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When QGIS 3.0 was release, I published a Processing script template for QGIS3. While the script template is nicely pythonic, it’s also pretty long and daunting for non-programmers. This fact didn’t go unnoticed and Nathan Woodrow in particular started to work on a QGIS enhancement proposal to improve the situation and make writing Processing scripts easier, while – at the same time – keeping in line with common Python styles.

While the previous template had 57 lines of code, the new template only has 26 lines – 50% less code, same functionality! (Actually, this template provides more functionality since it also tracks progress and ensures that the algorithm can be cancelled.)

from qgis.processing import alg
from qgis.core import QgsFeature, QgsFeatureSink

@alg(name="split_lines_new_style", label=alg.tr("Alg name"), group="examplescripts", group_label=alg.tr("Example Scripts"))
@alg.input(type=alg.SOURCE, name="INPUT", label="Input layer")
@alg.input(type=alg.SINK, name="OUTPUT", label="Output layer")
def testalg(instance, parameters, context, feedback, inputs):
    """
    Description goes here. (Don't delete this! Removing this comment will cause errors.)
    """
    source = instance.parameterAsSource(parameters, "INPUT", context)

    (sink, dest_id) = instance.parameterAsSink(
        parameters, "OUTPUT", context,
        source.fields(), source.wkbType(), source.sourceCrs())

    total = 100.0 / source.featureCount() if source.featureCount() else 0
    features = source.getFeatures()
    for current, feature in enumerate(features):
        if feedback.isCanceled():
            break
        out_feature = QgsFeature(feature)
        sink.addFeature(out_feature, QgsFeatureSink.FastInsert)
        feedback.setProgress(int(current * total))

    return {"OUTPUT": dest_id}

The key improvement are the new decorators that turn an ordinary function (such as testalg in the template) into a Processing algorithm. Decorators start with @ and are written above a function definition. The @alg decorator declares that the following function is a Processing algorithm, defines its name and assigns it to an algorithm group. The @alg.input decorator creates an input parameter for the algorithm. Similarly, there is a @alg.output decorator for output parameters.

For a longer example script, check out the original QGIS enhancement proposal thread!

For now, this new way of writing Processing scripts is only supported by QGIS 3.6 but there are plans to back-port this improvement to 3.4 once it is more mature. So give it a try and report back!

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In previous posts, I already wrote about Trajectools and some of the functionality it provides to QGIS Processing including:

There are also tools to compute heading and speed which I only talked about on Twitter.

Trajectools is now available from the QGIS plugin repository.

The plugin includes sample data from MarineCadastre downloads and the Geolife project.

Under the hood, Trajectools depends on GeoPandas!

If you are on Windows, here’s how to install GeoPandas for OSGeo4W:

  1. OSGeo4W installer: install python3-pip
  2. Environment variables: add GDAL_VERSION = 2.3.2 (or whichever version your OSGeo4W installation currently includes)
  3. OSGeo4W shell: call C:\OSGeo4W64\bin\py3_env.bat
  4. OSGeo4W shell: pip3 install geopandas (this will error at fiona)
  5. From https://www.lfd.uci.edu/~gohlke/pythonlibs/#fiona: download Fiona-1.7.13-cp37-cp37m-win_amd64.whl
  6. OSGeo4W shell: pip3 install path-to-download\Fiona-1.7.13-cp37-cp37m-win_amd64.whl
  7. OSGeo4W shell: pip3 install geopandas
  8. (optionally) From https://www.lfd.uci.edu/~gohlke/pythonlibs/#rtree: download Rtree-0.8.3-cp37-cp37m-win_amd64.whl and pip3 install it

If you want to use this functionality outside of QGIS, head over to my movingpandas project!

Yesterday, I learned about a cool use case in data-driven agriculture that requires dealing with delayed measurements. As Bert mentions, for example, potatoes end up in the machines and are counted a few seconds after they’re actually taken out of the ground:

Therefore, in order to accurately map yield, we need to take this temporal offset into account.

We need to make sure that time and location stay untouched, but need to shift the potato count value. To support this use case, I’ve implemented apply_offset_seconds() for trajectories in movingpandas:

    def apply_offset_seconds(self, column, offset):
        self.df[column] = self.df[column].shift(offset, freq='1s')

The following test illustrates its use: you can see how the value column is shifted by 120 second. Geometry and time remain unchanged but the value column is shifted accordingly. In this test, we look at the row with index 2 which we access using iloc[2]:

    def test_offset_seconds(self):
        df = pd.DataFrame([
            {'geometry': Point(0, 0), 't': datetime(2018, 1, 1, 12, 0, 0), 'value': 1},
            {'geometry': Point(-6, 10), 't': datetime(2018, 1, 1, 12, 1, 0), 'value': 2},
            {'geometry': Point(6, 6), 't': datetime(2018, 1, 1, 12, 2, 0), 'value': 3},
            {'geometry': Point(6, 12), 't': datetime(2018, 1, 1, 12, 3, 0), 'value':4},
            {'geometry': Point(6, 18), 't': datetime(2018, 1, 1, 12, 4, 0), 'value':5}
        ]).set_index('t')
        geo_df = GeoDataFrame(df, crs={'init': '31256'})
        traj = Trajectory(1, geo_df)
        traj.apply_offset_seconds('value', -120)
        self.assertEqual(traj.df.iloc[2].value, 5)
        self.assertEqual(traj.df.iloc[2].geometry, Point(6, 6))

Pandas is great for data munging and with the help of GeoPandas, these capabilities expand into the spatial realm.

With just two lines, it’s quick and easy to transform a plain headerless CSV file into a GeoDataFrame. (If your CSV is nice and already contains a header, you can skip the header=None and names=FILE_HEADER parameters.)

usecols=USE_COLS is also optional and allows us to specify that we only want to use a subset of the columns available in the CSV.

