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Origin-destination data | ||
================ | ||
Malcolm Morgan and Robin Lovelace | ||
University of Leeds | ||
<br/><img class="img-footer" alt="" src="https://comms.leeds.ac.uk/wp-content/themes/toolkit-wordpress-theme/img/logo.png"> | ||
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# 1 Review Homework | ||
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You should now be familiar with the basics of R and the `tidyverse`. If | ||
you have not completed these tasks go back and do them first: | ||
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- Read Chapters 2, 3, and 4 of [Reproducible road safety research with | ||
R](https://itsleeds.github.io/rrsrr/basics.html) | ||
- Read Chapters 3 and 5 of [R for Data | ||
Science](https://r4ds.had.co.nz/data-visualisation.html) | ||
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# 2 Getting started with GIS in R | ||
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Note that this practical takes sections from Chapters 2 - 8 of | ||
[Geocomputation with R](https://r.geocompx.org). You should expand your | ||
knowledge by reading these chapters in full. | ||
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## Pre-requisites | ||
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You need to have a number of packages installed and loaded. Install the | ||
packages by typing in the following commands into RStudio (you do not | ||
need to add the comments after the `#` symbol) | ||
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If you need to install any of these packages use: | ||
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``` r | ||
install.packages("sf") # Install a package from CRAN | ||
remotes::install_github("Nowosad/spDataLarge") # install from GitHub using the remotes package | ||
``` | ||
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``` r | ||
library(sf) # vector data package | ||
library(tidyverse) # tidyverse packages | ||
``` | ||
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- It relies on **spData**, which loads datasets used in the code | ||
examples of this chapter: | ||
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``` r | ||
library(spData) # spatial data package | ||
``` | ||
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1. Check your packages are up-to-date with `update.packages()` | ||
2. Create an RStudio project with an appropriate name for this session | ||
(e.g. `practical2`) | ||
3. Create appropriate folders for code, data and anything else | ||
(e.g. images) | ||
4. Create a script called `learning-OD.R`, e.g. with the following | ||
command: | ||
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``` r | ||
dir.create("code") # | ||
file.edit("code/learning-OD.R") | ||
``` | ||
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## 2.1 Basic sf operations | ||
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We will start with a simple map of the world. Load the `world` object | ||
from the `spData` package. Notice the use of `::` to say that you want | ||
the `world` object from the `spData` package. | ||
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``` r | ||
world = spData::world | ||
``` | ||
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Use some basic R functions to explore the `world` object. | ||
e.g. `class(world)`, `dim(world)`, `head(world)`, `summary(world)`. Also | ||
view the `world` object by clicking on it in the Environment panel. | ||
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`sf` objects can be plotted with `plot()`. | ||
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``` r | ||
plot(world) | ||
``` | ||
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![](2-od_files/figure-gfm/unnamed-chunk-5-1.png)<!-- --> | ||
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Note that this makes a map of each column in the data frame. Try some | ||
other plotting options | ||
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``` r | ||
plot(world[3:6]) | ||
``` | ||
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![](2-od_files/figure-gfm/unnamed-chunk-6-1.png)<!-- --> | ||
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``` r | ||
plot(world["pop"]) | ||
``` | ||
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![](2-od_files/figure-gfm/unnamed-chunk-6-2.png)<!-- --> | ||
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## 2.2 Basic spatial operations | ||
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Load the `nz` and `nz_height` datasets from the `spData` package. | ||
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``` r | ||
nz = spData::nz | ||
nz_height = spData::nz_height | ||
``` | ||
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We can use `tidyverse` functions like `filter` and `select` on `sf` | ||
objects in the same way you did in Practical 1. | ||
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``` r | ||
canterbury = nz %>% filter(Name == "Canterbury") | ||
canterbury_height = nz_height[canterbury, ] | ||
``` | ||
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In this case we filtered the `nz` object to only include places called | ||
