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122 lines
4.4 KiB
ReStructuredText
122 lines
4.4 KiB
ReStructuredText
.. currentmodule:: geopandas
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.. ipython:: python
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:suppress:
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import geopandas
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Merging Data
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=========================================
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There are two ways to combine datasets in *geopandas* -- attribute joins and spatial joins.
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In an attribute join, a ``GeoSeries`` or ``GeoDataFrame`` is combined with a regular *pandas* ``Series`` or ``DataFrame`` based on a common variable. This is analogous to normal merging or joining in *pandas*.
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In a Spatial Join, observations from two ``GeoSeries`` or ``GeoDataFrames`` are combined based on their spatial relationship to one another.
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In the following examples, we use these datasets:
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.. ipython:: python
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world = geopandas.read_file(geopandas.datasets.get_path('naturalearth_lowres'))
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cities = geopandas.read_file(geopandas.datasets.get_path('naturalearth_cities'))
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# For attribute join
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country_shapes = world[['geometry', 'iso_a3']]
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country_names = world[['name', 'iso_a3']]
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# For spatial join
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countries = world[['geometry', 'name']]
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countries = countries.rename(columns={'name':'country'})
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Appending
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---------
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Appending GeoDataFrames and GeoSeries uses pandas ``append`` methods. Keep in mind, that appended geometry columns needs to have the same CRS.
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.. ipython:: python
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# Appending GeoSeries
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joined = world.geometry.append(cities.geometry)
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# Appending GeoDataFrames
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europe = world[world.continent == 'Europe']
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asia = world[world.continent == 'Asia']
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eurasia = europe.append(asia)
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Attribute Joins
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----------------
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Attribute joins are accomplished using the ``merge`` method. In general, it is recommended to use the ``merge`` method called from the spatial dataset. With that said, the stand-alone ``merge`` function will work if the GeoDataFrame is in the ``left`` argument; if a DataFrame is in the ``left`` argument and a GeoDataFrame is in the ``right`` position, the result will no longer be a GeoDataFrame.
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For example, consider the following merge that adds full names to a ``GeoDataFrame`` that initially has only ISO codes for each country by merging it with a *pandas* ``DataFrame``.
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.. ipython:: python
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# `country_shapes` is GeoDataFrame with country shapes and iso codes
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country_shapes.head()
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# `country_names` is DataFrame with country names and iso codes
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country_names.head()
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# Merge with `merge` method on shared variable (iso codes):
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country_shapes = country_shapes.merge(country_names, on='iso_a3')
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country_shapes.head()
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Spatial Joins
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----------------
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In a Spatial Join, two geometry objects are merged based on their spatial relationship to one another.
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.. ipython:: python
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# One GeoDataFrame of countries, one of Cities.
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# Want to merge so we can get each city's country.
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countries.head()
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cities.head()
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# Execute spatial join
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cities_with_country = geopandas.sjoin(cities, countries, how="inner", op='intersects')
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cities_with_country.head()
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Sjoin Arguments
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~~~~~~~~~~~~~~~~
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``sjoin()`` has two core arguments: ``how`` and ``op``.
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**op**
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The ``op`` argument specifies how ``geopandas`` decides whether or not to join the attributes of one object to another, based on their geometric relationship.
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The values for ``op`` correspond to the names of geometric binary predicates and depend on the spatial index implementation.
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The default spatial index in GeoPandas currently supports the following values for ``op``:
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* `intersects`
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* `contains`
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* `within`
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* `touches`
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* `crosses`
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* `overlaps`
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You can read more about each join type in the `Shapely documentation <http://shapely.readthedocs.io/en/latest/manual.html#binary-predicates>`__.
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**how**
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The `how` argument specifies the type of join that will occur and which geometry is retained in the resultant geodataframe. It accepts the following options:
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* ``left``: use the index from the first (or `left_df`) geodataframe that you provide to ``sjoin``; retain only the `left_df` geometry column
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* ``right``: use index from second (or `right_df`); retain only the `right_df` geometry column
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* ``inner``: use intersection of index values from both geodataframes; retain only the `left_df` geometry column
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Note more complicated spatial relationships can be studied by combining geometric operations with spatial join. To find all polygons within a given distance of a point, for example, one can first use the ``buffer`` method to expand each point into a circle of appropriate radius, then intersect those buffered circles with the polygons in question.
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