diff --git a/08-read-write-plot.ipynb b/08-read-write-plot.ipynb new file mode 100644 index 00000000..84eb837d --- /dev/null +++ b/08-read-write-plot.ipynb @@ -0,0 +1,1576 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Geographic data I/O {#read-write}\n", + "\n", + "## Prerequisites\n", + "\n", + "Let's import the required packages:\n" + ], + "id": "70391c39" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "import urllib.request\n", + "import zipfile\n", + "import numpy as np\n", + "import fiona\n", + "import geopandas as gpd\n", + "import shapely\n", + "import rasterio\n", + "import rasterio.plot\n", + "import cartopy\n", + "import osmnx as ox" + ], + "id": "3268fee0", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "#| echo: false\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "pd.options.display.max_rows = 6\n", + "pd.options.display.max_columns = 6\n", + "pd.options.display.max_colwidth = 35\n", + "plt.rcParams['figure.figsize'] = (5, 5)" + ], + "id": "eb7c3738", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "and load the sample data for this chapter:\n" + ], + "id": "2d9c0400" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "nz = gpd.read_file('data/nz.gpkg')\n", + "nz_elev = rasterio.open('data/nz_elev.tif')" + ], + "id": "881d3c3c", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Introduction\n", + "\n", + "This chapter is about reading and writing geographic data.\n", + "Geographic data import is essential for geocomputation: real-world applications are impossible without data. \n", + "Data output is also vital, enabling others to use valuable new or improved datasets resulting from your work. \n", + "Taken together, these processes of import/output can be referred to as data I/O.\n", + "\n", + "Geographic data I/O is often done with few lines of code at the beginning and end of projects. \n", + "It is often overlooked as a simple one step process. \n", + "However, mistakes made at the outset of projects (e.g. using an out-of-date or in some way faulty dataset) can lead to large problems later down the line, so it is worth putting considerable time into identifying which datasets are available, where they can be found and how to retrieve them. \n", + "These topics are covered in @sec-retrieving-open-data, which describes various geoportals, which collectively contain many terabytes of data, and how to use them. \n", + "To further ease data access, a number of packages for downloading geographic data have been developed, as described in @sec-geographic-data-packages.\n", + "\n", + "There are many geographic file formats, each of which has pros and cons, described in @sec-file-formats. \n", + "The process of reading and writing files in formats efficiently is covered in Sections @sec-data-input and @sec-data-output, respectively. \n", + "The final Section @sec-visual-outputs demonstrates methods for saving visual outputs (maps), in preparation for @sec-map-making on visualization.\n", + "\n", + "## Retrieving open data {#sec-retrieving-open-data}\n", + "\n", + "A vast and ever-increasing amount of geographic data is available on the internet, much of which is free to access and use (with appropriate credit given to its providers).[^gis-open-datasets]\n", + "In some ways there is now too much data, in the sense that there are often multiple places to access the same dataset. \n", + "Some datasets are of poor quality. \n", + "In this context, it is vital to know where to look, so the first section covers some of the most important sources. \n", + "Various 'geoportals' (web services providing geospatial datasets such as [Data.gov](https://catalog.data.gov/dataset?metadata_type=geospatial)) are a good place to start, providing a wide range of data but often only for specific locations (as illustrated in the updated [Wikipedia page](https://en.wikipedia.org/wiki/Geoportal) on the topic).\n", + "\n", + "[^gis-open-datasets]: For example, visit for a list of websites with freely available geographic datasets.\n", + "\n", + "Some global geoportals overcome this issue. \n", + "The [GEOSS portal](http://www.geoportal.org/) and the [Copernicus Open Access Hub](https://scihub.copernicus.eu/), for example, contain many raster datasets with global coverage. \n", + "A wealth of vector datasets can be accessed from the [SEDAC](http://sedac.ciesin.columbia.edu/) portal run by the National Aeronautics and Space Administration (NASA) and the European Union's [INSPIRE geoportal](http://inspire-geoportal.ec.europa.eu/), with global and regional coverage.\n", + "\n", + "Most geoportals provide a graphical interface allowing datasets to be queried based on characteristics such as spatial and temporal extent, the United States Geological Survey's [EarthExplorer](https://earthexplorer.usgs.gov/) being a prime example. \n", + "Exploring datasets interactively on a browser is an effective way of understanding available layers. \n", + "Downloading data is best done with code, however, from reproducibility and efficiency perspectives. \n", + "Downloads can be initiated from the command line using a variety of techniques, primarily via URLs and APIs (see the [Sentinel API](https://scihub.copernicus.eu/twiki/do/view/SciHubWebPortal/APIHubDescription) for example). \n", + "Files hosted on static URLs can be downloaded with the following method, as illustrated in the code chunk below which accesses the [Natural Earth Data](https://www.naturalearthdata.com/) website to download the world airports layer zip file and to extract the contained Shapefile. \n", + "Note that the download code is complicated by the fact that the server checks the `User-agent` header of the request, basically to make sure that the download takes place through a browser. \n", + "To overcome this, we add a header corresponding to a request coming from a browser (such as Firefox) in our code:\n" + ], + "id": "205de7df" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "#| eval: false\n", + "\n", + "# Set URL+filename\n", + "url = 'https://www.naturalearthdata.com/http//www.naturalearthdata.com/download/10m/cultural/ne_10m_airports.zip'\n", + "filename = 'output/ne_10m_airports.zip'\n", + "\n", + "# Download\n", + "opener = urllib.request.build_opener()\n", + "opener.addheaders = [('User-agent', 'Mozilla/5.0 (X11; Ubuntu; Linux x86_64; rv:109.0) Gecko/20100101 Firefox/116.0')]\n", + "urllib.request.install_opener(opener)\n", + "urllib.request.urlretrieve(url, filename)\n", + "\n", + "# Extract\n", + "f = zipfile.ZipFile(filename, 'r')\n", + "f.extractall('output')\n", + "f.close()" + ], + "id": "dcb3a83a", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "#| echo: false\n", + "\n", + "filename = 'output/ne_10m_airports.zip'" + ], + "id": "527a5beb", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The Shapefile that has been created in the `output` directory can then be imported and plotted (@fig-ne-airports) as follows:\n" + ], + "id": "fa9a3182" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "#| label: fig-ne-airports\n", + "#| fig-cap: 'World airports layer, downloaded using Python from the Natural Earth Data website'\n", + "\n", + "ne = gpd.read_file(filename.replace('.zip', '.shp'))\n", + "ne.plot();" + ], + "id": "fig-ne-airports", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Geographic data packages {#sec-geographic-data-packages}\n", + "\n", + "Many Python packages have been developed for accessing geographic data, some of which are presented in @tbl-data-packages. \n", + "These provide interfaces to one or more spatial libraries or geoportals and aim to make data access even quicker from the command line.\n", + "\n", + "| Package | Description |\n", + "|---|-----------|\n", + "| `cartopy` | Download layers from [Natural Earth Data](https://www.naturalearthdata.com/downloads/) | \n", + "| `osmnx` | Access to OpenStreetMap data and conversion to spatial networks | \n", + "| `...` | ... | \n", + "| `...` | ... | \n", + ": Selected Python packages for geographic data retrieval {#tbl-data-packages}\n", + "\n", + "Each data package has its own syntax for accessing data. \n", + "This diversity is demonstrated in the subsequent code chunks, which show how to get data using three packages from @tbl-data-packages. \n", + "Country borders are often useful and these can be accessed with the `cartopy.io.shapereader.natural_earth` function from the `cartopy` package, as follows. \n" + ], + "id": "ca418ce8" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "filename = cartopy.io.shapereader.natural_earth(\n", + " resolution='10m',\n", + " category='cultural',\n", + " name='admin_2_counties'\n", + ")\n", + "counties = gpd.read_file(filename)\n", + "counties" + ], + "id": "635af58a", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The layer of counties is plotted in @fig-ne-counties:\n" + ], + "id": "34559b1a" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "#| label: fig-ne-counties\n", + "#| fig-cap: 'US counties, downloaded from the Natural Earth Data website using package `cartopy`'\n", + "\n", + "counties.plot();" + ], + "id": "fig-ne-counties", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Other layers can be accessed the same way: \n", + "\n", + "* you need to locate the `resolution`, `category`, and `name` of the requested dataset, then \n", + "* run the `cartopy.io.shapereader.natural_earth`, which downloads the file(s) and returns the path, and\n", + "* read the file into the Python environment, e.g., using `gpd.read_file`\n", + "\n", + "This is an alternative approach to \"directly\" downloading files (@sec-retrieving-open-data). \n", + "\n", + "The second example uses the `osmnx` package to find parks from the OpenStreetMap (OSM) database. \n", + "As illustrated in the code-chunk below, OpenStreetMap data can be obtained using the `ox.features.features_from_place` functin. The first argument is a string which is geocoded to a polygon (the `ox.features.features_from_bbox` and `ox.features.features_from_polygon` can be used to query a custom area of interest). The second argument specifies the OSM tag(s), selecting which OSM elements we're interested in (parks, in this case), represented by key-value pairs:\n" + ], + "id": "83c32ecc" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "parks = ox.features.features_from_place(\n", + " query='leeds uk', \n", + " tags={'leisure': 'park'}\n", + ")\n", + "parks" + ], + "id": "9177a713", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The result is a `GeoDataFrame` with numerous properties. The following expression plots the geometries with the `name` property in the tooltips:\n" + ], + "id": "cfae0b3e" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "parks[['name', 'geometry']].explore()" + ], + "id": "00976f84", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "It should be noted that the `osmnx` package downloads OSM data from the [Overpass API](https://wiki.openstreetmap.org/wiki/Overpass_API), which is rate limited and therefore unsuitable for queries covering very large areas. To overcome this limitation, you can download OSM data extracts, such as in Shapefile format from [Geofabrik](https://download.geofabrik.de/), and then load them from the file into the Python environment.\n", + "\n", + "OpenStreetMap is a vast global database of crowd-sourced data, is growing daily, and has a wider ecosystem of tools enabling easy access to the data, from the [Overpass turbo](https://overpass-turbo.eu/) web service for rapid development and testing of OSM queries to [osm2pgsql](https://osm2pgsql.org/) for importing the data into a PostGIS database. Although the quality of datasets derived from OSM varies, the data source and wider OSM ecosystems have many advantages: they provide datasets that are available globally, free of charge, and constantly improving thanks to an army of volunteers. Using OSM encourages 'citizen science' and contributions back to the digital commons (you can start editing data representing a part of the world you know well at [www.openstreetmap.org](https://www.openstreetmap.org/)). \n", + "\n", + "Sometimes, packages come with built-in datasets. These can be accessed just like any other object (e.g., function) that is imported as part of the package, or in other ways as specified in the package documentation. For example, package `geopandas` comes with few built-in datasets (see `gpd.datasets.available` for a list of names). Using the `gpd.datasets.get_path` function and the dataset name, we can obtain the path to the location of the dataset file on our computer. For example, `'naturalearth_lowres'` is a vector layer of world countries (from Natural Earth Data, which we've alredy met before):\n" + ], + "id": "d00d0ad1" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "filename = gpd.datasets.get_path('naturalearth_lowres')\n", + "filename" + ], + "id": "cb46b891", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Then, we can import the dataset, just like from any other file:\n" + ], + "id": "4487e963" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "gpd.read_file(filename)" + ], + "id": "2c055d86", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Another way to obtain spatial information is to perform geocoding---transform a description of a location, usually an address, into its coordinates. This is usually done by sending a query to an online service and getting the location as a result. Many such services exist that differ in the used method of geocoding, usage limitations, costs, or API key requirements. [Nominatim](https://nominatim.openstreetmap.org/ui/about.html) is a popular free service, based on OpenStreetMap data. It can be accessed in Python uisng the `osmnx.geocoder.geocode` function. The function returns a `tuple` of the form `(lat,lon)`. The example below searches for John Snow blue plaque coordinates located on a building in the Soho district of London:\n" + ], + "id": "568dad4b" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "ox.geocoder.geocode('54 Frith St, London W1D 4SJ, UK')" + ], + "id": "dbc60656", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If the query returns no results, an `InsufficientResponseError` is raised, a scenario that the user can deal with using [`try`/`except`](https://docs.python.org/3/tutorial/errors.html#handling-exceptions). The alternative function `osmnx.geocoder.geocode_to_gdf` can be used to automatically geocode multiple addresses (accepting a `list` of `string`s) and transforming them into a `GeoDataFrame`:\n" + ], + "id": "c46d4d7b" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "ox.geocoder.geocode_to_gdf(['54 Frith St, London W1D 4SJ, UK', 'Beer-Sheva, Israel'])" + ], + "id": "8021421c", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Geographic web services\n", + "\n", + "To complete...\n", + "\n", + "## File formats {#sec-file-formats}\n", + "\n", + "Geographic datasets are usually stored as files or in spatial databases. \n", + "File formats can either store vector or raster data, while spatial databases such as [PostGIS](https://postgis.net/) can store both. \n", + "The large variety of file formats may seem bewildering, but there has been much consolidation and standardization since the beginnings of GIS software in the 1960s when the first widely distributed program ([SYMAP](https://news.harvard.edu/gazette/story/2011/10/the-invention-of-gis/)) for spatial analysis was created at Harvard University [@coppock_history_1991].\n", + "\n", + "GDAL (which should be pronounced \"goo-dal\", with the double \"o\" making a reference to object-orientation), the Geospatial Data Abstraction Library, has resolved many issues associated with incompatibility between geographic file formats since its release in 2000. \n", + "GDAL provides a unified and high-performance interface for reading and writing of many raster and vector data formats. \n", + "Many open and proprietary GIS programs, including GRASS, ArcGIS and QGIS, use GDAL behind their GUIs for doing the legwork of ingesting and spitting out geographic data in appropriate formats.\n", + "\n", + "GDAL provides access to more than 200 vector and raster data formats. \n", + "@tbl-file-formats presents some basic information about selected and often used spatial file formats.\n", + "\n", + "Name | Extension | Info | Type | Model |\n", + "|-----|----|----------|-----|-----|\n", + "ESRI Shapefile | `.shp` (the main file) | Popular format consisting of at least three files. No support for: files > 2GB;mixed types; names > 10 chars; cols > 255. | Vector | Partially open |\n", + "GeoJSON | `.geojson` | Extends the JSON exchange format by including a subset of the simple feature representation; mostly used for storing coordinates in longitude and latitude; it is extended by the TopoJSON format | Vector | Open |\n", + "KML | `.kml` | XML-based format for spatial visualization, developed for use with Google Earth. Zipped KML file forms the KMZ format. | Vector | Open |\n", + "GPX | `.gpx` | XML schema created for exchange of GPS data. | Vector | Open |\n", + "FlatGeobuf | `.fgb` | Single file format allowing for quick reading and writing of vector data. Has streaming capabilities. | Vector | Open |\n", + "GeoTIFF | `.tif/.tiff` | Popular raster format. A TIFF file containing additional spatial metadata. | Raster | Open |\n", + "Arc ASCII | `.asc` | Text format where the first six lines represent the raster header, followed by the raster cell values arranged in rows and columns. | Raster | Open |\n", + "SQLite/SpatiaLite | `.sqlite` | Standalone relational database, SpatiaLite is the spatial extension of SQLite. | Vector and raster | Open |\n", + "ESRI FileGDB | `.gdb` | Spatial and nonspatial objects created by ArcGIS. Allows: multiple feature classes; topology. Limited support from GDAL. | Vector and raster | Proprietary |\n", + "GeoPackage | `.gpkg` | Lightweight database container based on SQLite allowing an easy and platform-independent exchange of geodata | Vector and (very limited) raster | Open |\n", + ": Commonly used spatial data file formats {#tbl-file-formats}\n", + "\n", + "An important development ensuring the standardization and open-sourcing of file formats was the founding of the Open Geospatial Consortium ([OGC](http://www.opengeospatial.org/)) in 1994. \n", + "Beyond defining the simple features data model (see @sec-simple-features), the OGC also coordinates the development of open standards, for example as used in file formats such as KML and GeoPackage. \n", + "Open file formats of the kind endorsed by the OGC have several advantages over proprietary formats: the standards are published, ensure transparency and open up the possibility for users to further develop and adjust the file formats to their specific needs.