`Canterbury` and then did and intersection to find objects in the | ||
`nz_height` object that are in Canterbury. | ||
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This syntax is not very clear. But is the equivalent to | ||
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``` r | ||
canterbury_height = nz_height[canterbury, , op = st_intersects] | ||
``` | ||
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There are many different types of relationships you can use with `op`. | ||
Try `?st_intersects()` to see more. For example this would give all the | ||
places not in Canterbury | ||
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``` r | ||
nz_height[canterbury, , op = st_disjoint] | ||
``` | ||
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![Topological relations between vector geometries, inspired by Figures 1 | ||
and 2 in Egenhofer and Herring (1990). The relations for which the | ||
function(x, y) is true are printed for each geometry pair, with x | ||
represented in pink and y represented in blue. The nature of the spatial | ||
relationship for each pair is described by the Dimensionally Extended | ||
9-Intersection Model | ||
string.](https://r.geocompx.org/figures/relations-1.png) | ||
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# 3 Getting started with OD data | ||
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In this section we will look at basic transport data in the R package | ||
**stplanr**. | ||
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Load the `stplanr` package as follows: | ||
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``` r | ||
library(stplanr) | ||
``` | ||
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## Warning: package 'stplanr' was built under R version 4.2.2 | ||
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The `stplanr` package contains some data that we can use to demonstrate | ||
principles in Data Science, illustrated in the Figure below. Source: | ||
Chapter 1 of R for Data Science (Grolemund and Wickham 2016) [available | ||
online](https://r4ds.had.co.nz/introduction.html). | ||
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![](https://d33wubrfki0l68.cloudfront.net/571b056757d68e6df81a3e3853f54d3c76ad6efc/32d37/diagrams/data-science.png) | ||
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First we will load some sample data: | ||
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You can click on the data in the environment panel to view it or use | ||
`head(od_data)` Now we will rename one of the columns from `foot` to | ||
`walk` | ||
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Next we will made a new dataset `od_data_walk` by taking `od_data` and | ||
piping it (`%>%`) to `filter` the data frame to only include rows where | ||
`walk > 0`. Then `select` a few of the columns and calculate two new | ||
columns `proportion_walk` and `proportion_drive`. | ||
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We can use the generic `plot` function to view the relationships between | ||
variables | ||
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``` r | ||
plot(od_data_walk) | ||
``` | ||
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![](2-od_files/figure-gfm/unnamed-chunk-15-1.png)<!-- --> | ||
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R has built in modelling functions such as `lm` lets make a simple model | ||
to predict the proportion of people who walk based on the proportion of | ||
people who drive. | ||
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We can use the `ggplot2` package to graph our model predictions. | ||
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``` r | ||
ggplot(od_data_walk) + | ||
geom_point(aes(proportion_drive, proportion_walk)) + | ||
geom_line(aes(proportion_drive, proportion_walk_predicted)) | ||
``` | ||
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![](2-od_files/figure-gfm/unnamed-chunk-17-1.png)<!-- --> | ||
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Exercises | ||
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1. What is the class of the data in `od_data`? | ||
2. Subset (filter) the data to only include OD pairs in which at least | ||
one person (`> 0`) person walks (bonus: on what % of the OD pairs | ||
does at least 1 person walk?) | ||
3. Calculate the percentage who cycle in each OD pair in which at least | ||
1 person cycles | ||
4. Is there a positive relationship between walking and cycling in the | ||
data? | ||
5. Bonus: use the function `od2line()` in to convert the OD dataset | ||
into geographic desire lines | ||
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# 4 Processing origin-destination data in Bristol | ||
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This section is based on [Chapter 12 of Geocomputation with | ||
R](https://geocompr.robinlovelace.net/transport.html). You should read | ||
this chapter in full in your own time. | ||
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We need the `stplanr` package which provides many useful functions for | ||
transport analysis and `tmap` package which enables advanced mapping | ||
features. | ||
