u001b[0;32m 73\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mValueError\u001b[39;00m(\n\u001b[0;32m 74\u001b[0m \u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mPoint() takes only scalar or 1-size vector arguments, got \u001b[39m\u001b[39m{\u001b[39;00margs\u001b[39m}\u001b[39;00m\u001b[39m\"\u001b[39m\n\u001b[0;32m 75\u001b[0m )\n", "\u001b[1;31mValueError\u001b[0m: setting an array element with a sequence. The requested array has an inhomogeneous shape after 1 dimensions. The detected shape was (2,) + inhomogeneous part." ] } ], "source": [ "# turn 'df' into a geodataframe\n", "df = df.reset_index()\n", "df = df.rename(columns={'index': 'x', 'level_0': 'y', 0: 'value'})\n", "df['geometry'] = df.apply(lambda row: Point(row['x'], row['y']), axis=1)\n", "df = gpd.GeoDataFrame(df, geometry='geometry')" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# import georasters as gr\n", "import os\n", "os.environ['USE_PATH_FOR_GDAL_PYTHON'] = 'YES'\n", "import georaster as gr\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "datadir = 'C:/Users/jtrum/world_bank/data/'" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "image = gr.SingleBandRaster(datadir + 'WSF2019_v1_12_-10.tif')" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.imshow(image.r, cmap='gray')" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1, 22487, 22487)" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#crop 'image' to the area of interest\n", "\n", "#load the shapefile\n", "import geopandas as gpd\n", "import pandas as pd\n", "import numpy as np\n", "import rasterio as rio\n", "\n", "datadir = 'C:/Users/jtrum/world_bank/data/'\n", "aoi = gpd.read_file(datadir + 'aoiLuanda.geojson')\n", "\n", "#crop the raster to the area of interest\n", "with rio.open(datadir + 'WSF2019_v1_12_-10.tif') as src:\n", " # You can now work with the raster data using 'src'\n", " # For example, you can access metadata like CRS, transform, and more:\n", " crs = src.crs\n", " transform = src.transform\n", " width = src.width\n", " height = src.height\n", " count = src.count # Number of bands\n", " dtype = src.dtypes[0] # Data type of the first band\n", "\n", " # Read a specific band from the raster (e.g., band 1)\n", " band1 = src.read(1)\n", "\n", " # Read the entire raster as a NumPy array (all bands)\n", " full_raster = src.read()\n", "\n", "full_raster.shape\n" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[[0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0]]], dtype=uint8)" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "full_raster" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "#now crop 'full_raster' to the area of interest\n", "\n" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "ename": "AttributeError", "evalue": "'SingleBandRaster' object has no attribute 'shape'", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", "\u001b[1;32mc:\\Users\\jtrum\\world_bank\\notebooks\\wsf-2019.ipynb Cell 67\u001b[0m line \u001b[0;36m1\n\u001b[1;32m----> 1\u001b[0m image\u001b[39m.\u001b[39;49mshape\n", "\u001b[1;31mAttributeError\u001b[0m: 'SingleBandRaster' object has no attribute 'shape'" ] } ], "source": [ "image.shape" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "ename": "TypeError", "evalue": "'NoneType' object is not callable", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", "\u001b[1;32mc:\\Users\\jtrum\\world_bank\\notebooks\\wsf-2019.ipynb Cell 67\u001b[0m line \u001b[0;36m1\n\u001b[1;32m----> 1\u001b[0m image\u001b[39m.