\n", + "\n", + "ESRI Shapefile is the most popular vector data exchange format; however, it is not an open format (though its specification is open). \n", + "It was developed in the early 1990s and has a number of limitations. \n", + "First of all, it is a multi-file format, which consists of at least three files. \n", + "It only supports 255 columns, column names are restricted to ten characters and the file size limit is 2 GB. \n", + "Furthermore, ESRI Shapefile does not support all possible geometry types, for example, it is unable to distinguish between a polygon and a multipolygon. \n", + "Despite these limitations, a viable alternative had been missing for a long time. \n", + "In the meantime, [GeoPackage](https://www.geopackage.org/) emerged, and seems to be a more than suitable replacement candidate for ESRI Shapefile. \n", + "GeoPackage is a format for exchanging geospatial information and an OGC standard. \n", + "The GeoPackage standard describes the rules on how to store geospatial information in a tiny SQLite container. \n", + "Hence, GeoPackage is a lightweight spatial database container, which allows the storage of vector and raster data but also of non-spatial data and extensions. \n", + "Aside from GeoPackage, there are other geospatial data exchange formats worth checking out (@tbl-file-formats).\n", + "\n", + "The GeoTIFF format seems to be the most prominent raster data format. \n", + "It allows spatial information, such as the CRS definition and the transformation matrix (see @sec-using-rasterio), to be embedded within a TIFF file. \n", + "Similar to ESRI Shapefile, this format was firstly developed in the 1990s, but as an open format. \n", + "Additionally, GeoTIFF is still being expanded and improved. \n", + "One of the most significant recent addition to the GeoTIFF format is its variant called COG (Cloud Optimized GeoTIFF). \n", + "Raster objects saved as COGs can be hosted on HTTP servers, so other people can read only parts of the file without downloading the whole file (see Sections 8.6.2 and 8.7.2...).\n", + "\n", + "There is also a plethora of other spatial data formats that we do not explain in detail or mention in @tbl-file-formats due to the book limits. \n", + "If you need to use other formats, we encourage you to read the GDAL documentation about [vector](https://gdal.org/drivers/vector/index.html) and [raster](https://gdal.org/drivers/raster/index.html) drivers. \n", + "Additionally, some spatial data formats can store other data models (types) than vector or raster. \n", + "It includes LAS and LAZ formats for storing lidar point clouds, and NetCDF and HDF for storing multidimensional arrays.\n", + "\n", + "Finally, spatial data is also often stored using tabular (non-spatial) text formats, including CSV files or Excel spreadsheets. \n", + "This can be convenient to share spatial datasets with people who, or software that, struggle with spatial data formats.\n", + "\n", + "## Data input (I) {#sec-data-input}\n", + "\n", + "Executing commands such as `geopandas.read_file` (the main function we use for loading vector data) or `rasterio.open`+`.read` (the main functions used for loading raster data) silently sets off a chain of events that reads data from files. \n", + "Moreover, there are many Python packages containing a wide range of geographic data or providing simple access to different data sources. \n", + "All of them load the data into the Python environment or, more precisely, assign objects to your workspace, stored in RAM and accessible within the Python session.\n", + "\n", + "### Vector data\n", + "\n", + "Spatial vector data comes in a wide variety of file formats. \n", + "Most popular representations such as `.shp`, `.geojson`, and `.gpkg` files can be imported and exported with `geopandas` functions `read_file` and `to_file` (covered in Section \\@ref(sec-data-output)), respectively.\n", + "\n", + "`geopandas` uses GDAL to read and write data, via `fiona` (the [default](https://github.com/geopandas/geopandas/issues/2217)) or `pyogrio` packages (a recently developed alternative to `fiona`). \n", + "After `fiona` is imported, the command `fiona.supported_drivers` can be used to list drivers available to GDAL, including whether they can (`r`), append (`a`), or write (`w`) data, or all three:\n" + ], + "id": "0f302fdc" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "fiona.supported_drivers" + ], + "id": "02524983", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Other, less common, drivers can be [\"activated\"](https://geopandas.org/en/stable/docs/user_guide/io.html) by manually supplementing `fiona.supported_drivers`.\n", + "The first argument of the `geopandas` versatile data import function `gpd.read_file` is `filename`, which is typically a string, but can also be a file connection.\n", + "The content of a string could vary between different drivers.\n", + "In most cases, as with the ESRI Shapefile (`.shp`) or the GeoPackage format (`.gpkg`), the `filename` argument would be a path or a URL to an actual file, such as `geodata.gpkg`.\n", + "The driver is automatically selected based on the file extension, as demonstrated for a `.gpkg` file below:\n" + ], + "id": "b2cf237b" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "world = gpd.read_file('data/world.gpkg')\n", + "world" + ], + "id": "204ba7e2", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For some drivers, such as a File Geodatabase (`OpenFileGDB`), `filename` could be provided as a folder name.\n", + "GeoJSON string can also be read from a character string:\n" + ], + "id": "f19ca319" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "gpd.read_file('{\"type\":\"Point\",\"coordinates\":[34.838848,31.296301]}')" + ], + "id": "19575302", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Alternatively, the `gpd.read_postgis` function can be used to read a vector layer from a PostGIS database.\n", + "\n", + "Some vector formats, such as GeoPackage, can store multiple data layers. \n", + "By default, `gpd.read_file` automatically reads the first layer of the file specified in `filename`. \n", + "However, using the `layer` argument you can specify any other layer.\n", + "\n", + "The `gpd.read_file` function also allows for reading just parts of the file into RAM with two possible mechanisms. \n", + "The first one is related to the `where` argument, which allows specifying what part of the data to read using an SQL `WHERE` expression. \n", + "An example below extracts data for Tanzania only (Figure ...). \n", + "It is done by specifying that we want to get all rows for which `name_long` equals to `\"Tanzania\"`:\n" + ], + "id": "618e1ba9" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "tanzania = gpd.read_file('data/world.gpkg', where='name_long=\"Tanzania\"')\n", + "tanzania" + ], + "id": "dc5fc1d5", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you do not know the names of the available columns, a good approach is to just read one row of the data using the `rows` argument, which can be used to read the first N rows, then use the `.columns` property to examine the column names:\n" + ], + "id": "4b73811f" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "gpd.read_file('data/world.gpkg', rows=1).columns" + ], + "id": "229402c5", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The second mechanism uses the `mask` argument to filter data based on intersection with an existing geometry. \n", + "This argument expects a geometry (`GeoDataFrame`, `GeoSeries`, or `shapely`) representing the area where we want to extract the data. \n", + "Let's try it using a small example---we want to read polygons from our file that intersect with the buffer of 50,000 $m$ of Tanzania's borders. \n", + "To do it, we need to (a) transform the geometry to a projected CRS (such as EPSG:32736), (b) prepare our \"filter\" by creating the buffer (@sec-buffers), and (c) transform back to the original CRS to be used as a mask:\n" + ], + "id": "f6d2aa2d" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "tanzania_buf = tanzania.to_crs(32736).buffer(50000).to_crs(4326)\n", + "tanzania_buf.iloc[0]" + ], + "id": "8952c290", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we can apply this \"filter\" using the `mask` argument.\n" + ], + "id": "34adca5e" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "tanzania_neigh = gpd.read_file('data/world.gpkg', mask=tanzania_buf)\n", + "tanzania_neigh" + ], + "id": "caf680ec", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Our result, shown in @fig-read-shp-query, contains Tanzania and every country within its 50,000 $m$ buffer. \n", + "Note that the last two expressions are used to add text labels with the `name_long` of each country, placed at the country centroid:\n" + ], + "id": "16a7d177" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "#| label: fig-read-shp-query\n", + "#| fig-cap: Reading a subset of the vector data using a `where` query (left) and a `mask` (right)\n", + "\n", + "fig, axes = plt.subplots(ncols=2, figsize=(9,5))\n", + "tanzania.plot(ax=axes[0], color='lightgrey', edgecolor='grey')\n", + "tanzania_neigh.plot(ax=axes[1], color='lightgrey', edgecolor='grey')\n", + "tanzania_buf.plot(ax=axes[1], color='none', edgecolor='red')\n", + "axes[0].set_title('where')\n", + "axes[1].set_title('mask')\n", + "tanzania.apply(lambda x: axes[0].annotate(text=x['name_long'], xy=x.geometry.centroid.coords[0], ha='center'), axis=1)\n", + "tanzania_neigh.apply(lambda x: axes[1].annotate(text=x['name_long'], xy=x.geometry.centroid.coords[0], ha='center'), axis=1);" + ], + "id": "fig-read-shp-query", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Often we need to read CSV files (or other tabular formats) which have x and y coordinate columns, and turn them into a `GeoDataFrame` with point geometries. \n", + "To do that, we can import the file using `pandas` (e.g., `pd.read_csv` or `pd.read_excel`), then go from `DataFrame` to `GeoDataFrame` using the `gpd.points_from_xy` function, as shown earlier in the book (See @sec-vector-layer-from-scratch and @sec-spatial-joining). \n", + "For example, the table `cycle_hire_xy.csv`, where the coordinates are stored in the `X` and `Y` columns in EPSG:4326, can be imported, converted to a `GeoDataFrame`, and plotted, as follows:\n" + ], + "id": "c8b1b3f0" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "cycle_hire = pd.read_csv('data/cycle_hire_xy.csv')\n", + "geom = gpd.points_from_xy(cycle_hire['X'], cycle_hire['Y'], crs=4326)\n", + "geom = gpd.GeoSeries(geom)\n", + "cycle_hire_xy = gpd.GeoDataFrame(data=cycle_hire, geometry=geom)\n", + "cycle_hire_xy.plot();" + ], + "id": "c4c0b3dd", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Instead of columns describing 'XY' coordinates, a single column can also contain the geometry information. \n", + "Well-known text (WKT), well-known binary (WKB), and the GeoJSON formats are examples of this. \n", + "For instance, the `world_wkt.csv` file has a column named WKT representing polygons of the world's countries. \n", + "To import and convert it to a `GeoDataFrame`, we can apply the `shapely.wkt.loads` function (@sec-geometries) on WKT strings, to convert them into `shapely` geometries:\n" + ], + "id": "556678d8" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "world_wkt = pd.read_csv('data/world_wkt.csv')\n", + "world_wkt['geometry'] = world_wkt['WKT'].apply(shapely.wkt.loads)\n", + "world_wkt = gpd.GeoDataFrame(world_wkt)\n", + "world_wkt.plot();" + ], + "id": "9586d4ca", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "::: {.callout-note}\n", + "Not all of the supported vector file formats store information about their coordinate reference system. In these situations, it is possible to add the missing information using the `.set_crs` function. Please refer also to @sec-querying-and-setting-coordinate-systems for more information. \n", + ":::\n", + "\n", + "As a final example, we will show how `geopandas` also reads KML files. \n", + "A KML file stores geographic information in XML format---a data format for the creation of web pages and the transfer of data in an application-independent way (Nolan and Lang 2014 ...). Here, we access a KML file from the web. First, we need to \"activate\" the `KML` driver, which isn't available by default (see above):\n" + ], + "id": "81cf9be3" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "fiona.supported_drivers['KML'] = 'r'" + ], + "id": "156911f6", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This file contains more than one layer. To list the available layers, we can use the `fiona.listlayers` function: \n" + ], + "id": "c24f456c" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "u = 'https://developers.google.com/kml/documentation/KML_Samples.kml'\n", + "fiona.listlayers(u)" + ], + "id": "5e8c250d", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finally, we can choose the first layer `Placemarks` and read it, using `gpd.read_file` with an additional `layer` argument:\n" + ], + "id": "62fb4ef0" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "#| eval: false\n", + "\n", + "placemarks = gpd.read_file(u, layer='Placemarks')" + ], + "id": "0399546e", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Raster data\n", + "\n", + "Similar to vector data, raster data comes in many file formats with some of them supporting multilayer files. \n", + "`rasterio.open` is used to create a file connection to a raster file, which can be subsequently used to read the metadata and/or the values, as shown previously (@sec-using-rasterio). \n", + "For example: \n" + ], + "id": "51029509" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "src = rasterio.open('data/srtm.tif')\n", + "src" + ], + "id": "119348de", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "All of the previous examples read spatial information from files stored on your hard drive. \n", + "However, GDAL also allows reading data directly from online resources, such as HTTP/HTTPS/FTP web resources. \n", + "The only thing we need to do is to add a `/vsicurl/` prefix before the path to the file. \n", + "Let's try it by connecting to the global monthly snow probability at 500 m resolution for the period 2000-2012 (T. Hengl 2021 add reference...). \n", + "Snow probability for December is stored as a Cloud Optimized GeoTIFF (COG) file (see @sec-file-formats). \n", + "To read an online file, we just need to provide its URL together with the `/vsicurl/` prefix:\n" + ], + "id": "e3d0f26f" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "url = \"/vsicurl/https://zenodo.org/record/5774954/files/clm_snow.prob_esacci.dec_p.90_500m_s0..0cm_2000..2012_v2.0.tif\"\n", + "src = rasterio.open(url)\n", + "src" + ], + "id": "8993e8e1", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In the example above `rasterio.open` creates a connection to the file without obtaining any values, as we did for the local `srtm.tif` file.\n", + "The values can read, into an `ndarray`, using the `.read` method of the file connection (@sec-using-rasterio). \n", + "This allows us also to just read a small portion of the data without downloading the entire file. \n", + "This is very useful when working with large datasets hosted online from resource-constrained computing environments such as laptops.\n", + "\n", + "Another option is to extract raster values at particular points, directly from the file connection, using the `.sample` method (see @sec-spatial-subsetting). \n", + "For example, we can get the snow probability for December in Reykjavik (70%) by specifying its coordinates and applying `.sample`:\n" + ], + "id": "d3687892" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "values = src.sample([(-21.94, 64.15)])\n", + "list(values)" + ], + "id": "913d5463", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The example above efficiently extracts and downloads a single value instead of the entire GeoTIFF file, saving valuable resources.\n", + "The `/vsicurl/` prefix **also works for vector file formats**, enabling you to import datasets from online storage with `geopandas` just by adding it before the vector file URL.\n", + "\n", + "Importantly, `/vsicurl/` is not the only prefix provided by GDAL---many more exist, such as `/vsizip/` to read spatial files from ZIP archives without decompressing them beforehand or `/vsis3/` for on-the-fly reading files available in AWS S3 buckets. You can learn more about it at .\n", + "\n", + "(To add example of reading rectangular extent...)\n", + "\n", + "## Data output (O) {#sec-data-output}\n", + "\n", + "Writing geographic data allows you to convert from one format to another and to save newly created objects for permanent storage. \n", + "Depending on the data type (vector or raster), object class (e.g., `GeoDataFrame`), and type and amount of stored information (e.g., object size, range of values), it is important to know how to store spatial files in the most efficient way. \n", + "The next two sections will demonstrate how to do this.\n", + "\n", + "### Vector data\n", + "\n", + "The counterpart of `gpd.read_file` is the `.to_file` method that a `GeoDataFrame` has. It allows you to write `GeoDataFrame` objects to a wide range of geographic vector file formats, including the most common, such as `.geojson`, `.shp` and `.gpkg`. Based on the file name, `.to_file` decides automatically which driver to use. The speed of the writing process depends also on the driver.\n" + ], + "id": "61d52763" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "world.to_file('output/world.gpkg')" + ], + "id": "6e8fac62", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Note: if you try to write to the same data source again, the function will overwrite the file:\n" + ], + "id": "7c16b69c" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "world.to_file('output/world.gpkg')" + ], + "id": "fa591115", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Instead of overwriting the file, we could add a new layer to the file with `mode='a'` (\"append\" mode, as opposed to the default `mode='w'` for \"write\" mode). Appending is supported by several spatial formats, including GeoPackage. For example:\n" + ], + "id": "dc5f86ff" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "world.to_file('output/world_many_features.gpkg')\n", + "world.to_file('output/world_many_features.gpkg', mode='a')" + ], + "id": "b2276021", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here, `world_many_features.gpkg` will contain a polygonal layer named `world` with two \"copies\" of each country (that is 177×2=354 features, whereas the `world` layer has 177 features).