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``` r | ||
library(stplanr) | ||
library(tmap) | ||
``` | ||
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We will start by loading two datasets: | ||
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``` r | ||
od = spDataLarge::bristol_od | ||
zones = spDataLarge::bristol_zones | ||
``` | ||
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Explore these datasets using the functions you have already learnt | ||
(e.g. `head`,`nrow`). | ||
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You will notice that the `od` datasets has shared id values with the | ||
`zones` dataset. We can use these to make desire lines between each | ||
zone. But first we must filter out trips that start and end in the same | ||
zone. | ||
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``` r | ||
od_inter = filter(od, o != d) | ||
desire_lines = od2line(od_inter, zones) | ||
``` | ||
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Let’s calculate the percentage of trips that are made by active travel | ||
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``` r | ||
desire_lines$Active = (desire_lines$bicycle + desire_lines$foot) / | ||
desire_lines$all * 100 | ||
``` | ||
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Now use `tmap` to make a plot showing the number of trips and the | ||
percentage of people using active travel. | ||
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``` r | ||
desire_lines = desire_lines[order(desire_lines$Active),] | ||
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tm_shape(desire_lines) + # Define the data frame used to make the map | ||
tm_lines(col = "Active", # We want to map lines, the colour (col) is based on the "Active" column | ||
palette = "plasma", # Select a colour palette | ||
alpha = 0.7, # Make lines slightly transparent | ||
lwd = "all") + # The line width (lwd) is based on the "all" column | ||
tm_layout(legend.outside = TRUE) + # Move the ledgend outside the map | ||
tm_scale_bar() # Add a scale bar to the map | ||
``` | ||
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![](2-od_files/figure-gfm/unnamed-chunk-27-1.png)<!-- --> | ||
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Now that we have geometry attached to our data we can calculate other | ||
variables of interest. For example let’s calculate the distacne | ||
travelled and see if it relates to the percentage of people who use | ||
active travel. | ||
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``` r | ||
desire_lines$distance_direct_m = as.numeric(st_length(desire_lines)) | ||
``` | ||
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Note the use of `as.numeric` by default `st_length` and many other | ||
functions return a special type of result with `unit`. Here we force the | ||
results back into the basic R numerical value. But be careful! The units | ||
you get back depend on the coordinate reference system, so check your | ||
data before you assume what values mean. | ||
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``` r | ||
ggplot(desire_lines) + | ||
geom_point(aes(x = distance_direct_m, y = Active, size = all)) + | ||
geom_smooth(aes(x = distance_direct_m, y = Active)) | ||
``` | ||
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![](2-od_files/figure-gfm/unnamed-chunk-29-1.png)<!-- --> | ||
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The blue line is a smoothed average of the data. It shows a common | ||
concept in transport research, the distance decay curve. In this case it | ||
shows that the longer the journey the less likely people are to use | ||
active travel. But this concept applies to all kinds of travel | ||
decisions. For example you are more likely to travel to a nearby coffee | ||
shop than a far away coffee shop. Different types of trip have different | ||
curves, but most people always have a bias for shorter trips. | ||
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# 5 Homework | ||
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1. Read Chapters 2-5 of [Geocomputation with | ||
R](https://r.geocompx.org/transport.html) | ||
2. Work though Sections 13.1 to 13.4 of the Transport Chapter in | ||
[Geocomputation with R](https://r.geocompx.org/transport.html) | ||
3. Bonus: Read more about using the [tmap | ||
package](https://r-tmap.github.io/tmap/) | ||
4. Bonus: Read more about the [ggplot2 | ||
package](https://ggplot2.tidyverse.org/) | ||
5. Bonus: Read Chapter 7 & 8 of [Geocomputation with | ||
R](https://r.geocompx.org/transport.html) | ||
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# 6 References | ||
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<div id="refs" class="references csl-bib-body hanging-indent"> | ||
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<div id="ref-grolemund_r_2016" class="csl-entry"> | ||
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Grolemund, Garrett, and Hadley Wickham. 2016. *R for Data Science*. | ||
O’Reilly Media. | ||
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</div> | ||
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</div> |
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