{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Tutorial 3 - Trajectory data mining in Python\n", "\n", "```{attention}\n", "Finnish university students are encouraged to use the CSC Notebooks platform.
\n", "\"CSC\n", "\n", "Others can follow the lesson interactively using Binder. Check the rocket icon on the top of this page.\n", "```\n", "\n", "In this tutorial, we will learn how to conduct exploratory space-time data analysis (ESTDA) based on movement data. When analyzing mobility data, using various visualization approaches (visual analytics) is important to be able to understand the data and extract insights from it. Here, we will learn a few tricks how we can manipulate movement data and visualize it using static and interactive visualizations in Python. \n", "\n", "```{admonition} Attribution\n", "\n", "This tutorial is partly based on excellent resources provided by Anita Graser and the documentation of `movingpandas` [library](https://github.com/anitagraser/movingpandas).\n", "\n", "```" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "from keplergl import KeplerGl\n", "import geopandas as gpd\n", "import movingpandas as mpd\n", "from datetime import datetime, timedelta\n", "import plotly.express as px\n", "import warnings\n", "warnings.simplefilter(\"ignore\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Input data\n", "\n", "In this tutorial, we will use AIS data that describes vessel movements ([obtained from movingpandas](https://github.com/anitagraser/movingpandas-examples/tree/main/data)). The AIS data has been published by the Danish Maritime Authority. The AIS record sample extracted for this tutorial covers vessel traffic on the 5th July 2017 near Gothenburg. Let's start by reading it and checking how the data looks like: " ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Filepath\n", "fp = \"data/ais.gpkg\"\n", "data = gpd.read_file(fp);\n", "data.plot(figsize=(12,12), markersize=0.7, alpha=0.7)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(84702, 8)" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.shape" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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TimestampMMSINavStatusSOGCOGNameShipTypegeometry
005/07/2017 00:00:03219632000Under way using engine0.0270.4NoneUndefinedPOINT (11.85958 57.68817)
105/07/2017 00:00:05265650970Under way using engine0.00.5NoneUndefinedPOINT (11.84175 57.66150)
205/07/2017 00:00:06265503900Under way using engine0.00.0NoneUndefinedPOINT (11.90650 57.69077)
305/07/2017 00:00:14219632000Under way using engine0.0188.4NoneUndefinedPOINT (11.85958 57.68817)
405/07/2017 00:00:19265519650Under way using engine0.0357.2NoneUndefinedPOINT (11.87192 57.68233)
\n", "
" ], "text/plain": [ " Timestamp MMSI NavStatus SOG COG Name \\\n", "0 05/07/2017 00:00:03 219632000 Under way using engine 0.0 270.4 None \n", "1 05/07/2017 00:00:05 265650970 Under way using engine 0.0 0.5 None \n", "2 05/07/2017 00:00:06 265503900 Under way using engine 0.0 0.0 None \n", "3 05/07/2017 00:00:14 219632000 Under way using engine 0.0 188.4 None \n", "4 05/07/2017 00:00:19 265519650 Under way using engine 0.0 357.2 None \n", "\n", " ShipType geometry \n", "0 Undefined POINT (11.85958 57.68817) \n", "1 Undefined POINT (11.84175 57.66150) \n", "2 Undefined POINT (11.90650 57.69077) \n", "3 Undefined POINT (11.85958 57.68817) \n", "4 Undefined POINT (11.87192 57.68233) " ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Check first rows\n", "data.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay as we can see, we have around 80,000 recorded observations and information about the timestamp, geometry, ship type etc. `SOG` column contains information about speed over ground. Let's take a look at the data distribution:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "data['SOG'].hist(bins=100, figsize=(15,3))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, most of the observations are actually such where the vessels have not been moving, i.e. they are staying at the harbor. It is not useful to keep such records in our data, so let's get rid off those: " ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(33593, 8)" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data = data[data.SOG>0].copy()\n", "data.shape" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, now we have much less observations. Let's at this point calculate `x` and `y` coordinates based on our Point geometries, so that we can easily plot our data in 3D:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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TimestampMMSINavStatusSOGCOGNameShipTypegeometryxy