\n", + "\n", + "Alternatively, you can create another, separate, layer, within the same file. The GeoPackage format also supports multiple layers within one file. For example:\n" + ], + "id": "37f000c2" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "world.to_file('output/world_many_layers.gpkg')\n", + "world.to_file('output/world_many_layers.gpkg', layer='world2')" + ], + "id": "ea28ebc5", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In this case, `world_many_layers.gpkg` has two \"layers\", `world_many_layers` (same as the file name, when `layer` is unspecified) and `world2`. Incidentally, the contents of the two layers is identical, but this doesn't have to be so. Each layer from such a file can be imported separately, as in: \n" + ], + "id": "4c83a99a" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "gpd.read_file('output/world_many_layers.gpkg', layer='world_many_layers').head(1)" + ], + "id": "3767be66", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "gpd.read_file('output/world_many_layers.gpkg', layer='world2').head(1)" + ], + "id": "d1b3744b", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Raster data {#sec-data-output-raster}\n", + "\n", + "To write a raster file using **rasterio**, we need to pass a raster file path to `rasterio.open`, in writing (`'w'`) mode. This implies creating a new empty file (or overwriting an existing one). As opposed to read (`'r'`, the default) mode, the `rasterio.open` function needs quite a lot of information, in addition to the file path and mode:\n", + "\n", + "* An array with the raster values\n", + "* Metadata describing the raster format and spatial properties\n", + "\n", + "The metadata needs to specify the following properties:\n", + "\n", + "* `driver`---The file format (The recommendation is `'GTiff'` for GeoTIFF)\n", + "* `height`---Number of rows\n", + "* `width`---Number of columns\n", + "* `count`---Number of bands\n", + "* `nodata`---The value which represents \"No Data\", if any\n", + "* `dtype`---The raster data type, one of **numpy** types (e.g., `np.int64`)\n", + "* `crs`---The CRS, using an EPSG code (e.g., `4326`)\n", + "* `transform`---The transform matrix\n", + "* `compress`---A compression method to apply, such as `'lzw'`. This is optional and most useful for large rasters. Note that, at the time of writing, this [doesn't work well](https://gis.stackexchange.com/questions/404738/why-does-rasterio-compression-reduces-image-size-with-single-band-but-not-with-m) for writing multiband rasters.\n", + "\n", + "Once the file connection with the right metadata is ready, we do the actual writing using the `.write` method of the file connection. If there are several bands we may execute the `.write` method several times, as in `.write(a,n)`, where `a` is the array with band values and `n` is the band index (starting from `1`, see below). When done, we close the file connection using the `.close` method. Some functions, such as `rasterio.warp.reproject` used for resampling and reprojecting, directly accept a file connection in `'w'` mode, thus handling the writing (of a resampled or reprojected raster) for us.\n", + "\n", + "Most of the properties are either straightforward to choose, based on our aims, (e.g., `driver`, `crs`, `compress`, `nodata`), or directly derived from the array with the raster values itself (e.g., `height`, `width`, `count`, `dtype`). The most complicated property is the `transform`, which specifies the raster origin and resolution. The `transform` is typically either obtained from an existing raster (serving as a \"template\"), or created from scratch based on manually specified origin and resolution values (e.g., using `rasterio.transform.from_origin`), or calculate automatically (e.g., using `rasterio.warp.calculate_default_transform`).\n", + "\n", + "Earlier in the book, we have already demonstrated the four most common scenarios of writing rasters:\n", + "\n", + "* Creating from scratch (@sec-raster-from-scratch)---We created and wrote two rasters from scratch by associating the `elev` and `grain` arrays with an arbitrary spatial extent. The custom arbitrary `transform` created using `rasterio.transform.from_origin`.\n", + "* Aggregating (@sec-raster-agg-disagg)---We wrote an aggregated a raster, by reading a resampled array from an exising raster, then updating the `transform` using `.transform.scale`.\n", + "* Resampling (@sec-raster-resampling)---We resampled a raster into a custom grid, manually creating the `transform` using `rasterio.transform.from_origin`, then resampling and writing the output using `rasterio.warp.reproject`.\n", + "* Reprojecting (@sec-reprojecting-raster-geometries)---We reprojected a raster into another CRS, by automatically calculating an optimal `transform` using `rasterio.warp.calculate_default_transform`, then resampling and writing the output using `rasterio.warp.reproject`.\n", + "\n", + "A miminal example of writing a raster file named `r.tif` from scratch (i.e., the 1^st^ scenario), to remind some of these concepts, is given below:\n" + ], + "id": "cfc915d9" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "# An array with raster values\n", + "r = np.array([1,2,3,4]).reshape(2,2).astype(np.int8)\n", + "r" + ], + "id": "bebdd65f", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "# Calculating the transform\n", + "new_transform = rasterio.transform.from_origin(\n", + " west=-0.5, \n", + " north=51.5, \n", + " xsize=2, \n", + " ysize=2\n", + ")\n", + "new_transform" + ], + "id": "3c9dd0ec", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "# Creating the file connection with the metadata\n", + "dst = rasterio.open(\n", + " 'output/r.tif', 'w', \n", + " driver = 'GTiff',\n", + " height = r.shape[0],\n", + " width = r.shape[1],\n", + " count = 1,\n", + " dtype = r.dtype,\n", + " crs = 4326,\n", + " transform = new_transform\n", + ")\n", + "dst" + ], + "id": "e00c8d73", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "# Writing the array values into the file\n", + "dst.write(r, 1)" + ], + "id": "7e76b13a", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "# Closing the file\n", + "dst.close()" + ], + "id": "42d50452", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This code section creates a new file `output/r.tif`, which is a $2 \\times 2$ raster, having a 2 decimal degree resolution, with the top-left corner placed over London.\n", + "\n", + "To summarize, the various scenarios differ in two aspects:\n", + "\n", + "* The way that the `transform` for the output raster is obtained: \n", + " * Imported from an existing raster (see below)\n", + " * Created from scratch, using `rasterio.transform.from_origin` (@sec-raster-from-scratch)\n", + " * Calculate automatically, using `rasterio.warp.calculate_default_transform` (@sec-reprojecting-raster-geometries)\n", + "* The way that the raster is written:\n", + " * Using the `.write` method, given an existing array (@sec-raster-from-scratch, @sec-raster-agg-disagg)\n", + " * Using `rasterio.warp.reproject` to calculate and write a resampled or reprojected array (@sec-raster-resampling, @sec-reprojecting-raster-geometries)\n", + "\n", + "To make the picture of raster export complete, there are three important concepts we haven't covered yet: array and raster data types, writing multiband rasters, and handling \"No Data\" values.\n", + "\n", + "Arrays (i.e., `ndarray` objects defined in package **numpy**) are used to store raster values when reading them from file, using `.read` (@sec-using-rasterio). All values in an array are of the same type, whereas the **numpy** package supports numerous numeric data types of various precision (and, accordingly, memory footprint). Raster formats, such as GeoTIFF, support exactly the same data types, which means that reading a raster file uses as little RAM as possible. The most relevant types are summarized in @tbl-numpy-data-types.\n", + "\n", + "| Data type | Description |\n", + "|---|-------------|\n", + "| `int8` | Integer in a single byte (`-128` to `127`)\n", + "| `int16` | Integer in 16 bits (`-32768` to `32767`)\n", + "| `int32` | Integer in 32 bits (`-2147483648` to `2147483647`)\n", + "| `uint8` | Unsigned integer (`0` to `255`)\n", + "| `uint16` | Unsigned integer (`0` to `65535`)\n", + "| `uint32` | Unsigned integer (`0` to `4294967295`)\n", + "| `float16` | Half-precision (16 bit) float (`-65504` to `65504`)\n", + "| `float32` | Single-precision (32 bit) float (`1e-38` to `1e38`)\n", + "| `float64` | Double-precision (64 bit) float (`1e-308` to `1e308`)\n", + "\n", + ": Numeric `numpy` data which are commonly used for rasters {#tbl-numpy-data-types}\n", + "\n", + "The raster data type can be specified when writing a raster (see above). For an existing raster file, the data type is accessible through the `.dtype` property of the metadata: \n" + ], + "id": "f6886fbf" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "rasterio.open('output/r.tif').meta['dtype']" + ], + "id": "4edfd52f", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The file `r.tif` has the data type `np.int8`, which we specified when creating it according to the data type of the original array:\n" + ], + "id": "066492a1" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "r.dtype" + ], + "id": "d98c2c29", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "When reading the data back into the Python session, the array with the same data type is recreated:\n" + ], + "id": "8a0dff78" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "rasterio.open('output/r.tif').read().dtype" + ], + "id": "f50b77c6", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Writing multiband rasters is similar to writing single-band rasters, only that we need to: \n", + "\n", + "* Define the number of layers (the `count` property in the metadata) that are going to be in the file we are creating\n", + "* Execute the `.write` method multiple times, once for each layer\n", + "\n", + "For completeness, let's demonstrate writing a multi-band raster named `r3.tif`, which is similar to `r.tif`, but having three bands with values `r`, `r*2`, and `r*3` (i.e., the array `r` multiplied by 1, 2, or 3). Since most of the metadata is going to be the same, this is also a good opportunity to (re-)demonstrate updating an existing metadata object rather than creating one from scratch. \n", + "\n", + "First, let's make a copy of the metadata we already have in `r.tif`:\n" + ], + "id": "3e576630" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "dst_kwds = rasterio.open('output/r.tif').meta.copy()\n", + "dst_kwds" + ], + "id": "2b615cc5", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Second, we update the `count` entry, replacing `1` (single-band) with `3` (three-band):\n" + ], + "id": "0d24b86d" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "dst_kwds.update(count=3)\n", + "dst_kwds" + ], + "id": "0832dcc8", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finally, we can create a file connection using the updated metadata and then write the values of the three bands:\n" + ], + "id": "eda7b6b1" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "dst = rasterio.open('output/r3.tif', 'w', **dst_kwds)\n", + "dst.write(r, 1)\n", + "dst.write(r*2, 2)\n", + "dst.write(r*3, 3)\n", + "dst.close()" + ], + "id": "7215bc0c", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "As a result, a three-band raster named `r3.tif` is created. \n", + "\n", + "Rasters often contain \"No Data\" values, representing missing data, e.g., unreliable measurement due to clouds or pixels outside of the photographed extent. \n", + "In a **numpy** `ndarray` object, \"No Data\" values may be represented by the special `np.nan` value. \n", + "However, due to computer memory limitations, only arrays of type `float` can contain `np.nan`, while arrays of type `int` cannot. \n", + "For `int` rasters containing \"No Data\", we typically mark missing data with a specific value beyond the valid range (e.g., `-9999`). \n", + "The missing data \"flag\" is stored in the file (set through the `nodata` property of the file connection, see above). \n", + "When reading an `int` raster with \"No Data\" back into Python, we need to be aware of these flags. Let's demonstrate through examples.\n", + "\n", + "We will start with the simpler case, rasters of type `float`. Since `float` arrays may contain the \"native\" value `np.nan`, representing \"No Data\" is straightforward. \n", + "For example, suppose that we have a `float` array with `np.nan`:\n" + ], + "id": "78a293c9" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "r = np.array([1.1,2.1,np.nan,4.1]).reshape(2,2)\n", + "r" + ], + "id": "f706b381", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "r.dtype" + ], + "id": "35f73bdf", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "When writing the array to file, we do not need to specify any particular `nodata` value:\n" + ], + "id": "7fa1bf88" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "dst = rasterio.open(\n", + " 'output/r_nodata_float.tif', 'w', \n", + " driver = 'GTiff',\n", + " height = r.shape[0],\n", + " width = r.shape[1],\n", + " count = 1,\n", + " dtype = r.dtype,\n", + " crs = 4326,\n", + " transform = new_transform\n", + ")\n", + "dst.write(r, 1)\n", + "dst.close()" + ], + "id": "de2ec941", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This is equivalent to `nodata=None`:\n" + ], + "id": "5c4b715e" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "rasterio.open('output/r_nodata_float.tif').meta" + ], + "id": "1dc05b1e", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Reading from the raster back into the Python session reproduces the same exact array, with `np.nan`:\n" + ], + "id": "74eadaa0" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "rasterio.open('output/r_nodata_float.tif').read()" + ], + "id": "dd3d332f", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, suppose that we have an `np.int32` array with missing data, which is inevitably flagged using a specific `int` value such as `-9999` (remember that we can't store `np.nan` in an `int` array!):\n" + ], + "id": "cc40b1de" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "r = np.array([1,2,-9999,4]).reshape(2,2).astype(np.int32)\n", + "r" + ], + "id": "f2a866de", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "r.dtype" + ], + "id": "66e17963", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "When writing the array to file, we must specify `nodata=-9999` to keep track of our \"No Data\" flag:\n" + ], + "id": "a92a3b96" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "dst = rasterio.open(\n", + " 'output/r_nodata_int.tif', 'w', \n", + " driver = 'GTiff',\n", + " height = r.shape[0],\n", + " width = r.shape[1],\n", + " count = 1,\n", + " dtype = r.dtype,\n", + " nodata = -9999,\n", + " crs = 4326,\n", + " transform = new_transform\n", + ")\n", + "dst.write(r, 1)\n", + "dst.close()" + ], + "id": "13cee1de", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Examining the metadata confirms that the `nodata=-9999` setting was stored in the file `r_nodata_int.tif`. \n" + ], + "id": "77f6f0a6" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "rasterio.open('output/r_nodata_int.tif').meta" + ], + "id": "28c6fcb0", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you try to open the file in GIS software, such as QGIS, you will see the missing data interpreted (e.g., the pixel shown as blank), meaning that the software is aware of the flag. \n", + "However, reading the data back into Python reproduces an `int` array with `-9999`, for the same reason stated before:\n" + ], + "id": "0a4c6354" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "src = rasterio.open('output/r_nodata_int.tif')\n", + "r = src.read()\n", + "r" + ], + "id": "266bc44f", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The Python user must thefore be mindful of \"No Data\" `int` rasters, for example to avoid interpreting the value `-9999` literally. \n", + "For example, if we \"forget\" about the `nodata` flag, the literal calculation of the `.mean` would incorrectly include the value `-9999`:\n" + ], + "id": "37769444" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "r.mean()" + ], + "id": "79bcb253", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "There are two basic ways to deal with the situation:\n", + "\n", + "* Converting the raster to `float`\n", + "* Using \"No Data\" masks\n", + "\n", + "First, particularly with small rasters where memory constraints are irrelevant, it may be more convenient to go from `int` to `float`, to gain the ability of the natural `np.nan` representation. \n", + "Here is how we can do this with `r_nodata_int.tif`. We detect the missing data flag, conver the raster to `float`, and assign `np.nan` into the cells that are supposed to be missing:\n" + ], + "id": "e98365fc" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "mask = r == src.nodata\n", + "r = r.astype(np.float64)\n", + "r[mask] = np.nan\n", + "r" + ], + "id": "4ed031a3", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "From there on, we deal with `np.nan` the usual way, such as using `np.nanmean` to calculate the mean excluding \"No Data\":\n" + ], + "id": "3ff19463" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "np.nanmean(r)" + ], + "id": "0ac286a2", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The second approach is to read the values into a so-called [\"masked\" array](https://numpy.org/doc/stable/reference/maskedarray.generic.html#what-is-a-masked-array), using the argument `masked=True`. \n", + "A masked array can be thought of as an extended `ndarray`, with two components: `.data` (the values) and `.mask` (a corresponding boolean array marking \"No Data\" values): \n" + ], + "id": "9cecbb70" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "r = src.read(masked=True)\n", + "r" + ], + "id": "7ab680c1", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Using masked arrays is beyond the scope of this book. However, the basic idea is that many **numpy** operations \"honor\" the mask, so that the user does not have to keep track of the way that \"No Data\" values are marked, similarly to the natural `np.nan` representation. For example, the `.mean` of a masked array ignores the value `-9999`, because it is masked, taking into account just the valid values `1`, `2`, and `4`:\n" + ], + "id": "401d0671" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "r.mean()" + ], + "id": "c99fd5bb", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Keep in mind that, somewhat confusingly, `float` rasters may represent \"No Data\" using a specific value (such as `-9999.0`), instead, or in addition to (!), the native `np.nan` representation. \n", + "In such cases, the same considerations shown for `int` apply to `float` rasters as well. \n", + "\n", + "## Visual outputs {#sec-visual-outputs}\n", + "\n", + "Visual outputs can be exported to a file using the [`plt.savefig`](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.savefig.html) function. \n", + "For example, the following code section recreates @fig-read-shp-query (see above), but this time the last expression saves the image to a JPG image named `plot_geopandas.jpg`:\n" + ], + "id": "6948507b" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "#| output: false\n", + "\n", + "fig, axes = plt.subplots(ncols=2, figsize=(9,5))\n", + "tanzania.plot(ax=axes[0], color='lightgrey', edgecolor='grey')\n", + "tanzania_neigh.plot(ax=axes[1], color='lightgrey', edgecolor='grey')\n", + "tanzania_buf.plot(ax=axes[1], color='none', edgecolor='red')\n", + "axes[0].set_title('where')\n", + "axes[1].set_title('mask')\n", + "tanzania.apply(lambda