# Simulate a dataset from the full individual, nonlinear model
require(popdyn)
T<- 1000
n_pts <- 40
pars = c(Xo = 730, e = 0.5, a = 100, K = 1000, h = 200,
i = 0, Da = .09, Dt = 0, p = 2)
sn <- saddle_node_ibm(pars, times=seq(0,T, length=n_pts))
ibm_critical <- ts(sn$x1,start=sn$time[1], deltat=sn$time[2]-sn$time[1])
plot(ibm_critical, cex.lab=2, cex.axis=2, lwd=1, xlab="time", ylab="pop")
# Stable
pars = c(Xo = 730, e = 0.5, a = 100, K = 1000, h = 200,
i = 0, Da = 0, Dt = 0, p = 2)
sn <- saddle_node_ibm(pars, times=seq(0,T, length=n_pts))
ibm_stable <- ts(sn$x1,start=sn$time[1], deltat=sn$time[2]-sn$time[1])
plot(ibm_critical, cex.lab=2, cex.axis=2, lwd=1, xlab="time", ylab="pop")
lines(ibm_stable)
save(list=c("ibm_critical", "ibm_stable"), file="ibm_sims.Rdat")
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