605/07/2017 00:00:28265647200Moored0.1298.0NoneUndefinedPOINT (11.89120 57.68569)11.89120557.685688
705/07/2017 00:00:31265663280Under way using engine0.1131.6NoneUndefinedPOINT (11.87037 57.68194)11.87037057.681937
2205/07/2017 00:01:03219632000Under way using engine0.1233.9NoneUndefinedPOINT (11.85958 57.68817)11.85958357.688167
3205/07/2017 00:01:30265663280Under way using engine0.1348.6NoneUndefinedPOINT (11.87037 57.68194)11.87036857.681942
8505/07/2017 00:03:35376474000Under way using engine8.8229.2LARGONACargoPOINT (11.91198 57.69591)11.91197757.695910
\n", "
" ], "text/plain": [ " Timestamp MMSI NavStatus SOG COG \\\n", "6 05/07/2017 00:00:28 265647200 Moored 0.1 298.0 \n", "7 05/07/2017 00:00:31 265663280 Under way using engine 0.1 131.6 \n", "22 05/07/2017 00:01:03 219632000 Under way using engine 0.1 233.9 \n", "32 05/07/2017 00:01:30 265663280 Under way using engine 0.1 348.6 \n", "85 05/07/2017 00:03:35 376474000 Under way using engine 8.8 229.2 \n", "\n", " Name ShipType geometry x y \n", "6 None Undefined POINT (11.89120 57.68569) 11.891205 57.685688 \n", "7 None Undefined POINT (11.87037 57.68194) 11.870370 57.681937 \n", "22 None Undefined POINT (11.85958 57.68817) 11.859583 57.688167 \n", "32 None Undefined POINT (11.87037 57.68194) 11.870368 57.681942 \n", "85 LARGONA Cargo POINT (11.91198 57.69591) 11.911977 57.695910 " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Calculate x and y coordinates\n", "data[\"x\"] = data[\"geometry\"].x\n", "data[\"y\"] = data[\"geometry\"].y\n", "data.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Constructing trajectories\n", "\n", "Next, we want to convert our individual point observations into **trajectories**. This can be done easily using the ``TrajectoryCollection`` functionality / class provided by movingpandas (see [docs](https://movingpandas.readthedocs.io/en/master/trajectorycollection.html)). To be able to use this functionality, we first need to parse a ``DateTime`` index based on the ``Timestamp`` column, and that the `MMSI` number (*Maritime Mobile Service Idenity*) is used as the unique id for a ship. We also specify that the minimum length for a trajectory needs to be at least 100 meters:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "TrajectoryCollection with 77 trajectories" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Create trajectories\n", "data['time'] = pd.to_datetime(data['Timestamp'], format='%d/%m/%Y %H:%M:%S')\n", "data = data.set_index('time')\n", "\n", "# Specify minimum length for a trajectory (in meters)\n", "minimum_length = 100 \n", "collection = mpd.TrajectoryCollection(data, 'MMSI', min_length=minimum_length)\n", "\n", "# What did we get?\n", "collection" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As a result, we get an object that represents the collection of trajectories identified by movingpandas. We can plot all the trajectories easily by:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Plot all trajectories\n", "collection.plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can access each of these trajectories individually by looping over our collection. We can also easily calculate the speed and add information about the direction of movement to our data by:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "for trajectory in collection.trajectories:\n", " # Calculate speed\n", " trajectory.add_speed(overwrite=True)\n", " \n", " # Determine direction of movement\n", " trajectory.add_direction(overwrite=True)\n", " \n", " # Let's first check only the first trajectory (i.e. stop iteration after first run)\n", " break" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's see what we got. We can access the DataFrame of the given trajectory by:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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TimestampMMSINavStatusSOGCOGNameShipTypegeometryxyspeedprev_ptdirection