x: axes[0].annotate(text=x['name_long'], xy=x.geometry.centroid.coords[0], ha='center'), axis=1)\n", + "tanzania_neigh.apply(lambda x: axes[1].annotate(text=x['name_long'], xy=x.geometry.centroid.coords[0], ha='center'), axis=1);\n", + "plt.savefig('output/plot_geopandas.jpg')" + ], + "id": "10d96c9a", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Figures with rasters can be exported exactly the same way. \n", + "For example, the following code section (see next chapter...) creates an image of a raster and a vector layer, which is then exported to a file named `plot_rasterio.jpg`:\n" + ], + "id": "f2e8dbda" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "#| output: false\n", + "\n", + "fig, ax = plt.subplots(figsize=(5, 5))\n", + "rasterio.plot.show(nz_elev, ax=ax)\n", + "nz.to_crs(nz_elev.crs).plot(ax=ax, facecolor='none', edgecolor='r');\n", + "plt.savefig('output/plot_rasterio.jpg')" + ], + "id": "adbdae18", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Image file properties can be controlled through the `plt.subplots` and `plt.savefig` parameters. \n", + "For example, the following code section exports the same raster plot to a file named `plot_rasterio2.svg`, which has different dimensions (width = 5 $in$, height = 7 $in$), a different format (SVG), and different resolution (300 $DPI$:)\n" + ], + "id": "2dd6c39c" + }, + { + "cell_type": "code", + "metadata": {}, + "source": [ + "#| output: false\n", + "\n", + "fig, ax = plt.subplots(figsize=(5, 7))\n", + "rasterio.plot.show(nz_elev, ax=ax)\n", + "nz.to_crs(nz_elev.crs).plot(ax=ax, facecolor='none', edgecolor='r');\n", + "plt.savefig('output/plot_rasterio2.svg', dpi=300)" + ], + "id": "1af76a4c", + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Exercises" + ], + "id": "70348538" + } + ], + "metadata": { + "kernelspec": { + "name": "python3", + "language": "python", + "display_name": "Python 3 (ipykernel)" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} \ No newline at end of file diff --git a/08-read-write-plot.qmd b/08-read-write-plot.qmd index 7d4bfea4..45b04950 100644 --- a/08-read-write-plot.qmd +++ b/08-read-write-plot.qmd @@ -14,7 +14,7 @@ import shapely import rasterio import rasterio.plot import cartopy -import osmnx +import osmnx as ox ``` ```{python} @@ -152,42 +152,51 @@ Other layers can be accessed the same way: This is an alternative approach to "directly" downloading files (@sec-retrieving-open-data). -A third example uses the `osmnx` package (Padgham et al. 2018) to find parks from the OpenStreetMap (OSM) database. As illustrated in the code-chunk below, queries begin with the function opq() (short for OpenStreetMap query), the first argument of which is bounding box, or text string representing a bounding box (the city of Leeds in this case). The result is passed to a function for selecting which OSM elements we’re interested in (parks in this case), represented by key-value pairs. Next, they are passed to the function osmdata_sf() which does the work of downloading the data and converting it into a list of sf objects (see vignette('osmdata') for further details): +The second example uses the `osmnx` package to find parks from the OpenStreetMap (OSM) database. +As illustrated in the code-chunk below, OpenStreetMap data can be obtained using the `ox.features.features_from_place` functin. The first argument is a string which is geocoded to a polygon (the `ox.features.features_from_bbox` and `ox.features.features_from_polygon` can be used to query a custom area of interest). The second argument specifies the OSM tag(s), selecting which OSM elements we're interested in (parks, in this case), represented by key-value pairs: ```{python} - +parks = ox.features.features_from_place( + query='leeds uk', + tags={'leisure': 'park'} +) +parks ``` -parks = opq(bbox = "leeds uk") |> - add_osm_feature(key = "leisure", value = "park") |> - osmdata_sf() +The result is a `GeoDataFrame` with numerous properties. The following expression plots the geometries with the `name` property in the tooltips: -A limitation with the osmdata package is that it is rate limited, meaning that it cannot download large OSM datasets (e.g. all the OSM data for a large city). To overcome this limitation, the osmextract package was developed, which can be used to download and import binary .pbf files containing compressed versions of the OSM database for pre-defined regions. - -OpenStreetMap is a vast global database of crowd-sourced data, is growing daily, and has a wider ecosystem of tools enabling easy access to the data, from the Overpass turbo web service for rapid development and testing of OSM queries to osm2pgsql for importing the data into a PostGIS database. Although the quality of datasets derived from OSM varies, the data source and wider OSM ecosystems have many advantages: they provide datasets that are available globally, free of charge, and constantly improving thanks to an army of volunteers. Using OSM encourages ‘citizen science’ and contributions back to the digital commons (you can start editing data representing a part of the world you know well at www.openstreetmap.org). Further examples of OSM data in action are provided in Chapters 10, 13 and 14. +```{python} +parks[['name', 'geometry']].explore() +``` -Sometimes, packages come with built-in datasets. These can be accessed in four ways: by attaching the package (if the package uses ‘lazy loading’ as spData does), with data(dataset, package = mypackage), by referring to the dataset with mypackage::dataset, or with system.file(filepath, package = mypackage) to access raw data files. The following code chunk illustrates the latter two options using the world dataset (already loaded by attaching its parent package with library(spData)):38 +It should be noted that the `osmnx` package downloads OSM data from the [Overpass API](https://wiki.openstreetmap.org/wiki/Overpass_API), which is rate limited and therefore unsuitable for queries covering very large areas. To overcome this limitation, you can download OSM data extracts, such as in Shapefile format from [Geofabrik](https://download.geofabrik.de/), and then load them from the file into the Python environment. -world2 = spData::world -world3 = read_sf(system.file("shapes/world.gpkg", package = "spData")) +OpenStreetMap is a vast global database of crowd-sourced data, is growing daily, and has a wider ecosystem of tools enabling easy access to the data, from the [Overpass turbo](https://overpass-turbo.eu/) web service for rapid development and testing of OSM queries to [osm2pgsql](https://osm2pgsql.org/) for importing the data into a PostGIS database. Although the quality of datasets derived from OSM varies, the data source and wider OSM ecosystems have many advantages: they provide datasets that are available globally, free of charge, and constantly improving thanks to an army of volunteers. Using OSM encourages 'citizen science' and contributions back to the digital commons (you can start editing data representing a part of the world you know well at [www.openstreetmap.org](https://www.openstreetmap.org/)). -The last example, system.file("shapes/world.gpkg", package = "spData"), returns a path to the world.gpkg file, which is stored inside of the "shapes/" folder of the spData package. +Sometimes, packages come with built-in datasets. These can be accessed just like any other object (e.g., function) that is imported as part of the package, or in other ways as specified in the package documentation. For example, package `geopandas` comes with few built-in datasets (see `gpd.datasets.available` for a list of names). Using the `gpd.datasets.get_path` function and the dataset name, we can obtain the path to the location of the dataset file on our computer. For example, `'naturalearth_lowres'` is a vector layer of world countries (from Natural Earth Data, which we've alredy met before): -Another way to obtain spatial information is to perform geocoding – transform a description of a location, usually an address, into its coordinates. This is usually done by sending a query to an online service and getting the location as a result. Many such services exist that differ in the used method of geocoding, usage limitations, costs, or API key requirements. R has several packages for geocoding; however, tidygeocoder seems to allow to connect to the largest number of geocoding services with a consistent interface. The tidygeocoder main function is geocode, which takes a data frame with addresses and adds coordinates as "lat" and "long". This function also allows to select a geocoding service with the method argument and has many additional parameters. +```{python} +filename = gpd.datasets.get_path('naturalearth_lowres') +filename +``` -The example below searches for John Snow blue plaque coordinates located on a building in the Soho district of London. +Then, we can import the dataset, just like from any other file: -library(tidygeocoder) -geo_df = data.frame(address = "54 Frith St, London W1D 4SJ, UK") -geo_df = geocode(geo_df, address, method = "osm") -geo_df +```{python} +gpd.read_file(filename) +``` -The resulting data frame can be converted into an sf object with st_as_sf(). +Another way to obtain spatial information is to perform geocoding---transform a description of a location, usually an address, into its coordinates. This is usually done by sending a query to an online service and getting the location as a result. Many such services exist that differ in the used method of geocoding, usage limitations, costs, or API key requirements. [Nominatim](https://nominatim.openstreetmap.org/ui/about.html) is a popular free service, based on OpenStreetMap data. It can be accessed in Python uisng the `osmnx.geocoder.geocode` function. The function returns a `tuple` of the form `(lat,lon)`. The example below searches for John Snow blue plaque coordinates located on a building in the Soho district of London: -geo_sf = st_as_sf(geo_df, coords = c("long", "lat"), crs = "EPSG:4326") +```{python} +ox.geocoder.geocode('54 Frith St, London W1D 4SJ, UK') +``` -This package also allows performing the opposite process called reverse geocoding used to get a set of information (name, address, etc.) based on a pair of coordinates. +If the query returns no results, an `InsufficientResponseError` is raised, a scenario that the user can deal with using [`try`/`except`](https://docs.python.org/3/tutorial/errors.html#handling-exceptions). The alternative function `osmnx.geocoder.geocode_to_gdf` can be used to automatically geocode multiple addresses (accepting a `list` of `string`s) and transforming them into a `GeoDataFrame`: +```{python} +ox.geocoder.geocode_to_gdf(['54 Frith St, London W1D 4SJ, UK', 'Beer-Sheva, Israel']) +``` ## Geographic web services diff --git a/08-read-write-plot_files/execute-results/html.json b/08-read-write-plot_files/execute-results/html.json new file mode 100644 index 00000000..402e4959 --- /dev/null +++ b/08-read-write-plot_files/execute-results/html.json @@ -0,0 +1,15 @@ +{ + "hash": "157fa309bebf69d3447bfe760b144586", + "result": { + "markdown": "# Geographic data I/O {#read-write}\n\n## Prerequisites\n\nLet's import the required packages:\n\n::: {.cell execution_count=1}\n``` {.python .cell-code}\nimport urllib.request\nimport zipfile\nimport numpy as np\nimport fiona\nimport geopandas as gpd\nimport shapely\nimport rasterio\nimport rasterio.plot\nimport cartopy\nimport osmnx as ox\n```\n:::\n\n\n\n\nand load the sample data for this chapter:\n\n::: {.cell execution_count=3}\n``` {.python .cell-code}\nnz = gpd.read_file('data/nz.gpkg')\nnz_elev = rasterio.open('data/nz_elev.tif')\n```\n:::\n\n\n## Introduction\n\nThis chapter is about reading and writing geographic data.\nGeographic data import is essential for geocomputation: real-world applications are impossible without data. \nData output is also vital, enabling others to use valuable new or improved datasets resulting from your work. \nTaken together, these processes of import/output can be referred to as data I/O.\n\nGeographic data I/O is often done with few lines of code at the beginning and end of projects. \nIt is often overlooked as a simple one step process. \nHowever, mistakes made at the outset of projects (e.g. using an out-of-date or in some way faulty dataset) can lead to large problems later down the line, so it is worth putting considerable time into identifying which datasets are available, where they can be found and how to retrieve them. \nThese topics are covered in @sec-retrieving-open-data, which describes various geoportals, which collectively contain many terabytes of data, and how to use them. \nTo further ease data access, a number of packages for downloading geographic data have been developed, as described in @sec-geographic-data-packages.\n\nThere are many geographic file formats, each of which has pros and cons, described in @sec-file-formats. \nThe process of reading and writing files in formats efficiently is covered in Sections @sec-data-input and @sec-data-output, respectively. \nThe final Section @sec-visual-outputs demonstrates methods for saving visual outputs (maps), in preparation for @sec-map-making on visualization.\n\n## Retrieving open data {#sec-retrieving-open-data}\n\nA vast and ever-increasing amount of geographic data is available on the internet, much of which is free to access and use (with appropriate credit given to its providers).[^gis-open-datasets]\nIn some ways there is now too much data, in the sense that there are often multiple places to access the same dataset. \nSome datasets are of poor quality. \nIn this context, it is vital to know where to look, so the first section covers some of the most important sources. \nVarious 'geoportals' (web services providing geospatial datasets such as [Data.gov](https://catalog.data.gov/dataset?metadata_type=geospatial)) are a good place to start, providing a wide range of data but often only for specific locations (as illustrated in the updated [Wikipedia page](https://en.wikipedia.org/wiki/Geoportal) on the topic).\n\n[^gis-open-datasets]: For example, visit for a list of websites with freely available geographic datasets.\n\nSome global geoportals overcome this issue. \nThe [GEOSS portal](http://www.geoportal.org/) and the [Copernicus Open Access Hub](https://scihub.copernicus.eu/), for example, contain many raster datasets with global coverage. \nA wealth of vector datasets can be accessed from the [SEDAC](http://sedac.ciesin.columbia.edu/) portal run by the National Aeronautics and Space Administration (NASA) and the European Union's [INSPIRE geoportal](http://inspire-geoportal.ec.europa.eu/), with global and regional coverage.\n\nMost geoportals provide a graphical interface allowing datasets to be queried based on characteristics such as spatial and temporal extent, the United States Geological Survey's [EarthExplorer](https://earthexplorer.usgs.gov/) being a prime example. \nExploring datasets interactively on a browser is an effective way of understanding available layers. \nDownloading data is best done with code, however, from reproducibility and efficiency perspectives. \nDownloads can be initiated from the command line using a variety of techniques, primarily via URLs and APIs (see the [Sentinel API](https://scihub.copernicus.eu/twiki/do/view/SciHubWebPortal/APIHubDescription) for example). \nFiles hosted on static URLs can be downloaded with the following method, as illustrated in the code chunk below which accesses the [Natural Earth Data](https://www.naturalearthdata.com/) website to download the world airports layer zip file and to extract the contained Shapefile. \nNote that the download code is complicated by the fact that the server checks the `User-agent` header of the request, basically to make sure that the download takes place through a browser. \nTo overcome this, we add a header corresponding to a request coming from a browser (such as Firefox) in our code:\n\n::: {.cell execution_count=4}\n``` {.python .cell-code}\n# Set URL+filename\nurl = 'https://www.naturalearthdata.com/http//www.naturalearthdata.com/download/10m/cultural/ne_10m_airports.zip'\nfilename = 'output/ne_10m_airports.zip'\n\n# Download\nopener = urllib.request.build_opener()\nopener.addheaders = [('User-agent', 'Mozilla/5.0 (X11; Ubuntu; Linux x86_64; rv:109.0) Gecko/20100101 Firefox/116.0')]\nurllib.request.install_opener(opener)\nurllib.request.urlretrieve(url, filename)\n\n# Extract\nf = zipfile.ZipFile(filename, 'r')\nf.extractall('output')\nf.close()\n```\n:::\n\n\n\n\nThe Shapefile that has been created in the `output` directory can then be imported and plotted (@fig-ne-airports) as follows:\n\n::: {.cell execution_count=6}\n``` {.python .cell-code}\nne = gpd.read_file(filename.replace('.zip', '.shp'))\nne.plot();\n```\n\n::: {.cell-output .cell-output-display}\n![World airports layer, downloaded using Python from the Natural Earth Data website](08-read-write-plot_files/figure-html/fig-ne-airports-output-1.png){#fig-ne-airports width=429 height=183}\n:::\n:::\n\n\n## Geographic data packages {#sec-geographic-data-packages}\n\nMany Python packages have been developed for accessing geographic data, some of which are presented in @tbl-data-packages. \nThese provide interfaces to one or more spatial libraries or geoportals and aim to make data access even quicker from the command line.\n\n| Package | Description |\n|---|-----------|\n| `cartopy` | Download layers from [Natural Earth Data](https://www.naturalearthdata.com/downloads/) | \n| `osmnx` | Access to OpenStreetMap data and conversion to spatial networks | \n| `...` | ... | \n| `...` | ... | \n: Selected Python packages for geographic data retrieval {#tbl-data-packages}\n\nEach data package has its own syntax for accessing data. \nThis diversity is demonstrated in the subsequent code chunks, which show how to get data using three packages from @tbl-data-packages. \nCountry borders are often useful and these can be accessed with the `cartopy.io.shapereader.natural_earth` function from the `cartopy` package, as follows. \n\n::: {.cell execution_count=7}\n``` {.python .cell-code}\nfilename = cartopy.io.shapereader.natural_earth(\n resolution='10m',\n category='cultural',\n name='admin_2_counties'\n)\ncounties = gpd.read_file(filename)\ncounties\n```\n\n::: {.cell-output .cell-output-display execution_count=464}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
FEATURECLASCALERANKADM2_CODE...NAME_ZHNAME_ZHTgeometry
0Admin-2 scale rank0USA-53073...霍特科姆县霍特科姆縣MULTIPOLYGON (((-122.75302 48.9...
1Admin-2 scale rank0USA-53047...奥卡诺根县奧卡諾根縣POLYGON ((-120.85196 48.99251, ...
2Admin-2 scale rank0USA-53019...费里县費里縣POLYGON ((-118.83688 48.99251, ...
........................
3221Admin-2 scale rank0USA-72149...維拉爾巴維拉爾巴POLYGON ((-66.44407 18.17665, -...
3222Admin-2 scale rank0USA-72121...大薩瓦納大薩瓦納POLYGON ((-66.88464 18.02481, -...
3223Admin-2 scale rank0USA-72093...馬里考馬里考POLYGON ((-66.89856 18.18790, -...
\n

