#' Model an index of recreation based roughly on Karl's approach
#'
#' This function models an indicator of recreational opportunity spectrum
#' @param lcm Raster of land cover classes as integer
#' @param dem Digital elevation model raster
#' @param protect Raster of protected areas as binary
#' @param access Raster of road and track network
#' @param huts Raster of hut locations or other minor attractants and their impact score
#' @param touristspot Raster of major tourism attractants and their impact score
#' @param agfactor Value for aggregation of raster in calculation recommend 50
#' @param aesrecl Matrix for reclassification of aesthetic values on lcdb
#' @param viewrecl Matrix for reclassification of view distance on lcdb
#' @return Raster layer of modelled recreational opportunity
#' @export
nzes.recreationGrigulis<- function(lcm,
dem,
protect,
access,
huts,
touristspot,
agfactor,
aesrecl,
viewrecl){
# Do zonal statistics
# Function for buffering a circle
drawImage <- function(mat, center, radius) {
grid <- mat
x.index <- round(center + radius * cos(seq(0, 2 * pi,
length = 3600)))
y.index <- round(center + radius * sin(seq(0, 2 * pi,
length = 3600)))
xyg <- data.frame(xind = round(center + radius * cos(seq(0,
2 * pi, length = 3600))), yind = round(center + radius *
sin(seq(0, 2 * pi, length = 3600))))
for (i in seq(x.index)) {
fg <- range(xyg$yind[which(xyg$xind == xyg$xind[i])])
grid[xyg$xind[i], fg[1]:fg[2]] <- 1
}
grid
}
# https://stackoverflow.com/questions/21841387/r-code-that-evaluates-line-of-sight-los-between-two-lat-lon-points
cansee <- function(r, xy1, xy2, h1=0, h2=0){
### can xy1 see xy2 on DEM r?
### r is a DEM in same x,y, z units
### xy1 and xy2 are 2-length vectors of x,y coords
### h1 and h2 are extra height offsets
### (eg top of mast, observer on a ladder etc)
xyz = rasterprofile(r, xy1, xy2)
np = nrow(xyz)-1
h1 = xyz$z[1] + h1
h2 = xyz$z[np] + h2
hpath = h1 + (0:np)*(h2-h1)/np
return(!any(hpath < xyz$z))
}
viewTo <- function(r, xy, xy2, h1=0, h2=0, progress="none"){
## xy2 is a matrix of x,y coords (not a data frame)
#require(plyr)
plyr::aaply(xy2, 1, function(d){cansee(r,xy,d,h1,h2)}, .progress=progress)
}
rasterprofile <- function(r, xy1, xy2){
### sample a raster along a straight line between two points
### try to match the sampling size to the raster resolution
dx = sqrt( (xy1[1]-xy2[1])^2 + (xy1[2]-xy2[2])^2 )
nsteps = 1 + round(dx/ min(res(r)))
xc = xy1[1] + (0:nsteps) * (xy2[1]-xy1[1])/nsteps
yc = xy1[2] + (0:nsteps) * (xy2[2]-xy1[2])/nsteps
data.frame(x=xc, y=yc, z=r[cellFromXY(r,cbind(xc,yc))])
}
#### 1. Viewshed on aggregated raster ####
dem2<- raster::aggregate(dem, agfactor,mean)
dem3<- raster::rasterToPoints(dem2)
dem4<-as.data.frame(dem3)
dem4[,4]<-NA
for(i in 1:length(dem4[,4])){
dem4[i,4]<-
sum(viewTo(dem2, dem3[i,1:2], dem3[,1:2], 2, 0),na.rm=T)/
(length(dem3[,1])-1)
}
dem5<- raster::rasterize(dem4[,1:2], dem2, dem4[,4] )
dem5<- raster::disaggregate(dem5, agfactor)
dem5<-raster::resample(dem5, lcm)
# add reduced viewshed in trees
dem4<- raster::reclassify(lcm, viewrecl)
dem4<-dem4/length(dem3[,1])
dem5 <- min(raster::stack(dem4, dem5),na.rm=T)
#### 2. Aesthetic values ####
beauty<- raster::reclassify(lcm, aesrecl)
#### 3. Distance from huts etc ####
# Get size of one pixel in km
ar<-raster::area(lcm)
ar<-sqrt(raster::cellStats(ar,mean))
# ar in m
ar<- ar*1000
# find number of pixels in 500m each side
pd<-ceiling(500*2/ar)
if(pd<2){
huts<-huts
}else{
ndist<- drawImage(matrix(0,pd, pd), ceiling(pd/2), floor(pd/2))
huts<- raster::focal(huts,
ndist,
max,
na.rm=TRUE,
pad = TRUE,
padValue = NA)
}
huts[huts>1]<-1
#### 4. LATER - Distance from water? ####
#### 5. Rescale touristspot ####
touristspot<-touristspot/raster::cellStats(touristspot,max)
touristspot[is.na(touristspot)]<-0
protect[is.na(protect)]<-0
#### 5. Combine all ####
ot<- (1+huts) * beauty *
dem5 * access * (1+touristspot) *
(1+protect )
# send output raster
ot
}
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