time
2017-07-05 17:32:1805/07/2017 17:32:18210035000Under way using engine9.852.8NORDIC HAMBURGCargoPOINT (11.80462 57.67612)11.80462057.6761255.037170None51.697066
2017-07-05 17:32:2805/07/2017 17:32:28210035000Under way using engine9.851.0NORDIC HAMBURGCargoPOINT (11.80528 57.67641)11.80528357.6764055.037170POINT (11.80462 57.67612)51.697066
2017-07-05 17:32:3605/07/2017 17:32:36210035000Under way using engine9.851.0NORDIC HAMBURGCargoPOINT (11.80528 57.67641)11.80528357.6764050.000000POINT (11.80528 57.67641)0.000000
2017-07-05 17:32:3805/07/2017 17:32:38210035000Under way using engine9.851.0NORDIC HAMBURGCargoPOINT (11.80528 57.67641)11.80528357.6764050.000000POINT (11.80528 57.67641)0.000000
2017-07-05 17:32:4805/07/2017 17:32:48210035000Under way using engine9.752.0NORDIC HAMBURGCargoPOINT (11.80668 57.67699)11.80667557.67699210.569682POINT (11.80528 57.67641)51.737848
\n", "
" ], "text/plain": [ " Timestamp MMSI NavStatus \\\n", "time \n", "2017-07-05 17:32:18 05/07/2017 17:32:18 210035000 Under way using engine \n", "2017-07-05 17:32:28 05/07/2017 17:32:28 210035000 Under way using engine \n", "2017-07-05 17:32:36 05/07/2017 17:32:36 210035000 Under way using engine \n", "2017-07-05 17:32:38 05/07/2017 17:32:38 210035000 Under way using engine \n", "2017-07-05 17:32:48 05/07/2017 17:32:48 210035000 Under way using engine \n", "\n", " SOG COG Name ShipType \\\n", "time \n", "2017-07-05 17:32:18 9.8 52.8 NORDIC HAMBURG Cargo \n", "2017-07-05 17:32:28 9.8 51.0 NORDIC HAMBURG Cargo \n", "2017-07-05 17:32:36 9.8 51.0 NORDIC HAMBURG Cargo \n", "2017-07-05 17:32:38 9.8 51.0 NORDIC HAMBURG Cargo \n", "2017-07-05 17:32:48 9.7 52.0 NORDIC HAMBURG Cargo \n", "\n", " geometry x y \\\n", "time \n", "2017-07-05 17:32:18 POINT (11.80462 57.67612) 11.804620 57.676125 \n", "2017-07-05 17:32:28 POINT (11.80528 57.67641) 11.805283 57.676405 \n", "2017-07-05 17:32:36 POINT (11.80528 57.67641) 11.805283 57.676405 \n", "2017-07-05 17:32:38 POINT (11.80528 57.67641) 11.805283 57.676405 \n", "2017-07-05 17:32:48 POINT (11.80668 57.67699) 11.806675 57.676992 \n", "\n", " speed prev_pt direction \n", "time \n", "2017-07-05 17:32:18 5.037170 None 51.697066 \n", "2017-07-05 17:32:28 5.037170 POINT (11.80462 57.67612) 51.697066 \n", "2017-07-05 17:32:36 0.000000 POINT (11.80528 57.67641) 0.000000 \n", "2017-07-05 17:32:38 0.000000 POINT (11.80528 57.67641) 0.000000 \n", "2017-07-05 17:32:48 10.569682 POINT (11.80528 57.67641) 51.737848 " ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "trajectory.df.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As we can see, now we have new columns `speed` and `direction` added to the data which contain information about the speed and direction. We can plot the single trajectory using geopandas:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "trajectory.plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This kind of individual trajectory is not very informative as such. We can add more context to our visualization by adding a background map and making it interactive. Movingpandas provides an easy-to-use api to plot the trajectory on top of OSM basemap with Holoviews/Bokeh:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": {}, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.holoviews_exec.v0+json": "", "text/html": [ "
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\n", "" ], "text/plain": [ ":Overlay\n", " .Tiles.I :Tiles [x,y]\n", " .Path.I :Path [Longitude,Latitude]" ] }, "execution_count": 13, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "1004" } }, "output_type": "execute_result" } ], "source": [ "trajectory.hvplot(frame_height=600, frame_width=800, line_width=3, line_color=\"red\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This map provides much more contextual information and makes it possible to understand that the trajectory is a ship which is approaching or leaving the harbor of Gothenburg (tricky to say at this point). " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Exploratory analysis with Space Time Cube (STC)\n", "\n", "It is also fairly easy to visualize our trajectory in 3D using space time cube, in which the 3rd dimension is based on time. There are different libraries that can be used for plotting data in 3D, but we will use here [plotly](https://plotly.com/python/plotly-express/) library which provides a relatively easy and straightforward API to generate 3D visualizations. For plotting data in 3D Let's first modify our datetime information a bit, and only keep the time because all of our values are from the same date (5th of July, 2017): " ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "MMSI=210035000