After the obligatory imports and setting of variables, all we need to do is read the CSV into a regular DataFrame and then construct a GeoDataFrame.

import pandas as pd
from geopandas import GeoDataFrame
from shapely.geometry import Point

FILE_NAME = "/temp/your.csv"
FILE_HEADER = ['a', 'b', 'c', 'd', 'e', 'x', 'y']
USE_COLS = ['a', 'x', 'y']

df = pd.read_csv(
    FILE_NAME, delimiter=";", header=None,
    names=FILE_HEADER, usecols=USE_COLS)
gdf = GeoDataFrame(
    df.drop(['x', 'y'], axis=1),
    crs={'init': 'epsg:4326'},
    geometry=[Point(xy) for xy in zip(df.x, df.y)])

It’s also possible to create the point objects using a lambda function as shown by weiji14 on GIS.SE.

PyQGIS 101: Introduction to QGIS Python programming for non-programmers has now reached the part 10 milestone!

Beyond the obligatory Hello world! example, the contents so far include:

If you’ve been thinking about learning Python programming, but never got around to actually start doing it, give PyQGIS101 a try.

I’d like to thank everyone who has already provided feedback to the exercises. Every comment is important to help me understand the pain points of learning Python for QGIS.

I recently read an article – unfortunately I forgot to bookmark it and cannot locate it anymore – that described the problems with learning to program very well: in the beginning, it’s rather slow going, you don’t know the right terminology and therefore don’t know what to google for when you run into issues. But there comes this point, when you finally get it, when the terminology becomes clearer, when you start thinking “that might work” and it actually does! I hope that PyQGIS101 will be a help along the way.

We’ve seen a lot of explorative movement data analysis in the Movement data in GIS series so far. Beyond exploration, predictive analysis is another major topic in movement data analysis. One of the most obvious movement prediction use cases is trajectory prediction, i.e. trying to predict where a moving object will be in the future. The two main categories of trajectory prediction methods I see are those that try to predict the actual path that a moving object will take versus those that only try to predict the next destination.

Today, I want to focus on prediction methods that predict the path that a moving object is going to take. There are many different approaches from simple linear prediction to very sophisticated application-dependent methods. Regardless of the prediction method though, there is the question of how to evaluate the prediction results when these methods are applied to real-life data.

As long as we work with nice, densely, and regularly updated movement data, extracting evaluation samples is rather straightforward. To predict future movement, we need some information about past movement. Based on that past movement, we can then try to predict future positions. For example, given a trajectory that is twenty minutes long, we can extract a sample that provides five minutes of past movement, as well as the actually observed position five minutes into the future:

But what if the trajectory is irregularly updated? Do we interpolate the positions at the desired five minute timestamps? Do we try to shift the sample until – by chance – we find a section along the trajectory where the updates match our desired pattern? What if location timestamps include seconds or milliseconds and we therefore cannot find exact matches? Should we introduce a tolerance parameter that would allow us to match locations with approximately the same timestamp?

Depending on the duration of observation gaps in our trajectory, it might not be a good idea to simply interpolate locations since these interpolated locations could systematically bias our evaluation. Therefore, the safest approach may be to shift the sample pattern along the trajectory until a close match (within the specified tolerance) is found. This approach is now implemented in MovingPandas’ TrajectorySampler.

def test_sample_irregular_updates(self):
    df = pd.DataFrame([
        {'geometry':Point(0,0), 't':datetime(2018,1,1,12,0,1)},
        {'geometry':Point(0,3), 't':datetime(2018,1,1,12,3,2)},
        {'geometry':Point(0,6), 't':datetime(2018,1,1,12,6,1)},
        {'geometry':Point(0,9), 't':datetime(2018,1,1,12,9,2)},
        {'geometry':Point(0,10), 't':datetime(2018,1,1,12,10,2)},
        {'geometry':Point(0,14), 't':datetime(2018,1,1,12,14,3)},
        {'geometry':Point(0,19), 't':datetime(2018,1,1,12,19,4)},
        {'geometry':Point(0,20), 't':datetime(2018,1,1,12,20,0)}
        ]).set_index('t')
    geo_df = GeoDataFrame(df, crs={'init': '4326'})
    traj = Trajectory(1,geo_df)
    sampler = TrajectorySampler(traj, timedelta(seconds=5))
    past_timedelta = timedelta(minutes=5)
    future_timedelta = timedelta(minutes=5)
    sample = sampler.get_sample(past_timedelta, future_timedelta)
    result = sample.future_pos.wkt
    expected_result = "POINT (0 19)"
    self.assertEqual(result, expected_result)
    result = sample.past_traj.to_linestring().wkt
    expected_result = "LINESTRING (0 9, 0 10, 0 14)"
    self.assertEqual(result, expected_result)

The repository also includes a demo that illustrates how to split trajectories using a grid and finally extract samples:

 

Need to geocode some addresses? Here’s a five-lines-of-code solution based on “An A-Z of useful Python tricks” by Peter Gleeson:

from geopy import GoogleV3
place = "Krems an der Donau"
location = GoogleV3().geocode(place)
print(location.address)
print("POINT({},{})".format(location.latitude,location.longitude))

For more info, check out geopy:

geopy is a Python 2 and 3 client for several popular geocoding web services.
geopy includes geocoder classes for the OpenStreetMap Nominatim, ESRI ArcGIS, Google Geocoding API (V3), Baidu Maps, Bing Maps API, Yandex, IGN France, GeoNames, Pelias, geocode.earth, OpenMapQuest, PickPoint, What3Words, OpenCage, SmartyStreets, GeocodeFarm, and Here geocoder services.

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