```
library(stplanr)
library(sf)
```

Route networks represent the network of highways, cycleways, footways
and other ways along which transport happens. You can get route network
data from OpenStreetMap (e.g. via the `osmdata`

R package)
and other providers or transport network data.

Unlike routes, each segment geometry in a route network can only appear once.

**stplanr** can be used to convert a series of routes
into a route network, using the function `overline()`

, as
illustrated below:

```
library(stplanr)
library(sf)
<- routes_fast_sf[2:6, 1]
sample_routes $value <- rep(1:3, length.out = 5)
sample_routes<- overline(sample_routes, attrib = "value")
rnet plot(sample_routes["value"], lwd = sample_routes$value, main = "Routes")
plot(rnet["value"], lwd = rnet$value, main = "Route network")
```

The above figure shows how `overline()`

breaks the routes
into segments with the same values and removes overlapping segments. It
is a form of geographic aggregation.

Route networks can be represented as a graph. Usually all segments are connected together, meaning the graph is connected. We can show that very simple network above is connected as follows:

```
= st_intersects(sample_routes)
touching_list = igraph::graph.adjlist(touching_list)
g ::is_connected(g)
igraph#> [1] TRUE
```

A more complex network may not be connected in this way, as shown in the example below:

```
# piggyback::pb_download_url("r_key_roads_test.Rds")
= "https://github.com/ropensci/stplanr/releases/download/0.6.0/r_key_roads_test.Rds"
u = readRDS(url(u))
rnet_disconnected = sf::st_intersects(rnet_disconnected)
touching_list = igraph::graph.adjlist(touching_list)
g ::is_connected(g)
igraph#> [1] FALSE
:::plot.sfc_LINESTRING(rnet_disconnected$geometry) sf
```

The elements of the network are clearly divided into groups. We can identify these groups as follows:

`$group = rnet_igroup(rnet_disconnected) rnet_disconnected`

```
# plot(rnet$geometry)
# plot(sln_nodes, add = TRUE)
# xy_path <- sum_network_routes(sln = sln, start = xy_nodes[1], end = xy_nodes[2], sumvars = "length")
# # xy_path = sum_network_links(sln = sln, start = xy_nodes[1], end = xy_nodes[2])
# plot(rnet$geometry)
# plot(xy_sf$geometry, add = TRUE)
# plot(xy_path$geometry, add = TRUE, lwd = 5)
```

New nodes can be added to the network, although this should be done before the graph representation is created. Imagine we want to create a point half way along the the most westerly route segment in the network, near the coordinates -1.540, 53.826:

```
<- c(-1.540, 53.826)
new_point_coordinates <- sf::st_sf(geometry = sf::st_sfc(sf::st_point(new_point_coordinates)), crs = 4326) p
```

Other approaches to working with route networks include:

- sDNA, an open source C++ library for analysing route networks and estimating flows at segments across network segments
- sfnetworks, an R package that provides an alternative igraph/sf spatial network class
- dodgr, an R package providing functions for calculating distances on directed graphs
- cppRouting, a package for routing in C++
- Chapter 10 of Geocomputation with R, which provides context and demonstrates a transport planning workflow in R.