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "trajectories = gpd.GeoDataFrame()\n", "\n", "i = 0\n", "for trajectory in collection.trajectories:\n", " # Calculate speed\n", " trajectory.add_speed(overwrite=True)\n", " \n", " # Determine direction of movement\n", " trajectory.add_direction(overwrite=True)\n", " \n", " # Parse time component (as datetime)\n", " trajectory.df[\"t\"] = pd.to_datetime(trajectory.df[\"Timestamp\"])\n", " \n", " # Add unique id for each trajectory\n", " trajectory.df[\"tid\"] = i\n", " \n", " # Add to container\n", " trajectories = trajectories.append(trajectory.df)\n", " i+=1\n", " \n", "# Reorder the data based on timestamp\n", "trajectories = trajectories.sort_values(by=\"t\").reset_index(drop=True)\n", "\n", "# Plot them all (use trajectory id to separate trajectories)\n", "fig = px.line_3d(trajectories, x=\"x\", y=\"y\", z=\"t\", color='MMSI')\n", "fig.update_traces(line=dict(width=5))\n", "\n", "# Want to get background map as well? It is possible:\n", "# https://chart-studio.plotly.com/~empet/14397/plotly-plot-of-a-map-from-data-available/#/\n", "\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The 3D visualization of multiple trajectories can look a bit messy (a bit like spaghetty), but we can already identify some patterns from the spate-time data. Looking at how the trajectories cluster in the STC, it is evident that there is a lot of activity throughout the day. There are two clear clusters in the data which basically represent activity related to two harbors in the area (Gothenburgs harbor and Saltholmens Brygga). From the data you can see how ships and boats are steadily approaching the harbors using more or less the same routes (at different times). Looking at the data, we can also see that one ship stayed the whole day in the harbor without moving anywhere (vertical line without movement). " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Aggregating trajectories\n", "\n", "As we can saw from the previous examples, looking at the movement data in 3D using STC can provide interesting insights that can be tricky to understand otherwise. However, understanding and reading the information takes a bit of time and experience before you start to understand what is going on in the data. There are however more tricks that we can do, to abstract our data and make it easier to understand in 2D. Movingpandas provides a handy tool called `TrajectoryCollectionAggregator` ([see docs](https://movingpandas.readthedocs.io/en/master/trajectoryaggregator.html)) which can be used to aggregate the trajectories by **extracting clusters of significant trajectory points and computing flows between the clusters**. These significant points of trajectories include e.g. their start and end points, the points of significant turns, and the points of significant stops, i.e. pauses in the movement (Andrienko & Andrienko, 2011). Once the points have been detected, then they are grouped based on their spatial proximity and flows are generated between them. We can aggregate the movement data following this approach easily with movingpandas, by specifying minimum and maximum threshold distances between significant points and minimum duration (in seconds) required to detect a stop from the data:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "# Aggregate trajectories\n", "agg = mpd.TrajectoryCollectionAggregator(collection, min_distance=500, max_distance=2000, min_stop_duration=timedelta(minutes=10))\n", "\n", "# Get flows and clusters\n", "flows = agg.get_flows_gdf()\n", "clusters = agg.get_clusters_gdf()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "As