library(aqp)
# simulate some data, IDs are 1:20
d <- lapply(1:20, random_profile)
d <- do.call('rbind', d)
# init SoilProfileCollection object
depths(d) <- id ~ top + bottom
head(horizons(d))
# generate single slice at 10 cm
# output is a SoilProfileCollection object
s <- dice(d, fm = 10 ~ name + p1 + p2 + p3)
# generate single slice at 10 cm, output data.frame
s <- dice(d, 10 ~ name + p1 + p2 + p3, SPC = FALSE)
# generate integer slices from 0 - 26 cm
# note that slices are specified by default as "top-down"
# result is a SoilProfileCollection
# e.g. the lower depth will always by top + 1
s <- dice(d, fm = 0:25 ~ name + p1 + p2 + p3)
par(mar=c(0,1,0,1))
plotSPC(s)
# generate slices from 0 - 11 cm, for all variables
s <- dice(d, fm = 0:10 ~ .)
print(s)
# compute percent missing, for each slice,
# if all vars are missing, then NA is returned
d$p1[1:10] <- NA
s <- dice(d, 10 ~ ., SPC = FALSE, pctMissing = TRUE)
head(s)
if (FALSE) {
##
## check sliced data
##
# test that mean of 1 cm slices property is equal to the
# hz-thickness weighted mean value of that property
data(sp1)
depths(sp1) <- id ~ top + bottom
# get the first profile
sp1.sub <- sp1[which(profile_id(sp1) == 'P009'), ]
# compute hz-thickness wt. mean
hz.wt.mean <- with(
horizons(sp1.sub),
sum((bottom - top) * prop) / sum(bottom - top)
)
# hopefully the same value, calculated via slice()
s <- dice(sp1.sub, fm = 0:max(sp1.sub) ~ prop)
hz.slice.mean <- mean(s$prop, na.rm = TRUE)
# they are the same
all.equal(hz.slice.mean, hz.wt.mean)
}
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