\u001b[39;49mproj()\n", "\u001b[1;31mTypeError\u001b[0m: 'NoneType' object is not callable" ] } ], "source": [ "image.proj()" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "ename": "ValueError", "evalue": "too many values to unpack (expected 2)", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", "\u001b[1;32mc:\\Users\\jtrum\\world_bank\\notebooks\\wsf-2019.ipynb Cell 75\u001b[0m line \u001b[0;36m2\n\u001b[0;32m 17\u001b[0m cropped_data \u001b[39m=\u001b[39m src\u001b[39m.\u001b[39mread(masked\u001b[39m=\u001b[39m\u001b[39mTrue\u001b[39;00m)\n\u001b[0;32m 19\u001b[0m \u001b[39m# Update the metadata for the cropped raster\u001b[39;00m\n\u001b[0;32m 20\u001b[0m src\u001b[39m.\u001b[39mmeta\u001b[39m.\u001b[39mupdate({\n\u001b[1;32m---> 21\u001b[0m \u001b[39m'\u001b[39m\u001b[39mtransform\u001b[39m\u001b[39m'\u001b[39m: src\u001b[39m.\u001b[39;49mwindow_transform(aoi_bounds)\n\u001b[0;32m 22\u001b[0m })\n\u001b[0;32m 24\u001b[0m \u001b[39m# Save the cropped GeoRaster to a new file\u001b[39;00m\n\u001b[0;32m 25\u001b[0m \u001b[39mwith\u001b[39;00m rasterio\u001b[39m.\u001b[39mopen(\u001b[39m\"\u001b[39m\u001b[39mcropped_georaster.tif\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39m'\u001b[39m\u001b[39mw\u001b[39m\u001b[39m'\u001b[39m, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39msrc\u001b[39m.\u001b[39mmeta) \u001b[39mas\u001b[39;00m dst:\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash\\lib\\site-packages\\rasterio\\windows.py:98\u001b[0m, in \u001b[0;36mWindowMethodsMixin.window_transform\u001b[1;34m(self, window)\u001b[0m\n\u001b[0;32m 84\u001b[0m \u001b[39m\u001b[39m\u001b[39m\"\"\"Get the affine transform for a dataset window.\u001b[39;00m\n\u001b[0;32m 85\u001b[0m \n\u001b[0;32m 86\u001b[0m \u001b[39mParameters\u001b[39;00m\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 95\u001b[0m \n\u001b[0;32m 96\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[0;32m 97\u001b[0m gtransform \u001b[39m=\u001b[39m guard_transform(\u001b[39mself\u001b[39m\u001b[39m.\u001b[39mtransform)\n\u001b[1;32m---> 98\u001b[0m \u001b[39mreturn\u001b[39;00m transform(window, gtransform)\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash\\lib\\site-packages\\rasterio\\windows.py:359\u001b[0m, in \u001b[0;36mtransform\u001b[1;34m(window, transform)\u001b[0m\n\u001b[0;32m 343\u001b[0m \u001b[39mdef\u001b[39;00m \u001b[39mtransform\u001b[39m(window, transform):\n\u001b[0;32m 344\u001b[0m \u001b[39m \u001b[39m\u001b[39m\"\"\"Construct an affine transform matrix relative to a window.\u001b[39;00m\n\u001b[0;32m 345\u001b[0m \n\u001b[0;32m 346\u001b[0m \u001b[39m Parameters\u001b[39;00m\n\u001b[1;32m (...)\u001b[0m\n\u001b[0;32m 357\u001b[0m \n\u001b[0;32m 358\u001b[0m \u001b[39m \"\"\"\u001b[39;00m\n\u001b[1;32m--> 359\u001b[0m window \u001b[39m=\u001b[39m evaluate(window, height\u001b[39m=\u001b[39;49m\u001b[39m0\u001b[39;49m, width\u001b[39m=\u001b[39;49m\u001b[39m0\u001b[39;49m)\n\u001b[0;32m 360\u001b[0m x, y \u001b[39m=\u001b[39m transform \u001b[39m*\u001b[39m (window\u001b[39m.\u001b[39mcol_off \u001b[39mor\u001b[39;00m \u001b[39m0.0\u001b[39m, window\u001b[39m.\u001b[39mrow_off \u001b[39mor\u001b[39;00m \u001b[39m0.0\u001b[39m)\n\u001b[0;32m 361\u001b[0m \u001b[39mreturn\u001b[39;00m Affine\u001b[39m.\u001b[39mtranslation(\n\u001b[0;32m 362\u001b[0m x \u001b[39m-\u001b[39m transform\u001b[39m.\u001b[39mc, y \u001b[39m-\u001b[39m transform\u001b[39m.\u001b[39mf) \u001b[39m*\u001b[39m transform\n", "File \u001b[1;32mc:\\Users\\jtrum\\miniconda3\\envs\\wash\\lib\\site-packages\\rasterio\\windows.py:440\u001b[0m, in \u001b[0;36mevaluate\u001b[1;34m(window, height, width, boundless)\u001b[0m\n\u001b[0;32m 438\u001b[0m \u001b[39mreturn\u001b[39;00m window\n\u001b[0;32m 439\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[1;32m--> 440\u001b[0m rows, cols \u001b[39m=\u001b[39m window\n\u001b[0;32m 441\u001b[0m \u001b[39mreturn\u001b[39;00m Window\u001b[39m.