I'm trying to get districts of Warsaw and draw them on google map. Using this code, where 2536107 is relation code for OpenStreetMap single Warsaw district, gives me almost what I want but with a few bugs. There is general outline but also lines between points which shouldn't be connected. What am I doing wrong?
map <- get_googlemap('warsaw', zoom =10)
warszawa <- get_osm(relation(2536107), full = T)
warszawa.sp <- as_sp(warszawa, what='lines')
warsawfort <- fortify(warszawa.sp)
mapa_polski <- ggmap(map, extent='device', legend="bottomleft")
warsawfort2 <- geom_polygon(aes(x = long, y = lat),
data = warsawfort, fill="blue", colour="black",
alpha=0.0, size = 0.3)
base <- mapa_polski + warsawfort2
base
Edit: I figured it must be somehow connected with order of plotting every point/line but I have no idea how to fix this.
There is a way to generate your map without using external packages: don't use osmar
...
This link, to the excellent Mapzen website, provides a set of shapefiles of administrative areas in Poland. If you download and unzip it, you will see a shapfile set called warsaw.osm-admin.*
. This is a polygon shapefile of all the districts in Poland, conveniantly indexed by osm_id(!!). The code below assumes you have downloaded the file and unzipped it into the "directory with your shapefiles".
library(ggmap)
library(ggplot2)
library(rgdal)
setwd(" <directory with your shapefiles> ")
pol <- readOGR(dsn=".",layer="warsaw.osm-admin")
spp <- pol[pol$osm_id==-2536107,]
wgs.84 <- "+proj=longlat +datum=WGS84"
spp <- spTransform(spp,CRS(wgs.84))
map <- get_googlemap('warsaw', zoom =10)
spp.df <- fortify(spp)
ggmap(map, extent='device', legend="bottomleft") +
geom_polygon(data = spp.df, aes(x = long, y=lat, group=group),
fill="blue", alpha=0.2) +
geom_path(data=spp.df, aes(x=long, y=lat, group=group),
color="gray50", size=0.3)
Two nuances: (1) The osm IDs are stored as negative numbers, so you have to use, e.g.,
spp <- pol[pol$osm_id==-2536107,]
to extract the relevant district, and (2) the shapefile is not projected in WGS84 (long/lat). So we have to reproject it using:
spp <- spTransform(spp,CRS(wgs.84))
The reason osmar
doesn't work is that the paths are in the wrong order. Your warszawa.sp
is a SpatialLinesDataframe
, made up of a set of paths (12 in your case), each of which is made up of a set of line segments. When you use fortify(...)
on this, ggplot
tries to combine them into a single sequence of points. But since the paths are not in convex order, ggplot tries, for example, to connect a path that ends in the northeast, to a path the begins in the southwest. This is why you're getting all the extra lines. You can see this by coloring the segments:
xx=coordinates(warszawa.sp)
colors=rainbow(11)
plot(t(bbox(warszawa.sp)))
lapply(1:11,function(i)lines(xx[[i]][[1]],col=colors[i],lwd=2))
The colors are in "rainbow" order (red, orange, yellow, green, etc.). Clearly, the lines are not in that order.
EDIT Response to @ako's comment.
There is a way to "fix" the SpatialLines object, but it's not trivial. The function gPolygonize(...)
in the rgeos
package will take a list of SpatialLines
and convert to a SpatialPolygons
object, which can be used in ggplot with fortify(...)
. One huge problem (which I don't understand, frankly), is that OP's warszaw.sp
object has 12 lines, two of which seem to be duplicates - this causes gPolygonize(...)
to fail. So if you create a SpatialLines list with just the first 11 paths, you can convert warszawa.sp
to a polygon. This is not general however, as I can't predict how or if it would work with other SpatialLines
objects converted from osm
. Here's the code, which leads to the same map as above.
library(rgeos)
coords <- coordinates(warszawa.sp)
sll <- lapply(coords[1:11],function(x) SpatialLines(list(Lines(list(Line(x[[1]])),ID=1))))
spp <- gPolygonize(sll)
spp.df <- fortify(spp)
ggmap(map, extent='device', legend="bottomleft") +
geom_polygon(data = spp.df, aes(x = long, y=lat, group=group),
fill="blue", alpha=0.2) +
geom_path(data=spp.df, aes(x=long, y=lat, group=group),
color="gray50", size=0.3)
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