3224 rows × 62 columns

\n
\n```\n:::\n:::\n\n\nThe layer of counties is plotted in @fig-ne-counties:\n\n::: {.cell execution_count=8}\n``` {.python .cell-code}\ncounties.plot();\n```\n\n::: {.cell-output .cell-output-display}\n![US counties, downloaded from the Natural Earth Data website using package `cartopy`](08-read-write-plot_files/figure-html/fig-ne-counties-output-1.png){#fig-ne-counties width=418 height=120}\n:::\n:::\n\n\nOther layers can be accessed the same way: \n\n* you need to locate the `resolution`, `category`, and `name` of the requested dataset, then \n* run the `cartopy.io.shapereader.natural_earth`, which downloads the file(s) and returns the path, and\n* read the file into the Python environment, e.g., using `gpd.read_file`\n\nThis is an alternative approach to \"directly\" downloading files (@sec-retrieving-open-data). \n\nThe second example uses the `osmnx` package to find parks from the OpenStreetMap (OSM) database. \nAs illustrated in the code-chunk below, OpenStreetMap data can be obtained using the `ox.features.features_from_place` functin. The first argument is a string which is geocoded to a polygon (the `ox.features.features_from_bbox` and `ox.features.features_from_polygon` can be used to query a custom area of interest). The second argument specifies the OSM tag(s), selecting which OSM elements we're interested in (parks, in this case), represented by key-value pairs:\n\n::: {.cell execution_count=9}\n``` {.python .cell-code}\nparks = ox.features.features_from_place(\n query='leeds uk', \n tags={'leisure': 'park'}\n)\nparks\n```\n\n::: {.cell-output .cell-output-display execution_count=466}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
created_bygeometrybarrier...designationwaystype
element_typeosmid
node389460215NaNPOINT (-1.55473 53.78279)NaN...NaNNaNNaN
5293573719NaNPOINT (-1.49361 53.81912)NaN...NaNNaNNaN
5610301653NaNPOINT (-1.38216 53.76826)NaN...NaNNaNNaN
...........................
relation13390072NaNMULTIPOLYGON (((-1.36901 53.743...NaN...NaN[321795481, 997899209]multipolygon
13433407NaNMULTIPOLYGON (((-1.35251 53.906...NaN...NaN[177323345, 1001812511]multipolygon
14552313NaNPOLYGON ((-1.42512 53.80263, -1...NaN...NaN[636081594, 1092557003]multipolygon
\n

527 rows × 58 columns

\n
\n```\n:::\n:::\n\n\nThe result is a `GeoDataFrame` with numerous properties. The following expression plots the geometries with the `name` property in the tooltips:\n\n::: {.cell execution_count=10}\n``` {.python .cell-code}\nparks[['name', 'geometry']].explore()\n```\n\n::: {.cell-output .cell-output-display execution_count=467}\n```{=html}\n
Make this Notebook Trusted to load map: File -> Trust Notebook
\n```\n:::\n:::\n\n\nIt should be noted that the `osmnx` package downloads OSM data from the [Overpass API](https://wiki.openstreetmap.org/wiki/Overpass_API), which is rate limited and therefore unsuitable for queries covering very large areas. To overcome this limitation, you can download OSM data extracts, such as in Shapefile format from [Geofabrik](https://download.geofabrik.de/), and then load them from the file into the Python environment.\n\nOpenStreetMap is a vast global database of crowd-sourced data, is growing daily, and has a wider ecosystem of tools enabling easy access to the data, from the [Overpass turbo](https://overpass-turbo.eu/) web service for rapid development and testing of OSM queries to [osm2pgsql](https://osm2pgsql.org/) for importing the data into a PostGIS database. Although the quality of datasets derived from OSM varies, the data source and wider OSM ecosystems have many advantages: they provide datasets that are available globally, free of charge, and constantly improving thanks to an army of volunteers. Using OSM encourages 'citizen science' and contributions back to the digital commons (you can start editing data representing a part of the world you know well at [www.openstreetmap.org](https://www.openstreetmap.org/)). \n\nSometimes, packages come with built-in datasets. These can be accessed just like any other object (e.g., function) that is imported as part of the package, or in other ways as specified in the package documentation. For example, package `geopandas` comes with few built-in datasets (see `gpd.datasets.available` for a list of names). Using the `gpd.datasets.get_path` function and the dataset name, we can obtain the path to the location of the dataset file on our computer. For example, `'naturalearth_lowres'` is a vector layer of world countries (from Natural Earth Data, which we've alredy met before):\n\n::: {.cell execution_count=11}\n``` {.python .cell-code}\nfilename = gpd.datasets.get_path('naturalearth_lowres')\nfilename\n```\n\n::: {.cell-output .cell-output-display execution_count=468}\n```\n'/home/michael/.local/lib/python3.10/site-packages/geopandas/datasets/naturalearth_lowres/naturalearth_lowres.shp'\n```\n:::\n:::\n\n\nThen, we can import the dataset, just like from any other file:\n\n::: {.cell execution_count=12}\n``` {.python .cell-code}\ngpd.read_file(filename)\n```\n\n::: {.cell-output .cell-output-display execution_count=469}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
pop_estcontinentnameiso_a3gdp_md_estgeometry
0889953.0OceaniaFijiFJI5496MULTIPOLYGON (((180.00000 -16.0...
158005463.0AfricaTanzaniaTZA63177POLYGON ((33.90371 -0.95000, 34...
2603253.0AfricaW. SaharaESH907POLYGON ((-8.66559 27.65643, -8...
.....................
1741794248.0EuropeKosovo-997926POLYGON ((20.59025 41.85541, 20...
1751394973.0North AmericaTrinidad and TobagoTTO24269POLYGON ((-61.68000 10.76000, -...
17611062113.0AfricaS. SudanSSD11998POLYGON ((30.83385 3.50917, 29....
\n