\u001b[39mfrom_slices(rows\u001b[39m=\u001b[39mrows, cols\u001b[39m=\u001b[39mcols, height\u001b[39m=\u001b[39mheight,\n\u001b[0;32m 442\u001b[0m width\u001b[39m=\u001b[39mwidth, boundless\u001b[39m=\u001b[39mboundless)\n", "\u001b[1;31mValueError\u001b[0m: too many values to unpack (expected 2)" ] } ], "source": [ "import geopandas as gpd\n", "import rasterio\n", "from rasterio.features import geometry_mask\n", "\n", "# Load your GeoRaster using Rasterio\n", "with rasterio.open(datadir + 'WSF2019_v1_12_-10.tif') as src:\n", " # Load your AOI GeoDataFrame (replace \"aoi.shp\" with the path to your AOI file)\n", " aoi_gdf = gpd.read_file(datadir + \"aoiLuanda.geojson\")\n", " \n", " # Use the total_bounds property of the AOI GeoDataFrame to get its bounding box\n", " aoi_bounds = aoi_gdf.total_bounds\n", "\n", " # Create a mask for the AOI within the GeoRaster's extent\n", " mask = geometry_mask(aoi_gdf.geometry, out_shape=src.shape, transform=src.transform, invert=True)\n", "\n", " # Read the GeoRaster data within the AOI\n", " cropped_data = src.read(masked=True)\n", "\n", " # Update the metadata for the cropped raster\n", " src.meta.update({\n", " 'transform': src.window_transform(aoi_bounds)\n", " })\n", "\n", "# Save the cropped GeoRaster to a new file\n", "with rasterio.open(\"cropped_georaster.tif\", 'w', **src.meta) as dst:\n", " dst.write(cropped_data)\n", "\n", "# You now have the cropped GeoRaster in \"cropped_georaster.tif\"\n" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "import os\n", "os.environ['USE_PATH_FOR_GDAL_PYTHON'] = 'YES'\n", "\n", "#folder location\n", "os.chdir(r'C:/Users/jtrum/world_bank/data/')\n", "\n", "#read raster file\n", "from osgeo import gdal, ogr, osr" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/plain": [ " >" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "raster = gdal.Open('WSF2019_v1_12_-10.tif')\n", "raster" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "22487" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ "raster.RasterYSize" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/plain": [ " >" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "band = raster.GetRasterBand(1)\n", "band" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([[0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0]], dtype=uint8)" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "band.ReadAsArray()" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "ename": "AttributeError", "evalue": "'NoneType' object has no attribute 'CreateLayer'", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mAttributeError\u001b[0m Traceback (most recent call last)", "\u001b[1;32mc:\\Users\\jtrum\\world_bank\\notebooks\\wsf-2019.ipynb Cell 80\u001b[0m line \u001b[0;36m9\n\u001b[0;32m 7\u001b[0m call_drive \u001b[39m=\u001b[39m ogr\u001b[39m.\u001b[39mGetDriverByName(\u001b[39m'\u001b[39m\u001b[39mESRI Shapefile\u001b[39m\u001b[39m'\u001b[39m)\n\u001b[0;32m 8\u001b[0m create_shp \u001b[39m=\u001b[39m call_drive\u001b[39m.\u001b[39mCreateDataSource(out)\n\u001b[1;32m----> 9\u001b[0m shp \u001b[39m=\u001b[39m create_shp\u001b[39m.\u001b[39;49mCreateLayer(\u001b[39m'\u001b[39m\u001b[39mlayername\u001b[39m\u001b[39m'\u001b[39m, srs\u001b[39m=\u001b[39mshp_proj)\n\u001b[0;32m 10\u001b[0m new_field \u001b[39m=\u001b[39m ogr\u001b[39m.\u001b[39mFieldDefn(\u001b[39mstr\u001b[39m(\u001b[39m'\u001b[39m\u001b[39mID\u001b[39m\u001b[39m'\u001b[39m), ogr\u001b[39m.\u001b[39mOFTInteger)\n\u001b[0;32m 11\u001b[0m shp\u001b[39m.