PhenoDeriv <-
function(
x,
formula=NULL,
uncert=FALSE,
params=NULL,
breaks,
...
) {
if (all(is.na(x))) return(c(sos=NA, eos=NA, los=NA, pop=NA, mgs=NA, rsp=NA, rau=NA, peak=NA, msp=NA, mau=NA))
n <- index(x)[length(x)]
avg <- mean(x, na.rm=TRUE)
x2 <- na.omit(x)
# avg2 <- mean(x2[x2 > min.mean], na.rm=TRUE)
peak <- max(x, na.rm=TRUE)
mn <- min(x, na.rm=TRUE)
ampl <- peak - mn
# get peak of season position
pop <- median(index(x)[which(x == max(x, na.rm=TRUE))])
# return NA if amplitude is too low or time series has too many NA values
# if (!calc.pheno) {
# if (avg < min.mean) { # return for all metrics NA if mean is too low
# return(c(sos=NA, eos=NA, los=NA, pop=NA, mgs=NA, rsp=NA, rau=NA, peak=NA, msp=NA, mau=NA))
# } else { # return at least annual average if annual mean > min.mean
# return(c(sos=NA, eos=NA, los=NA, pop=pop, mgs=avg2, rsp=NA, rau=NA, peak=peak, msp=NA, mau=NA))
# }
# }
# calculate derivative
xd <- c(NA, diff(x))
# get SOS and EOS
soseos <- index(x)
rsp <- max(xd, na.rm=TRUE)
rau <- min(xd, na.rm=TRUE)
sos <- median(soseos[xd == rsp], na.rm=TRUE)
eos <- median(soseos[xd == rau], na.rm=TRUE)
los <- eos - sos
los[los < 0] <- n + (eos[los < 0] - sos[los < 0])
# get MGS
if (sos < eos) {
mgs <- mean(x[index(x) %in% sos:eos], na.rm=TRUE)
} else {
cut1 <- as.vector(window(x, end=eos))
cut2 <- as.vector(window(x, start=sos))
mgs <- mean(c(cut1, cut2), na.rm=TRUE)
}
# get MSP, MAU
msp <- mau <- NA
if (!is.na(sos)) {
id <- (sos-10):(sos+10)
id <- id[(id > 0) & (id < n)]
msp <- mean(x[which(index(x) %in% id==TRUE)], na.rm=TRUE)
}
if (!is.na(eos)) {
id <- (eos-10):(eos+10)
id <- id[(id > 0) & (id < n)]
mau <- mean(x[which(index(x) %in% id==TRUE)], na.rm=TRUE)
}
metrics <- c(sos=sos, eos=eos, los=los, pop=pop, mgs=mgs, rsp=rsp, rau=rau, peak=peak, msp=msp, mau=mau)
# if (plot) {
# PlotPhenCycle(x, metrics=metrics, ...)
# }
return(metrics)
### The function returns a vector with SOS, EOS, LOS, POP, MGS, RSP, RAU, PEAK, MSP and MAU. }
}
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