177 rows × 6 columns

\n
\n```\n:::\n:::\n\n\nAnother way to obtain spatial information is to perform geocoding---transform a description of a location, usually an address, into its coordinates. This is usually done by sending a query to an online service and getting the location as a result. Many such services exist that differ in the used method of geocoding, usage limitations, costs, or API key requirements. [Nominatim](https://nominatim.openstreetmap.org/ui/about.html) is a popular free service, based on OpenStreetMap data. It can be accessed in Python uisng the `osmnx.geocoder.geocode` function. For example: \n\n::: {.cell execution_count=13}\n``` {.python .cell-code}\nox.geocoder.geocode('54 Frith St, London W1D 4SJ, UK')\n```\n\n::: {.cell-output .cell-output-display execution_count=470}\n```\n(51.513770550000004, -0.13178011626807157)\n```\n:::\n:::\n\n\n::: {.cell execution_count=14}\n``` {.python .cell-code}\nox.geocoder.geocode('54 Frith St, London W1D 4SJ, UK')\n```\n\n::: {.cell-output .cell-output-display execution_count=471}\n```\n(51.513770550000004, -0.13178011626807157)\n```\n:::\n:::\n\n\nThe example below searches for John Snow blue plaque coordinates located on a building in the Soho district of London.\n\nlibrary(tidygeocoder)\ngeo_df = data.frame(address = \"54 Frith St, London W1D 4SJ, UK\")\ngeo_df = geocode(geo_df, address, method = \"osm\")\ngeo_df\n\nThe resulting data frame can be converted into an sf object with st_as_sf().\n\ngeo_sf = st_as_sf(geo_df, coords = c(\"long\", \"lat\"), crs = \"EPSG:4326\")\n\nThis package also allows performing the opposite process called reverse geocoding used to get a set of information (name, address, etc.) based on a pair of coordinates.\n\n\n## Geographic web services\n\nTo complete...\n\n## File formats {#sec-file-formats}\n\nGeographic datasets are usually stored as files or in spatial databases. \nFile formats can either store vector or raster data, while spatial databases such as [PostGIS](https://postgis.net/) can store both. \nThe large variety of file formats may seem bewildering, but there has been much consolidation and standardization since the beginnings of GIS software in the 1960s when the first widely distributed program ([SYMAP](https://news.harvard.edu/gazette/story/2011/10/the-invention-of-gis/)) for spatial analysis was created at Harvard University [@coppock_history_1991].\n\nGDAL (which should be pronounced \"goo-dal\", with the double \"o\" making a reference to object-orientation), the Geospatial Data Abstraction Library, has resolved many issues associated with incompatibility between geographic file formats since its release in 2000. \nGDAL provides a unified and high-performance interface for reading and writing of many raster and vector data formats. \nMany open and proprietary GIS programs, including GRASS, ArcGIS and QGIS, use GDAL behind their GUIs for doing the legwork of ingesting and spitting out geographic data in appropriate formats.\n\nGDAL provides access to more than 200 vector and raster data formats. \n@tbl-file-formats presents some basic information about selected and often used spatial file formats.\n\nName | Extension | Info | Type | Model |\n|-----|----|----------|-----|-----|\nESRI Shapefile | `.shp` (the main file) | Popular format consisting of at least three files. No support for: files > 2GB;mixed types; names > 10 chars; cols > 255. | Vector | Partially open |\nGeoJSON | `.geojson` | Extends the JSON exchange format by including a subset of the simple feature representation; mostly used for storing coordinates in longitude and latitude; it is extended by the TopoJSON format | Vector | Open |\nKML | `.kml` | XML-based format for spatial visualization, developed for use with Google Earth. Zipped KML file forms the KMZ format. | Vector | Open |\nGPX | `.gpx` | XML schema created for exchange of GPS data. | Vector | Open |\nFlatGeobuf | `.fgb` | Single file format allowing for quick reading and writing of vector data. Has streaming capabilities. | Vector | Open |\nGeoTIFF | `.tif/.tiff` | Popular raster format. A TIFF file containing additional spatial metadata. | Raster | Open |\nArc ASCII | `.asc` | Text format where the first six lines represent the raster header, followed by the raster cell values arranged in rows and columns. | Raster | Open |\nSQLite/SpatiaLite | `.sqlite` | Standalone relational database, SpatiaLite is the spatial extension of SQLite. | Vector and raster | Open |\nESRI FileGDB | `.gdb` | Spatial and nonspatial objects created by ArcGIS. Allows: multiple feature classes; topology. Limited support from GDAL. | Vector and raster | Proprietary |\nGeoPackage | `.gpkg` | Lightweight database container based on SQLite allowing an easy and platform-independent exchange of geodata | Vector and (very limited) raster | Open |\n: Commonly used spatial data file formats {#tbl-file-formats}\n\nAn important development ensuring the standardization and open-sourcing of file formats was the founding of the Open Geospatial Consortium ([OGC](http://www.opengeospatial.org/)) in 1994. \nBeyond defining the simple features data model (see @sec-simple-features), the OGC also coordinates the development of open standards, for example as used in file formats such as KML and GeoPackage. \nOpen file formats of the kind endorsed by the OGC have several advantages over proprietary formats: the standards are published, ensure transparency and open up the possibility for users to further develop and adjust the file formats to their specific needs.\n\nESRI Shapefile is the most popular vector data exchange format; however, it is not an open format (though its specification is open). \nIt was developed in the early 1990s and has a number of limitations. \nFirst of all, it is a multi-file format, which consists of at least three files. \nIt only supports 255 columns, column names are restricted to ten characters and the file size limit is 2 GB. \nFurthermore, ESRI Shapefile does not support all possible geometry types, for example, it is unable to distinguish between a polygon and a multipolygon. \nDespite these limitations, a viable alternative had been missing for a long time. \nIn the meantime, [GeoPackage](https://www.geopackage.org/) emerged, and seems to be a more than suitable replacement candidate for ESRI Shapefile. \nGeoPackage is a format for exchanging geospatial information and an OGC standard. \nThe GeoPackage standard describes the rules on how to store geospatial information in a tiny SQLite container. \nHence, GeoPackage is a lightweight spatial database container, which allows the storage of vector and raster data but also of non-spatial data and extensions. \nAside from GeoPackage, there are other geospatial data exchange formats worth checking out (@tbl-file-formats).\n\nThe GeoTIFF format seems to be the most prominent raster data format. \nIt allows spatial information, such as the CRS definition and the transformation matrix (see @sec-using-rasterio), to be embedded within a TIFF file. \nSimilar to ESRI Shapefile, this format was firstly developed in the 1990s, but as an open format. \nAdditionally, GeoTIFF is still being expanded and improved. \nOne of the most significant recent addition to the GeoTIFF format is its variant called COG (Cloud Optimized GeoTIFF). \nRaster objects saved as COGs can be hosted on HTTP servers, so other people can read only parts of the file without downloading the whole file (see Sections 8.6.2 and 8.7.2...).\n\nThere is also a plethora of other spatial data formats that we do not explain in detail or mention in @tbl-file-formats due to the book limits. \nIf you need to use other formats, we encourage you to read the GDAL documentation about [vector](https://gdal.org/drivers/vector/index.html) and [raster](https://gdal.org/drivers/raster/index.html) drivers. \nAdditionally, some spatial data formats can store other data models (types) than vector or raster. \nIt includes LAS and LAZ formats for storing lidar point clouds, and NetCDF and HDF for storing multidimensional arrays.\n\nFinally, spatial data is also often stored using tabular (non-spatial) text formats, including CSV files or Excel spreadsheets. \nThis can be convenient to share spatial datasets with people who, or software that, struggle with spatial data formats.\n\n## Data input (I) {#sec-data-input}\n\nExecuting commands such as `geopandas.read_file` (the main function we use for loading vector data) or `rasterio.open`+`.read` (the main functions used for loading raster data) silently sets off a chain of events that reads data from files. \nMoreover, there are many Python packages containing a wide range of geographic data or providing simple access to different data sources. \nAll of them load the data into the Python environment or, more precisely, assign objects to your workspace, stored in RAM and accessible within the Python session.\n\n### Vector data\n\nSpatial vector data comes in a wide variety of file formats. \nMost popular representations such as `.shp`, `.geojson`, and `.gpkg` files can be imported and exported with `geopandas` functions `read_file` and `to_file` (covered in Section \\@ref(sec-data-output)), respectively.\n\n`geopandas` uses GDAL to read and write data, via `fiona` (the [default](https://github.com/geopandas/geopandas/issues/2217)) or `pyogrio` packages (a recently developed alternative to `fiona`). \nAfter `fiona` is imported, the command `fiona.supported_drivers` can be used to list drivers available to GDAL, including whether they can (`r`), append (`a`), or write (`w`) data, or all three:\n\n::: {.cell execution_count=15}\n``` {.python .cell-code}\nfiona.supported_drivers\n```\n\n::: {.cell-output .cell-output-display execution_count=472}\n```\n{'DXF': 'rw',\n 'CSV': 'raw',\n 'OpenFileGDB': 'raw',\n 'ESRIJSON': 'r',\n 'ESRI Shapefile': 'raw',\n 'FlatGeobuf': 'raw',\n 'GeoJSON': 'raw',\n 'GeoJSONSeq': 'raw',\n 'GPKG': 'raw',\n 'GML': 'rw',\n 'OGR_GMT': 'rw',\n 'GPX': 'rw',\n 'MapInfo File': 'raw',\n 'DGN': 'raw',\n 'S57': 'r',\n 'SQLite': 'raw',\n 'TopoJSON': 'r',\n 'KML': 'r'}\n```\n:::\n:::\n\n\nOther, less common, drivers can be [\"activated\"](https://geopandas.org/en/stable/docs/user_guide/io.html) by manually supplementing `fiona.supported_drivers`.\nThe first argument of the `geopandas` versatile data import function `gpd.read_file` is `filename`, which is typically a string, but can also be a file connection.\nThe content of a string could vary between different drivers.\nIn most cases, as with the ESRI Shapefile (`.shp`) or the GeoPackage format (`.gpkg`), the `filename` argument would be a path or a URL to an actual file, such as `geodata.gpkg`.\nThe driver is automatically selected based on the file extension, as demonstrated for a `.gpkg` file below:\n\n::: {.cell execution_count=16}\n``` {.python .cell-code}\nworld = gpd.read_file('data/world.gpkg')\nworld\n```\n\n::: {.cell-output .cell-output-display execution_count=473}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
iso_a2name_longcontinent...lifeExpgdpPercapgeometry
0FJFijiOceania...69.9600008222.253784MULTIPOLYGON (((-180.00000 -16....
1TZTanzaniaAfrica...64.1630002402.099404MULTIPOLYGON (((33.90371 -0.950...
2EHWestern SaharaAfrica...NaNNaNMULTIPOLYGON (((-8.66559 27.656...
........................
174XKKosovoEurope...71.0975618698.291559MULTIPOLYGON (((20.59025 41.855...
175TTTrinidad and TobagoNorth America...70.42600031181.821196MULTIPOLYGON (((-61.68000 10.76...
176SSSouth SudanAfrica...55.8170001935.879400MULTIPOLYGON (((30.83385 3.5091...
\n

177 rows × 11 columns

\n
\n```\n:::\n:::\n\n\nFor some drivers, such as a File Geodatabase (`OpenFileGDB`), `filename` could be provided as a folder name.\nGeoJSON string can also be read from a character string:\n\n::: {.cell execution_count=17}\n``` {.python .cell-code}\ngpd.read_file('{\"type\":\"Point\",\"coordinates\":[34.838848,31.296301]}')\n```\n\n::: {.cell-output .cell-output-display execution_count=474}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n
geometry
0POINT (34.83885 31.29630)
\n
\n```\n:::\n:::\n\n\nAlternatively, the `gpd.read_postgis` function can be used to read a vector layer from a PostGIS database.\n\nSome vector formats, such as GeoPackage, can store multiple data layers. \nBy default, `gpd.read_file` automatically reads the first layer of the file specified in `filename`. \nHowever, using the `layer` argument you can specify any other layer.\n\nThe `gpd.read_file` function also allows for reading just parts of the file into RAM with two possible mechanisms. \nThe first one is related to the `where` argument, which allows specifying what part of the data to read using an SQL `WHERE` expression. \nAn example below extracts data for Tanzania only (Figure ...). \nIt is done by specifying that we want to get all rows for which `name_long` equals to `\"Tanzania\"`:\n\n::: {.cell execution_count=18}\n``` {.python .cell-code}\ntanzania = gpd.read_file('data/world.gpkg', where='name_long=\"Tanzania\"')\ntanzania\n```\n\n::: {.cell-output .cell-output-display execution_count=475}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
iso_a2name_longcontinent...lifeExpgdpPercapgeometry
0TZTanzaniaAfrica...64.1632402.099404MULTIPOLYGON (((33.90371 -0.950...
\n

1 rows × 11 columns

\n
\n```\n:::\n:::\n\n\nIf you do not know the names of the available columns, a good approach is to just read one row of the data using the `rows` argument, which can be used to read the first N rows, then use the `.columns` property to examine the column names:\n\n::: {.cell execution_count=19}\n``` {.python .cell-code}\ngpd.read_file('data/world.gpkg', rows=1).columns\n```\n\n::: {.cell-output .cell-output-display execution_count=476}\n```\nIndex(['iso_a2', 'name_long', 'continent', 'region_un', 'subregion', 'type',\n 'area_km2', 'pop', 'lifeExp', 'gdpPercap', 'geometry'],\n dtype='object')\n```\n:::\n:::\n\n\nThe second mechanism uses the `mask` argument to filter data based on intersection with an existing geometry. \nThis argument expects a geometry (`GeoDataFrame`, `GeoSeries`, or `shapely`) representing the area where we want to extract the data. \nLet's try it using a small example---we want to read polygons from our file that intersect with the buffer of 50,000 $m$ of Tanzania's borders. \nTo do it, we need to (a) transform the geometry to a projected CRS (such as EPSG:32736), (b) prepare our \"filter\" by creating the buffer (@sec-buffers), and (c) transform back to the original CRS to be used as a mask:\n\n::: {.cell execution_count=20}\n``` {.python .cell-code}\ntanzania_buf = tanzania.to_crs(32736).buffer(50000).to_crs(4326)\ntanzania_buf.iloc[0]\n```\n\n::: {.cell-output .cell-output-display execution_count=477}\n![](08-read-write-plot_files/figure-html/cell-21-output-1.svg){}\n:::\n:::\n\n\nNow, we can apply this \"filter\" using the `mask` argument.\n\n::: {.cell execution_count=21}\n``` {.python .cell-code}\ntanzania_neigh = gpd.read_file('data/world.gpkg', mask=tanzania_buf)\ntanzania_neigh\n```\n\n::: {.cell-output .cell-output-display execution_count=478}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
iso_a2name_longcontinent...lifeExpgdpPercapgeometry
0MZMozambiqueAfrica...57.0991079.823866MULTIPOLYGON (((34.55999 -11.52...
1ZMZambiaAfrica...60.7753632.503753MULTIPOLYGON (((30.74001 -8.340...
2MWMalawiAfrica...61.9321090.367208MULTIPOLYGON (((32.75938 -9.230...
........................
6BIBurundiAfrica...56.688803.172837MULTIPOLYGON (((30.46967 -2.413...
7UGUgandaAfrica...59.2241637.275081MULTIPOLYGON (((33.90371 -0.950...
8RWRwandaAfrica...66.1881629.868866MULTIPOLYGON (((30.41910 -1.134...
\n