\u001b[39mCreateField(new_field)\n", "\u001b[1;31mAttributeError\u001b[0m: 'NoneType' object has no attribute 'CreateLayer'" ] } ], "source": [ "# converting raster to shapefile\n", "proj = raster.GetProjection()\n", "shp_proj = osr.SpatialReference()\n", "shp_proj.ImportFromWkt(proj)\n", "\n", "out = 'output/WSF_Luanda.shp'\n", "call_drive = ogr.GetDriverByName('ESRI Shapefile')\n", "create_shp = call_drive.CreateDataSource(out)\n", "shp = create_shp.CreateLayer('layername', srs=shp_proj)\n", "new_field = ogr.FieldDefn(str('ID'), ogr.OFTInteger)\n", "shp.CreateField(new_field)\n", "\n", "gdal.Polygonize(band, None, shp, 0, [], callback=None)\n", "create_shp.Destroy()\n", "raster = None" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## THIS WORKS" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Shapefile created successfully.\n" ] } ], "source": [ "import os\n", "from osgeo import gdal, ogr, osr\n", "\n", "# Path to the input raster\n", "raster_path = 'WSF2019_v1_12_-10.tif'\n", "\n", "# Specify the output shapefile path\n", "out = 'output/WSF_Luanda.shp'\n", "\n", "# Check if the output directory exists, and create it if necessary\n", "output_dir = os.path.dirname(out)\n", "if not os.path.exists(output_dir):\n", " os.makedirs(output_dir, exist_ok=True)\n", "\n", "# Open the raster dataset\n", "raster = gdal.Open(raster_path)\n", "\n", "if raster is None:\n", " print(\"Failed to open the raster dataset.\")\n", "else:\n", " proj = raster.GetProjection()\n", " shp_proj = osr.SpatialReference()\n", " shp_proj.ImportFromWkt(proj)\n", "\n", " call_drive = ogr.GetDriverByName('ESRI Shapefile')\n", " create_shp = call_drive.CreateDataSource(out)\n", "\n", " if create_shp is None:\n", " print(\"Failed to create the shapefile.\")\n", " else:\n", " shp = create_shp.CreateLayer('layername', srs=shp_proj)\n", " new_field = ogr.FieldDefn('ID', ogr.OFTInteger)\n", " shp.CreateField(new_field)\n", "\n", " # Assuming 'band' is correctly defined\n", " gdal.Polygonize(band, None, shp, 0, [], callback=None)\n", "\n", " # Clean up\n", " create_shp.Destroy()\n", " raster = None\n", "\n", " print(\"Shapefile created successfully.\")\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "c:\\Users\\jtrum\\miniconda3\\envs\\wash\\lib\\site-packages\\geopandas\\_compat.py:124: UserWarning: The Shapely GEOS version (3.11.1-CAPI-1.17.1) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n", " warnings.warn(\n", "C:\\Users\\jtrum\\AppData\\Local\\Temp\\ipykernel_20824\\3379007050.py:1: DeprecationWarning: Shapely 2.0 is installed, but because PyGEOS is also installed, GeoPandas still uses PyGEOS by default. However, starting with version 0.14, the default will switch to Shapely. To force to use Shapely 2.0 now, you can either uninstall PyGEOS or set the environment variable USE_PYGEOS=0. You can do this before starting the Python process, or in your code before importing geopandas:\n", "\n", "import os\n", "os.environ['USE_PYGEOS'] = '0'\n", "import geopandas\n", "\n", "In the next release, GeoPandas will switch to using Shapely by default, even if PyGEOS is installed. If you only have PyGEOS installed to get speed-ups, this switch should be smooth. However, if you are using PyGEOS directly (calling PyGEOS functions on geometries from GeoPandas), this will then stop working and you are encouraged to migrate from PyGEOS to Shapely 2.0 (https://shapely.readthedocs.io/en/latest/migration_pygeos.html).\n", " import geopandas as gpd\n" ] } ], "source": [ "import geopandas as gpd\n", "import os" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "os.chdir(r'C:/Users/jtrum/world_bank/data/')\n", "wsf = gpd.read_file('output/WSF_Luanda.shp')\n", "aoi = gpd.read_file('aoiLuanda.geojson')" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "GEOGCS[\"WGS 84\",DATUM[\"WGS_1984\",SPHEROID[\"WGS 84\",6378137,298.257223563,AUTHORITY[\"EPSG\",\"7030\"]],AUTHORITY[\"EPSG\",\"6326\"]],PRIMEM[\"Greenwich\",0,AUTHORITY[\"EPSG\",\"8901\"]],UNIT[\"degree\",0.0174532925199433,AUTHORITY[\"EPSG\",\"9122\"]],AXIS[\"Latitude\",NORTH],AXIS[\"Longitude\",EAST],AUTHORITY[\"EPSG\",\"4326\"]]\n", "GEOGCS[\"WGS 