a result, we get DataFrames having information about weight of the flows as well as the size of the cluster:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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\n", "" ], "text/plain": [ ":Overlay\n", " .Tiles.I :Tiles [x,y]\n", " .Path.I :Path [Longitude,Latitude] (weight)\n", " .Points.I :Points [Longitude,Latitude] (n)" ] }, "execution_count": 19, "metadata": { "application/vnd.holoviews_exec.v0+json": { "id": "1177" } }, "output_type": "execute_result" } ], "source": [ "# Plot with Holoviews\n", "( flows.hvplot(title='Generalized aggregated trajectories', geo=True, hover_cols=['weight'], line_width='weight', alpha=0.5, color='#1f77b3', tiles='OSM', frame_height=400, frame_width=400) * \n", " clusters.hvplot(geo=True, color='red', size='n') )" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Great! As a result, we have a map which is quite easy to interpret with width of the line representing the volume of vessels moving between specific locations. We were able to get a sense of these patterns by looking at the movement data in 3D (i.e. where lot's of movement happens), but following this aggregation approach and visualizing the movement flows makes it much easier to get a grasp of the data. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Animating and exploring the trajectory characteristics in 3D \n", "\n", "The previous approaches have provided useful ways to extract information from movement data. Next, we will see how we can extract further characteristics based on the data using a WebGL based interactive visualization tool developed by Uber: [Kepler.gl](https://kepler.gl/).\n", "\n", "Let's first manipulate our movement data a bit so that we can visualize it easily in 3D using Kepler.gl. Basically, what we want to do is to generate line segments between all observations in our data and convert them into Polygons by making a small buffer around them. This trick is needed to be able to take advantage of the full 3D capabilities of Kepler.gl. Let's start by preparing a couple of helper functions that generates the segments and converts them into a Polygon:" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "from shapely.geometry import LineString\n", "\n", "def to_linestring(row):\n", " if row[\"end_geometry\"] is not None:\n", " return LineString([row[\"geometry\"], row[\"end_geometry\"]])\n", "\n", "def prepare_segments(trajectory):\n", " # Calculate segments for a single trajectory\n", " df = trajectory.df.join((trajectory.df[\"geometry\"].shift(-1).to_frame().rename(columns={'geometry': 'end_geometry'})))\n", "\n", " # Create linestring\n", " df[\"segment\"] = df[[\"geometry\", \"end_geometry\"]].apply(to_linestring, axis=1)\n", "\n", " # Update geometry column with segments\n", " df[\"geometry\"] = df[\"segment\"]\n", "\n", " # Drop empty geoms (there is one after converting from points to lines)\n", " df = df.dropna(subset=[\"geometry\"])\n", "\n", " # Drop unnecessary columns\n", " df = df.drop([\"segment\", \"end_geometry\"], axis=1)\n", "\n", " # Convert lines to polygons, so that volume/height can be adjusted\n", " df[\"geometry\"] = df.buffer(0.0002)\n", " return df" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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005/07/2017 17:32:18210035000Under way using engine9.852.8NORDIC HAMBURGCargoPOLYGON ((11.80521 57.67659, 11.80522 57.67660...11.80462057.676125551.6970660
105/07/2017 17:32:28210035000Under way using engine9.851.0NORDIC HAMBURGCargoPOLYGON ((11.80548 57.67641, 11.80548 57.67639...11.80528357.676405551.6970660
205/07/2017 17:32:36210035000Under way using engine9.851.0NORDIC HAMBURGCargoPOLYGON ((11.80548 57.67641, 11.80548 57.67639...11.80528357.67640500.0000000
305/07/2017 17:32:38210035000Under way using engine9.851.0NORDIC HAMBURGCargoPOLYGON ((11.80660 57.67718, 11.80662 57.67718...11.80528357.67640500.0000000
405/07/2017 17:32:48210035000Under way using engine9.752.0NORDIC HAMBURGCargoPOLYGON ((11.80735 57.67746, 11.80736 57.67747...11.80667557.6769921151.7378480
