Spacedmanの回答と上記のヒントは有用でしたが、それ自体では完全な回答を構成していません。私の側でいくつかの探偵の仕事をした後、私はまだgIntersection
私が望む方法を得ることができていませんが、答えに近づいています(上記の元の質問を参照)。それでも、私がしている SpatialPolygonsDataFrameに私の新しい多角形を得ることができました。
更新2012-11-11:実行可能なソリューションを見つけたようです(以下を参照)。キーは、パッケージからSpatialPolygons
使用gIntersection
するときに呼び出しでポリゴンをラップすることでしたrgeos
。出力は次のようになります。
[1] "Haverfordwest: Portfield ED (poly 2) area = 1202564.3, intersect = 143019.3, intersect % = 11.9%"
[1] "Haverfordwest: Prendergast ED (poly 3) area = 1766933.7, intersect = 100870.4, intersect % = 5.7%"
[1] "Haverfordwest: Castle ED (poly 4) area = 683977.7, intersect = 338606.7, intersect % = 49.5%"
[1] "Haverfordwest: Garth ED (poly 5) area = 1861675.1, intersect = 417503.7, intersect % = 22.4%"
驚くべきことに、既存のOrdnance Surveyから派生したシェープファイルに新しいシェイプを挿入するわかりやすい例がないため、ポリゴンの挿入は思ったよりも困難でした。他の誰かに役立つことを期待して、ここで自分の手順を再現しました。結果はこのようなマップです。
交差点の問題を解決する場合、/もちろん、誰かが私に打ち負かして完全な回答を提供しない限り、この回答を編集して最終ステップを追加します。それまでの間、これまでの私のソリューションに関するコメント/アドバイスは大歓迎です。
コードが続きます。
require(sp) # the classes and methods that make up spatial ops in R
require(maptools) # tools for reading and manipulating spatial objects
require(mapdata) # includes good vector maps of world political boundaries.
require(rgeos)
require(rgdal)
require(gpclib)
require(ggplot2)
require(scales)
gpclibPermit()
## Download the Ordnance Survey Boundary-Line data (large!) from this URL:
## https://www.ordnancesurvey.co.uk/opendatadownload/products.html
## then extract all the files to a local folder.
## Read the electoral division (ward) boundaries from the shapefile
shp1 <- readOGR("C:/test", layer = "unitary_electoral_division_region")
## First subset down to the electoral divisions for the county of Pembrokeshire...
shp2 <- shp1[shp1$FILE_NAME == "SIR BENFRO - PEMBROKESHIRE" | shp1$FILE_NAME == "SIR_BENFRO_-_PEMBROKESHIRE", ]
## ... then the electoral divisions for the town of Haverfordwest (this could be done in one step)
shp3 <- shp2[grep("haverford", shp2$NAME, ignore.case = TRUE),]
## Create a matrix holding the long/lat coordinates of the desired new shape;
## one coordinate pair per line makes it easier to visualise the coordinates
my.coord.pairs <- c(
194500,215500,
194500,216500,
195500,216500,
195500,215500,
194500,215500)
my.rows <- length(my.coord.pairs)/2
my.coords <- matrix(my.coord.pairs, nrow = my.rows, ncol = 2, byrow = TRUE)
## The Ordnance Survey-derived SpatialPolygonsDataFrame is rather complex, so
## rather than creating a new one from scratch, copy one row and use this as a
## template for the new polygon. This wouldn't be ideal for complex/multiple new
## polygons but for just one simple polygon it seems to work
newpoly <- shp3[1,]
## Replace the coords of the template polygon with our own coordinates
newpoly@polygons[[1]]@Polygons[[1]]@coords <- my.coords
## Change the name as well
newpoly@data$NAME <- "zzMyPoly" # polygons seem to be plotted in alphabetical
# order so make sure it is plotted last
## The IDs must not be identical otherwise the spRbind call will not work
## so use the spCHFIDs to assign new IDs; it looks like anything sensible will do
newpoly2 <- spChFIDs(newpoly, paste("newid", 1:nrow(newpoly), sep = ""))
## Now we should be able to insert the new polygon into the existing SpatialPolygonsDataFrame
shp4 <- spRbind(shp3, newpoly2)
## We want a visual check of the map with the new polygon but
## ggplot requires a data frame, so use the fortify() function
mydf <- fortify(shp4, region = "NAME")
## Make a distinction between the underlying shapes and the new polygon
## so that we can manually set the colours
mydf$filltype <- ifelse(mydf$id == 'zzMyPoly', "colour1", "colour2")
## Now plot
ggplot(mydf, aes(x = long, y = lat, group = group)) +
geom_polygon(colour = "black", size = 1, aes(fill = mydf$filltype)) +
scale_fill_manual("Test", values = c(alpha("Red", 0.4), "white"), labels = c("a", "b"))
## Visual check, successful, so back to the original problem of finding intersections
overlaid.poly <- 6 # This is the index of the polygon we added
num.of.polys <- length(shp4@polygons)
all.polys <- 1:num.of.polys
all.polys <- all.polys[-overlaid.poly] # Remove the overlaid polygon - no point in comparing to self
all.polys <- all.polys[-1] ## In this case the visual check we did shows that the
## first polygon doesn't intersect overlaid poly, so remove
## Display example intersection for a visual check - note use of SpatialPolygons()
plot(gIntersection(SpatialPolygons(shp4@polygons[3]), SpatialPolygons(shp4@polygons[6])))
## Calculate and print out intersecting area as % total area for each polygon
areas.list <- sapply(all.polys, function(x) {
my.area <- shp4@polygons[[x]]@Polygons[[1]]@area # the OS data contains area
intersected.area <- gArea(gIntersection(SpatialPolygons(shp4@polygons[x]), SpatialPolygons(shp4@polygons[overlaid.poly])))
print(paste(shp4@data$NAME[x], " (poly ", x, ") area = ", round(my.area, 1), ", intersect = ", round(intersected.area, 1), ", intersect % = ", sprintf("%1.1f%%", 100*intersected.area/my.area), sep = ""))
return(intersected.area) # return the intersected area for future use
})
library(scales)
、透明度を機能させるために追加しなければなりません。