9 rows × 11 columns

\n
\n```\n:::\n:::\n\n\nOur result, shown in @fig-read-shp-query, contains Tanzania and every country within its 50,000 $m$ buffer. \nNote that the last two expressions are used to add text labels with the `name_long` of each country, placed at the country centroid:\n\n::: {.cell execution_count=22}\n``` {.python .cell-code}\nfig, axes = plt.subplots(ncols=2, figsize=(9,5))\ntanzania.plot(ax=axes[0], color='lightgrey', edgecolor='grey')\ntanzania_neigh.plot(ax=axes[1], color='lightgrey', edgecolor='grey')\ntanzania_buf.plot(ax=axes[1], color='none', edgecolor='red')\naxes[0].set_title('where')\naxes[1].set_title('mask')\ntanzania.apply(lambda x: axes[0].annotate(text=x['name_long'], xy=x.geometry.centroid.coords[0], ha='center'), axis=1)\ntanzania_neigh.apply(lambda x: axes[1].annotate(text=x['name_long'], xy=x.geometry.centroid.coords[0], ha='center'), axis=1);\n```\n\n::: {.cell-output .cell-output-display}\n![Reading a subset of the vector data using a `where` query (left) and a `mask` (right)](08-read-write-plot_files/figure-html/fig-read-shp-query-output-1.png){#fig-read-shp-query width=726 height=394}\n:::\n:::\n\n\nOften we need to read CSV files (or other tabular formats) which have x and y coordinate columns, and turn them into a `GeoDataFrame` with point geometries. \nTo do that, we can import the file using `pandas` (e.g., `pd.read_csv` or `pd.read_excel`), then go from `DataFrame` to `GeoDataFrame` using the `gpd.points_from_xy` function, as shown earlier in the book (See @sec-vector-layer-from-scratch and @sec-spatial-joining). \nFor example, the table `cycle_hire_xy.csv`, where the coordinates are stored in the `X` and `Y` columns in EPSG:4326, can be imported, converted to a `GeoDataFrame`, and plotted, as follows:\n\n::: {.cell execution_count=23}\n``` {.python .cell-code}\ncycle_hire = pd.read_csv('data/cycle_hire_xy.csv')\ngeom = gpd.points_from_xy(cycle_hire['X'], cycle_hire['Y'], crs=4326)\ngeom = gpd.GeoSeries(geom)\ncycle_hire_xy = gpd.GeoDataFrame(data=cycle_hire, geometry=geom)\ncycle_hire_xy.plot();\n```\n\n::: {.cell-output .cell-output-display}\n![](08-read-write-plot_files/figure-html/cell-24-output-1.png){width=440 height=264}\n:::\n:::\n\n\nInstead of columns describing 'XY' coordinates, a single column can also contain the geometry information. \nWell-known text (WKT), well-known binary (WKB), and the GeoJSON formats are examples of this. \nFor instance, the `world_wkt.csv` file has a column named WKT representing polygons of the world's countries. \nTo import and convert it to a `GeoDataFrame`, we can apply the `shapely.wkt.loads` function (@sec-geometries) on WKT strings, to convert them into `shapely` geometries:\n\n::: {.cell execution_count=24}\n``` {.python .cell-code}\nworld_wkt = pd.read_csv('data/world_wkt.csv')\nworld_wkt['geometry'] = world_wkt['WKT'].apply(shapely.wkt.loads)\nworld_wkt = gpd.GeoDataFrame(world_wkt)\nworld_wkt.plot();\n```\n\n::: {.cell-output .cell-output-display}\n![](08-read-write-plot_files/figure-html/cell-25-output-1.png){width=429 height=221}\n:::\n:::\n\n\n::: {.callout-note}\nNot all of the supported vector file formats store information about their coordinate reference system. In these situations, it is possible to add the missing information using the `.set_crs` function. Please refer also to @sec-querying-and-setting-coordinate-systems for more information. \n:::\n\nAs a final example, we will show how `geopandas` also reads KML files. \nA KML file stores geographic information in XML format---a data format for the creation of web pages and the transfer of data in an application-independent way (Nolan and Lang 2014 ...). Here, we access a KML file from the web. First, we need to \"activate\" the `KML` driver, which isn't available by default (see above):\n\n::: {.cell execution_count=25}\n``` {.python .cell-code}\nfiona.supported_drivers['KML'] = 'r'\n```\n:::\n\n\nThis file contains more than one layer. To list the available layers, we can use the `fiona.listlayers` function: \n\n::: {.cell execution_count=26}\n``` {.python .cell-code}\nu = 'https://developers.google.com/kml/documentation/KML_Samples.kml'\nfiona.listlayers(u)\n```\n\n::: {.cell-output .cell-output-display execution_count=483}\n```\n['Placemarks',\n 'Highlighted Icon',\n 'Paths',\n 'Google Campus',\n 'Extruded Polygon',\n 'Absolute and Relative']\n```\n:::\n:::\n\n\nFinally, we can choose the first layer `Placemarks` and read it, using `gpd.read_file` with an additional `layer` argument:\n\n::: {.cell execution_count=27}\n``` {.python .cell-code}\nplacemarks = gpd.read_file(u, layer='Placemarks')\n```\n:::\n\n\n### Raster data\n\nSimilar to vector data, raster data comes in many file formats with some of them supporting multilayer files. \n`rasterio.open` is used to create a file connection to a raster file, which can be subsequently used to read the metadata and/or the values, as shown previously (@sec-using-rasterio). \nFor example: \n\n::: {.cell execution_count=28}\n``` {.python .cell-code}\nsrc = rasterio.open('data/srtm.tif')\nsrc\n```\n\n::: {.cell-output .cell-output-display execution_count=484}\n```\n\n```\n:::\n:::\n\n\nAll of the previous examples read spatial information from files stored on your hard drive. \nHowever, GDAL also allows reading data directly from online resources, such as HTTP/HTTPS/FTP web resources. \nThe only thing we need to do is to add a `/vsicurl/` prefix before the path to the file. \nLet's try it by connecting to the global monthly snow probability at 500 m resolution for the period 2000-2012 (T. Hengl 2021 add reference...). \nSnow probability for December is stored as a Cloud Optimized GeoTIFF (COG) file (see @sec-file-formats). \nTo read an online file, we just need to provide its URL together with the `/vsicurl/` prefix:\n\n::: {.cell execution_count=29}\n``` {.python .cell-code}\nurl = \"/vsicurl/https://zenodo.org/record/5774954/files/clm_snow.prob_esacci.dec_p.90_500m_s0..0cm_2000..2012_v2.0.tif\"\nsrc = rasterio.open(url)\nsrc\n```\n\n::: {.cell-output .cell-output-display execution_count=485}\n```\n\n```\n:::\n:::\n\n\nIn the example above `rasterio.open` creates a connection to the file without obtaining any values, as we did for the local `srtm.tif` file.\nThe values can read, into an `ndarray`, using the `.read` method of the file connection (@sec-using-rasterio). \nThis allows us also to just read a small portion of the data without downloading the entire file. \nThis is very useful when working with large datasets hosted online from resource-constrained computing environments such as laptops.\n\nAnother option is to extract raster values at particular points, directly from the file connection, using the `.sample` method (see @sec-spatial-subsetting). \nFor example, we can get the snow probability for December in Reykjavik (70%) by specifying its coordinates and applying `.sample`:\n\n::: {.cell execution_count=30}\n``` {.python .cell-code}\nvalues = src.sample([(-21.94, 64.15)])\nlist(values)\n```\n\n::: {.cell-output .cell-output-display execution_count=486}\n```\n[array([70], dtype=uint8)]\n```\n:::\n:::\n\n\nThe example above efficiently extracts and downloads a single value instead of the entire GeoTIFF file, saving valuable resources.\nThe `/vsicurl/` prefix **also works for vector file formats**, enabling you to import datasets from online storage with `geopandas` just by adding it before the vector file URL.\n\nImportantly, `/vsicurl/` is not the only prefix provided by GDAL---many more exist, such as `/vsizip/` to read spatial files from ZIP archives without decompressing them beforehand or `/vsis3/` for on-the-fly reading files available in AWS S3 buckets. You can learn more about it at .\n\n(To add example of reading rectangular extent...)\n\n## Data output (O) {#sec-data-output}\n\nWriting geographic data allows you to convert from one format to another and to save newly created objects for permanent storage. \nDepending on the data type (vector or raster), object class (e.g., `GeoDataFrame`), and type and amount of stored information (e.g., object size, range of values), it is important to know how to store spatial files in the most efficient way. \nThe next two sections will demonstrate how to do this.\n\n### Vector data\n\nThe counterpart of `gpd.read_file` is the `.to_file` method that a `GeoDataFrame` has. It allows you to write `GeoDataFrame` objects to a wide range of geographic vector file formats, including the most common, such as `.geojson`, `.shp` and `.gpkg`. Based on the file name, `.to_file` decides automatically which driver to use. The speed of the writing process depends also on the driver.\n\n::: {.cell execution_count=31}\n``` {.python .cell-code}\nworld.to_file('output/world.gpkg')\n```\n:::\n\n\nNote: if you try to write to the same data source again, the function will overwrite the file:\n\n::: {.cell execution_count=32}\n``` {.python .cell-code}\nworld.to_file('output/world.gpkg')\n```\n:::\n\n\nInstead of overwriting the file, we could add a new layer to the file with `mode='a'` (\"append\" mode, as opposed to the default `mode='w'` for \"write\" mode). Appending is supported by several spatial formats, including GeoPackage. For example:\n\n::: {.cell execution_count=33}\n``` {.python .cell-code}\nworld.to_file('output/world_many_features.gpkg')\nworld.to_file('output/world_many_features.gpkg', mode='a')\n```\n:::\n\n\nHere, `world_many_features.gpkg` will contain a polygonal layer named `world` with two \"copies\" of each country (that is 177×2=354 features, whereas the `world` layer has 177 features).\n\nAlternatively, you can create another, separate, layer, within the same file. The GeoPackage format also supports multiple layers within one file. For example:\n\n::: {.cell execution_count=34}\n``` {.python .cell-code}\nworld.to_file('output/world_many_layers.gpkg')\nworld.to_file('output/world_many_layers.gpkg', layer='world2')\n```\n:::\n\n\nIn this case, `world_many_layers.gpkg` has two \"layers\", `world_many_layers` (same as the file name, when `layer` is unspecified) and `world2`. Incidentally, the contents of the two layers is identical, but this doesn't have to be so. Each layer from such a file can be imported separately, as in: \n\n::: {.cell execution_count=35}\n``` {.python .cell-code}\ngpd.read_file('output/world_many_layers.gpkg', layer='world_many_layers').head(1)\n```\n\n::: {.cell-output .cell-output-display execution_count=491}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
iso_a2name_longcontinent...lifeExpgdpPercapgeometry
0FJFijiOceania...69.968222.253784MULTIPOLYGON (((-180.00000 -16....
\n

1 rows × 11 columns

\n
\n```\n:::\n:::\n\n\n::: {.cell execution_count=36}\n``` {.python .cell-code}\ngpd.read_file('output/world_many_layers.gpkg', layer='world2').head(1)\n```\n\n::: {.cell-output .cell-output-display execution_count=492}\n```{=html}\n
\n\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
iso_a2name_longcontinent...lifeExpgdpPercapgeometry
0FJFijiOceania...69.968222.253784MULTIPOLYGON (((-180.00000 -16....
\n