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" ], "text/plain": [ " Timestamp MMSI NavStatus SOG COG \\\n", "0 05/07/2017 17:32:18 210035000 Under way using engine 9.8 52.8 \n", "1 05/07/2017 17:32:28 210035000 Under way using engine 9.8 51.0 \n", "2 05/07/2017 17:32:36 210035000 Under way using engine 9.8 51.0 \n", "3 05/07/2017 17:32:38 210035000 Under way using engine 9.8 51.0 \n", "4 05/07/2017 17:32:48 210035000 Under way using engine 9.7 52.0 \n", "\n", " Name ShipType geometry \\\n", "0 NORDIC HAMBURG Cargo POLYGON ((11.80521 57.67659, 11.80522 57.67660... \n", "1 NORDIC HAMBURG Cargo POLYGON ((11.80548 57.67641, 11.80548 57.67639... \n", "2 NORDIC HAMBURG Cargo POLYGON ((11.80548 57.67641, 11.80548 57.67639... \n", "3 NORDIC HAMBURG Cargo POLYGON ((11.80660 57.67718, 11.80662 57.67718... \n", "4 NORDIC HAMBURG Cargo POLYGON ((11.80735 57.67746, 11.80736 57.67747... \n", "\n", " x y speed direction tid \n", "0 11.804620 57.676125 5 51.697066 0 \n", "1 11.805283 57.676405 5 51.697066 0 \n", "2 11.805283 57.676405 0 0.000000 0 \n", "3 11.805283 57.676405 0 0.000000 0 \n", "4 11.806675 57.676992 11 51.737848 0 " ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "movements = gpd.GeoDataFrame()\n", "\n", "for trajectory in collection.trajectories:\n", " \n", " # Parse direction of movement using movingpandas function\n", " trajectory.add_direction(overwrite=True)\n", "\n", " # Parse speed using movingpandas function\n", " trajectory.add_speed(overwrite=True)\n", "\n", " # Create segments and calculate some useful statistics\n", " segments = prepare_segments(trajectory)\n", " movements = movements.append(segments)\n", " \n", " # Increase index\n", " i+=1\n", " \n", "# Reset index\n", "movements = movements.reset_index(drop=True)\n", "\n", "# Drop \"time\" column which is in datetime format (Kepler.gl don't like it when saving the output)\n", "movements = movements.drop([\"time\"], axis=1)\n", "\n", "# Convert speed values to integer (to avoid issues with KeplerGl height)\n", "movements[\"speed\"] = movements[\"speed\"].round(0).astype(int)\n", "\n", "# What did we get?\n", "movements.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Okay, now we have prepared our data and we can visualize it with Kepler.gl. What we will do next is to:\n", "\n", "1. Determine the attribute which is used for coloring the trajectories (name)\n", "2. Add a filter based on timestamp\n", "3. Animate the movements with a selected time window\n", "4. Determine that the height of data is based on the speed so that we can easily see areas and segments where the ships/boats have been moving fast\n", "\n", "Notice, that these will be done using the graphical interface of Kepler.gl, hence, you need to check the video to understand how to repeat the steps. Initializing the Kepler.gl and adding our movement data to it is easy:" ] }, { "cell_type": "code", "execution_count": 47, "metadata": {}, "outputs": [], "source": [ "# Select a few sample trajectories for demonstration purposes\n", "selected = movements.loc[movements[\"tid\"]< 20].copy()\n", "\n", "# Select only needed columns\n", "selected = selected[[\"Timestamp\", \"Name\", \"geometry\", \"speed\"]]" ] }, { "cell_type": "code", "execution_count": 48, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "User Guide: https://docs.kepler.gl/docs/keplergl-jupyter\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "5f68e6aaff2f4f12a12ef79cd31f866a", "version_major": 2, "version_minor": 0 }, "text/plain": [ "KeplerGl(data={'trajectories': {'index': [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Create a basemap \n", "m = KeplerGl(height=800, width=800)\n", "\n", "# Add the movement data\n", "m.add_data(selected, \"trajectories\")\n", "\n", "# Render the map / interface\n", "m" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Once, we have prepared our visualization in a way how we want it, we can easily save our map into a dedicated html website with the current state of the page by:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Map saved to Trajectories_3D.html!\n" ] } ], "source": [ "m.save_to_html(file_name='Trajectories_3D.html')" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.7" }, "pycharm": { "stem_cell": { "cell_type": "raw", "metadata": { "collapsed": false }, "source": [] } } }, "nbformat": 4, "nbformat_minor": 4 }