84\",DATUM[\"WGS_1984\",SPHEROID[\"WGS 84\",6378137,298.257223563,AUTHORITY[\"EPSG\",\"7030\"]],AUTHORITY[\"EPSG\",\"6326\"]],PRIMEM[\"Greenwich\",0,AUTHORITY[\"EPSG\",\"8901\"]],UNIT[\"degree\",0.0174532925199433,AUTHORITY[\"EPSG\",\"9122\"]],AXIS[\"Latitude\",NORTH],AXIS[\"Longitude\",EAST],AUTHORITY[\"EPSG\",\"4326\"]]\n" ] } ], "source": [ "#set wsf crs to match aoi crs\n", "wsf = wsf.to_crs(aoi.crs)\n", "print(wsf.crs)\n", "print(aoi.crs)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "join = gpd.sjoin(wsf, aoi, how='inner', predicate='intersects')" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "join = join[join.geometry.intersects(aoi.unary_union)]" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "383504" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "len(join)" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "index_right\n", "0 383504\n", "Name: count, dtype: int64" ] }, "execution_count": 33, "metadata": {}, "output_type": "execute_result" } ], "source": [ "join['index_right'].value_counts()" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#make a plot of within, with aoi underneath and colored by column 'ID'\n", "import matplotlib.pyplot as plt\n", "\n", "fig, ax = plt.subplots(figsize=(10, 10))\n", "#aoi underlain, transparent background but outlined in red\n", "aoi.plot(ax=ax, edgecolor='red', alpha=0.5)\n", "within.plot(ax=ax, column='ID', cmap='gray', alpha=0.5)\n", "#add colorbar\n", "sm = plt.cm.ScalarMappable(cmap='gray', norm=plt.Normalize(vmin=within['ID'].min(), vmax=within['ID'].max()))\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "from matplotlib.colors import ListedColormap\n", "\n", "# Define a custom colormap with green for 0 and blue for 255\n", "cmap = ListedColormap(['green', 'blue'])\n", "\n", "fig, ax = plt.subplots(figsize=(10, 10))\n", "\n", "# Plot the AOI with a red outline and transparent background\n", "#aoi.plot(ax=ax, edgecolor='red', alpha=0.5)\n", "\n", "# Plot the 'within' GeoDataFrame using the custom colormap and column 'ID'\n", "within.plot(ax=ax, column='ID', cmap=cmap, alpha=1)\n", "\n", "# Create a custom legend\n", "legend_labels = {0: 'Not Developed', 255: 'Developed'}\n", "handles = [plt.Line2D([0], [0], marker='o', color='w', label=legend_labels[label], markersize=10, markerfacecolor=color)\n", " for label, color in zip(legend_labels.keys(), ['green', 'blue'])]\n", "ax.legend(handles=handles, title='Legend', loc='lower right')\n", "\n", "plt.show()\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "within" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "result = gpd.GeoDataFrame([merge], columns=['geometry'])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "result.reset_index(drop=True, inplace=True)" ] }, { "cell_type": "code", "execution_count": 49, "metadata": {}, "outputs": [], "source": [ "luanda = gpd.read_file('aoiLuanda.geojson')" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [], "source": [ "#read shapefile\n", "import geopandas as gpd\n", "import pandas as pd\n", "\n", "#read shapefile\n", "wsf_shp = gpd.read_file('output/WSF_Luanda.shp')" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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geometry
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" ], "text/plain": [ "Empty GeoDataFrame\n", "Columns: [geometry]\n", "Index: []" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "wsf_shp" ] } ], "metadata": { "kernelspec": { "display_name": "wash_scan", "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": "3.8.18" }, "orig_nbformat": 4 }, "nbformat": 4, "nbformat_minor": 2 }