1 rows × 11 columns

\n
\n```\n:::\n:::\n\n\n### Raster data {#sec-data-output-raster}\n\nTo write a raster file using **rasterio**, we need to pass a raster file path to `rasterio.open`, in writing (`'w'`) mode. This implies creating a new empty file (or overwriting an existing one). As opposed to read (`'r'`, the default) mode, the `rasterio.open` function needs quite a lot of information, in addition to the file path and mode:\n\n* An array with the raster values\n* Metadata describing the raster format and spatial properties\n\nThe metadata needs to specify the following properties:\n\n* `driver`---The file format (The recommendation is `'GTiff'` for GeoTIFF)\n* `height`---Number of rows\n* `width`---Number of columns\n* `count`---Number of bands\n* `nodata`---The value which represents \"No Data\", if any\n* `dtype`---The raster data type, one of **numpy** types (e.g., `np.int64`)\n* `crs`---The CRS, using an EPSG code (e.g., `4326`)\n* `transform`---The transform matrix\n* `compress`---A compression method to apply, such as `'lzw'`. This is optional and most useful for large rasters. Note that, at the time of writing, this [doesn't work well](https://gis.stackexchange.com/questions/404738/why-does-rasterio-compression-reduces-image-size-with-single-band-but-not-with-m) for writing multiband rasters.\n\nOnce the file connection with the right metadata is ready, we do the actual writing using the `.write` method of the file connection. If there are several bands we may execute the `.write` method several times, as in `.write(a,n)`, where `a` is the array with band values and `n` is the band index (starting from `1`, see below). When done, we close the file connection using the `.close` method. Some functions, such as `rasterio.warp.reproject` used for resampling and reprojecting, directly accept a file connection in `'w'` mode, thus handling the writing (of a resampled or reprojected raster) for us.\n\nMost of the properties are either straightforward to choose, based on our aims, (e.g., `driver`, `crs`, `compress`, `nodata`), or directly derived from the array with the raster values itself (e.g., `height`, `width`, `count`, `dtype`). The most complicated property is the `transform`, which specifies the raster origin and resolution. The `transform` is typically either obtained from an existing raster (serving as a \"template\"), or created from scratch based on manually specified origin and resolution values (e.g., using `rasterio.transform.from_origin`), or calculate automatically (e.g., using `rasterio.warp.calculate_default_transform`).\n\nEarlier in the book, we have already demonstrated the four most common scenarios of writing rasters:\n\n* Creating from scratch (@sec-raster-from-scratch)---We created and wrote two rasters from scratch by associating the `elev` and `grain` arrays with an arbitrary spatial extent. The custom arbitrary `transform` created using `rasterio.transform.from_origin`.\n* Aggregating (@sec-raster-agg-disagg)---We wrote an aggregated a raster, by reading a resampled array from an exising raster, then updating the `transform` using `.transform.scale`.\n* Resampling (@sec-raster-resampling)---We resampled a raster into a custom grid, manually creating the `transform` using `rasterio.transform.from_origin`, then resampling and writing the output using `rasterio.warp.reproject`.\n* Reprojecting (@sec-reprojecting-raster-geometries)---We reprojected a raster into another CRS, by automatically calculating an optimal `transform` using `rasterio.warp.calculate_default_transform`, then resampling and writing the output using `rasterio.warp.reproject`.\n\nA miminal example of writing a raster file named `r.tif` from scratch (i.e., the 1^st^ scenario), to remind some of these concepts, is given below:\n\n::: {.cell execution_count=37}\n``` {.python .cell-code}\n# An array with raster values\nr = np.array([1,2,3,4]).reshape(2,2).astype(np.int8)\nr\n```\n\n::: {.cell-output .cell-output-display execution_count=493}\n```\narray([[1, 2],\n [3, 4]], dtype=int8)\n```\n:::\n:::\n\n\n::: {.cell execution_count=38}\n``` {.python .cell-code}\n# Calculating the transform\nnew_transform = rasterio.transform.from_origin(\n west=-0.5, \n north=51.5, \n xsize=2, \n ysize=2\n)\nnew_transform\n```\n\n::: {.cell-output .cell-output-display execution_count=494}\n```\nAffine(2.0, 0.0, -0.5,\n 0.0, -2.0, 51.5)\n```\n:::\n:::\n\n\n::: {.cell execution_count=39}\n``` {.python .cell-code}\n# Creating the file connection with the metadata\ndst = rasterio.open(\n 'output/r.tif', 'w', \n driver = 'GTiff',\n height = r.shape[0],\n width = r.shape[1],\n count = 1,\n dtype = r.dtype,\n crs = 4326,\n transform = new_transform\n)\ndst\n```\n\n::: {.cell-output .cell-output-display execution_count=495}\n```\n\n```\n:::\n:::\n\n\n::: {.cell execution_count=40}\n``` {.python .cell-code}\n# Writing the array values into the file\ndst.write(r, 1)\n```\n:::\n\n\n::: {.cell execution_count=41}\n``` {.python .cell-code}\n# Closing the file\ndst.close()\n```\n:::\n\n\nThis code section creates a new file `output/r.tif`, which is a $2 \\times 2$ raster, having a 2 decimal degree resolution, with the top-left corner placed over London.\n\nTo summarize, the various scenarios differ in two aspects:\n\n* The way that the `transform` for the output raster is obtained: \n * Imported from an existing raster (see below)\n * Created from scratch, using `rasterio.transform.from_origin` (@sec-raster-from-scratch)\n * Calculate automatically, using `rasterio.warp.calculate_default_transform` (@sec-reprojecting-raster-geometries)\n* The way that the raster is written:\n * Using the `.write` method, given an existing array (@sec-raster-from-scratch, @sec-raster-agg-disagg)\n * Using `rasterio.warp.reproject` to calculate and write a resampled or reprojected array (@sec-raster-resampling, @sec-reprojecting-raster-geometries)\n\nTo make the picture of raster export complete, there are three important concepts we haven't covered yet: array and raster data types, writing multiband rasters, and handling \"No Data\" values.\n\nArrays (i.e., `ndarray` objects defined in package **numpy**) are used to store raster values when reading them from file, using `.read` (@sec-using-rasterio). All values in an array are of the same type, whereas the **numpy** package supports numerous numeric data types of various precision (and, accordingly, memory footprint). Raster formats, such as GeoTIFF, support exactly the same data types, which means that reading a raster file uses as little RAM as possible. The most relevant types are summarized in @tbl-numpy-data-types.\n\n| Data type | Description |\n|---|-------------|\n| `int8` | Integer in a single byte (`-128` to `127`)\n| `int16` | Integer in 16 bits (`-32768` to `32767`)\n| `int32` | Integer in 32 bits (`-2147483648` to `2147483647`)\n| `uint8` | Unsigned integer (`0` to `255`)\n| `uint16` | Unsigned integer (`0` to `65535`)\n| `uint32` | Unsigned integer (`0` to `4294967295`)\n| `float16` | Half-precision (16 bit) float (`-65504` to `65504`)\n| `float32` | Single-precision (32 bit) float (`1e-38` to `1e38`)\n| `float64` | Double-precision (64 bit) float (`1e-308` to `1e308`)\n\n: Numeric `numpy` data which are commonly used for rasters {#tbl-numpy-data-types}\n\nThe raster data type can be specified when writing a raster (see above). For an existing raster file, the data type is accessible through the `.dtype` property of the metadata: \n\n::: {.cell execution_count=42}\n``` {.python .cell-code}\nrasterio.open('output/r.tif').meta['dtype']\n```\n\n::: {.cell-output .cell-output-display execution_count=498}\n```\n'int8'\n```\n:::\n:::\n\n\nThe file `r.tif` has the data type `np.int8`, which we specified when creating it according to the data type of the original array:\n\n::: {.cell execution_count=43}\n``` {.python .cell-code}\nr.dtype\n```\n\n::: {.cell-output .cell-output-display execution_count=499}\n```\ndtype('int8')\n```\n:::\n:::\n\n\nWhen reading the data back into the Python session, the array with the same data type is recreated:\n\n::: {.cell execution_count=44}\n``` {.python .cell-code}\nrasterio.open('output/r.tif').read().dtype\n```\n\n::: {.cell-output .cell-output-display execution_count=500}\n```\ndtype('int8')\n```\n:::\n:::\n\n\nWriting multiband rasters is similar to writing single-band rasters, only that we need to: \n\n* Define the number of layers (the `count` property in the metadata) that are going to be in the file we are creating\n* Execute the `.write` method multiple times, once for each layer\n\nFor completeness, let's demonstrate writing a multi-band raster named `r3.tif`, which is similar to `r.tif`, but having three bands with values `r`, `r*2`, and `r*3` (i.e., the array `r` multiplied by 1, 2, or 3). Since most of the metadata is going to be the same, this is also a good opportunity to (re-)demonstrate updating an existing metadata object rather than creating one from scratch. \n\nFirst, let's make a copy of the metadata we already have in `r.tif`:\n\n::: {.cell execution_count=45}\n``` {.python .cell-code}\ndst_kwds = rasterio.open('output/r.tif').meta.copy()\ndst_kwds\n```\n\n::: {.cell-output .cell-output-display execution_count=501}\n```\n{'driver': 'GTiff',\n 'dtype': 'int8',\n 'nodata': None,\n 'width': 2,\n 'height': 2,\n 'count': 1,\n 'crs': CRS.from_epsg(4326),\n 'transform': Affine(2.0, 0.0, -0.5,\n 0.0, -2.0, 51.5)}\n```\n:::\n:::\n\n\nSecond, we update the `count` entry, replacing `1` (single-band) with `3` (three-band):\n\n::: {.cell execution_count=46}\n``` {.python .cell-code}\ndst_kwds.update(count=3)\ndst_kwds\n```\n\n::: {.cell-output .cell-output-display execution_count=502}\n```\n{'driver': 'GTiff',\n 'dtype': 'int8',\n 'nodata': None,\n 'width': 2,\n 'height': 2,\n 'count': 3,\n 'crs': CRS.from_epsg(4326),\n 'transform': Affine(2.0, 0.0, -0.5,\n 0.0, -2.0, 51.5)}\n```\n:::\n:::\n\n\nFinally, we can create a file connection using the updated metadata and then write the values of the three bands:\n\n::: {.cell execution_count=47}\n``` {.python .cell-code}\ndst = rasterio.open('output/r3.tif', 'w', **dst_kwds)\ndst.write(r, 1)\ndst.write(r*2, 2)\ndst.write(r*3, 3)\ndst.close()\n```\n:::\n\n\nAs a result, a three-band raster named `r3.tif` is created. \n\nRasters often contain \"No Data\" values, representing missing data, e.g., unreliable measurement due to clouds or pixels outside of the photographed extent. \nIn a **numpy** `ndarray` object, \"No Data\" values may be represented by the special `np.nan` value. \nHowever, due to computer memory limitations, only arrays of type `float` can contain `np.nan`, while arrays of type `int` cannot. \nFor `int` rasters containing \"No Data\", we typically mark missing data with a specific value beyond the valid range (e.g., `-9999`). \nThe missing data \"flag\" is stored in the file (set through the `nodata` property of the file connection, see above). \nWhen reading an `int` raster with \"No Data\" back into Python, we need to be aware of these flags. Let's demonstrate through examples.\n\nWe will start with the simpler case, rasters of type `float`. Since `float` arrays may contain the \"native\" value `np.nan`, representing \"No Data\" is straightforward. \nFor example, suppose that we have a `float` array with `np.nan`:\n\n::: {.cell execution_count=48}\n``` {.python .cell-code}\nr = np.array([1.1,2.1,np.nan,4.1]).reshape(2,2)\nr\n```\n\n::: {.cell-output .cell-output-display execution_count=504}\n```\narray([[1.1, 2.1],\n [nan, 4.1]])\n```\n:::\n:::\n\n\n::: {.cell execution_count=49}\n``` {.python .cell-code}\nr.dtype\n```\n\n::: {.cell-output .cell-output-display execution_count=505}\n```\ndtype('float64')\n```\n:::\n:::\n\n\nWhen writing the array to file, we do not need to specify any particular `nodata` value:\n\n::: {.cell execution_count=50}\n``` {.python .cell-code}\ndst = rasterio.open(\n 'output/r_nodata_float.tif', 'w', \n driver = 'GTiff',\n height = r.shape[0],\n width = r.shape[1],\n count = 1,\n dtype = r.dtype,\n crs = 4326,\n transform = new_transform\n)\ndst.write(r, 1)\ndst.close()\n```\n:::\n\n\nThis is equivalent to `nodata=None`:\n\n::: {.cell execution_count=51}\n``` {.python .cell-code}\nrasterio.open('output/r_nodata_float.tif').meta\n```\n\n::: {.cell-output .cell-output-display execution_count=507}\n```\n{'driver': 'GTiff',\n 'dtype': 'float64',\n 'nodata': None,\n 'width': 2,\n 'height': 2,\n 'count': 1,\n 'crs': CRS.from_epsg(4326),\n 'transform': Affine(2.0, 0.0, -0.5,\n 0.0, -2.0, 51.5)}\n```\n:::\n:::\n\n\nReading from the raster back into the Python session reproduces the same exact array, with `np.nan`:\n\n::: {.cell execution_count=52}\n``` {.python .cell-code}\nrasterio.open('output/r_nodata_float.tif').read()\n```\n\n::: {.cell-output .cell-output-display execution_count=508}\n```\narray([[[1.1, 2.1],\n [nan, 4.1]]])\n```\n:::\n:::\n\n\nNow, suppose that we have an `np.int32` array with missing data, which is inevitably flagged using a specific `int` value such as `-9999` (remember that we can't store `np.nan` in an `int` array!):\n\n::: {.cell execution_count=53}\n``` {.python .cell-code}\nr = np.array([1,2,-9999,4]).reshape(2,2).astype(np.int32)\nr\n```\n\n::: {.cell-output .cell-output-display execution_count=509}\n```\narray([[ 1, 2],\n [-9999, 4]], dtype=int32)\n```\n:::\n:::\n\n\n::: {.cell execution_count=54}\n``` {.python .cell-code}\nr.dtype\n```\n\n::: {.cell-output .cell-output-display execution_count=510}\n```\ndtype('int32')\n```\n:::\n:::\n\n\nWhen writing the array to file, we must specify `nodata=-9999` to keep track of our \"No Data\" flag:\n\n::: {.cell execution_count=55}\n``` {.python .cell-code}\ndst = rasterio.open(\n 'output/r_nodata_int.tif', 'w', \n driver = 'GTiff',\n height = r.shape[0],\n width = r.shape[1],\n count = 1,\n dtype = r.dtype,\n nodata = -9999,\n crs = 4326,\n transform = new_transform\n)\ndst.write(r, 1)\ndst.close()\n```\n:::\n\n\nExamining the metadata confirms that the `nodata=-9999` setting was stored in the file `r_nodata_int.tif`. \n\n::: {.cell execution_count=56}\n``` {.python .cell-code}\nrasterio.open('output/r_nodata_int.tif').meta\n```\n\n::: {.cell-output .cell-output-display execution_count=512}\n```\n{'driver': 'GTiff',\n 'dtype': 'int32',\n 'nodata': -9999.0,\n 'width': 2,\n 'height': 2,\n 'count': 1,\n 'crs': CRS.from_epsg(4326),\n 'transform': Affine(2.0, 0.0, -0.5,\n 0.0, -2.0, 51.5)}\n```\n:::\n:::\n\n\nIf you try to open the file in GIS software, such as QGIS, you will see the missing data interpreted (e.g., the pixel shown as blank), meaning that the software is aware of the flag. \nHowever, reading the data back into Python reproduces an `int` array with `-9999`, for the same reason stated before:\n\n::: {.cell execution_count=57}\n``` {.python .cell-code}\nsrc = rasterio.open('output/r_nodata_int.tif')\nr = src.read()\nr\n```\n\n::: {.cell-output .cell-output-display execution_count=513}\n```\narray([[[ 1, 2],\n [-9999, 4]]], dtype=int32)\n```\n:::\n:::\n\n\nThe Python user must thefore be mindful of \"No Data\" `int` rasters, for example to avoid interpreting the value `-9999` literally. \nFor example, if we \"forget\" about the `nodata` flag, the literal calculation of the `.mean` would incorrectly include the value `-9999`:\n\n::: {.cell execution_count=58}\n``` {.python .cell-code}\nr.mean()\n```\n\n::: {.cell-output .cell-output-display execution_count=514}\n```\n-2498.0\n```\n:::\n:::\n\n\nThere are two basic ways to deal with the situation:\n\n* Converting the raster to `float`\n* Using \"No Data\" masks\n\nFirst, particularly with small rasters where memory constraints are irrelevant, it may be more convenient to go from `int` to `float`, to gain the ability of the natural `np.nan` representation. \nHere is how we can do this with `r_nodata_int.tif`. We detect the missing data flag, conver the raster to `float`, and assign `np.nan` into the cells that are supposed to be missing:\n\n::: {.cell execution_count=59}\n``` {.python .cell-code}\nmask = r == src.nodata\nr = r.astype(np.float64)\nr[mask] = np.nan\nr\n```\n\n::: {.cell-output .cell-output-display execution_count=515}\n```\narray([[[ 1., 2.],\n [nan, 4.]]])\n```\n:::\n:::\n\n\nFrom there on, we deal with `np.nan` the usual way, such as using `np.nanmean` to calculate the mean excluding \"No Data\":\n\n::: {.cell execution_count=60}\n``` {.python .cell-code}\nnp.nanmean(r)\n```\n\n::: {.cell-output .cell-output-display execution_count=516}\n```\n2.3333333333333335\n```\n:::\n:::\n\n\nThe second approach is to read the values into a so-called [\"masked\" array](https://numpy.org/doc/stable/reference/maskedarray.generic.html#what-is-a-masked-array), using the argument `masked=True`. \nA masked array can be thought of as an extended `ndarray`, with two components: `.data` (the values) and `.mask` (a corresponding boolean array marking \"No Data\" values): \n\n::: {.cell execution_count=61}\n``` {.python .cell-code}\nr = src.read(masked=True)\nr\n```\n\n::: {.cell-output .cell-output-display execution_count=517}\n```\nmasked_array(\n data=[[[1, 2],\n [--, 4]]],\n mask=[[[False, False],\n [ True, False]]],\n fill_value=-9999,\n dtype=int32)\n```\n:::\n:::\n\n\nUsing masked arrays is beyond the scope of this book. However, the basic idea is that many **numpy** operations \"honor\" the mask, so that the user does not have to keep track of the way that \"No Data\" values are marked, similarly to the natural `np.nan` representation. For example, the `.mean` of a masked array ignores the value `-9999`, because it is masked, taking into account just the valid values `1`, `2`, and `4`:\n\n::: {.cell execution_count=62}\n``` {.python .cell-code}\nr.mean()\n```\n\n::: {.cell-output .cell-output-display execution_count=518}\n```\n2.3333333333333335\n```\n:::\n:::\n\n\nKeep in mind that, somewhat confusingly, `float` rasters may represent \"No Data\" using a specific value (such as `-9999.0`), instead, or in addition to (!), the native `np.nan` representation. \nIn such cases, the same considerations shown for `int` apply to `float` rasters as well. \n\n## Visual outputs {#sec-visual-outputs}\n\nVisual outputs can be exported to a file using the [`plt.savefig`](https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.savefig.html) function. \nFor example, the following code section recreates @fig-read-shp-query (see above), but this time the last expression saves the image to a JPG image named `plot_geopandas.jpg`:\n\n::: {.cell execution_count=63}\n``` {.python .cell-code}\nfig, axes = plt.subplots(ncols=2, figsize=(9,5))\ntanzania.plot(ax=axes[0], color='lightgrey', edgecolor='grey')\ntanzania_neigh.plot(ax=axes[1], color='lightgrey', edgecolor='grey')\ntanzania_buf.plot(ax=axes[1], color='none', edgecolor='red')\naxes[0].set_title('where')\naxes[1].set_title('mask')\ntanzania.apply(lambda x: axes[0].annotate(text=x['name_long'], xy=x.geometry.centroid.coords[0], ha='center'), axis=1)\ntanzania_neigh.apply(lambda x: axes[1].annotate(text=x['name_long'], xy=x.geometry.centroid.coords[0], ha='center'), axis=1);\nplt.savefig('output/plot_geopandas.jpg')\n```\n:::\n\n\nFigures with rasters can be exported exactly the same way. \nFor example, the following code section (see next chapter...) creates an image of a raster and a vector layer, which is then exported to a file named `plot_rasterio.jpg`:\n\n::: {.cell execution_count=64}\n``` {.python .cell-code}\nfig, ax = plt.subplots(figsize=(5, 5))\nrasterio.plot.show(nz_elev, ax=ax)\nnz.to_crs(nz_elev.crs).plot(ax=ax, facecolor='none', edgecolor='r');\nplt.savefig('output/plot_rasterio.jpg')\n```\n:::\n\n\nImage file properties can be controlled through the `plt.subplots` and `plt.savefig` parameters. \nFor example, the following code section exports the same raster plot to a file named `plot_rasterio2.svg`, which has different dimensions (width = 5 $in$, height = 7 $in$), a different format (SVG), and different resolution (300 $DPI$:)\n\n::: {.cell execution_count=65}\n``` {.python .cell-code}\nfig, ax = plt.subplots(figsize=(5, 7))\nrasterio.plot.show(nz_elev, ax=ax)\nnz.to_crs(nz_elev.crs).plot(ax=ax, facecolor='none', edgecolor='r');\nplt.savefig('output/plot_rasterio2.svg', dpi=300)\n```\n:::\n\n\n## Exercises\n\n", + "supporting": [ + "08-read-write-plot_files" + ], + "filters": [], + "includes": { + "include-in-header": [ + "\n\n\n" + ] + } + } +} \ No newline at end of file diff --git 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