Hi Colleen,

this error was not uncommon and is usually a sign of a numerically problematic or wrongly implemented model. Please use package deSolve, the successor of odesolve, that is more robust and has also a bunch alternative solvers for difficult cases.

I tested your code with deSolve (on R 2.8.0, Windows) and it runs without problems.

Thomas Petzoldt


BTW: your system worked also with odesolve, so my question: which versions (R, odesolve) and operating system are you using?

Colleen Carlson wrote:
Dear list -

Does anyone have any ideas / comments about why I am receiving the following
warning when I run lsoda:

1:  lsoda--  at t (=r1), too much accuracy requested in: lsoda(start, times,
model, parms)
2:       for precision of machine..  see tolsf (=r2) in: lsoda(start, times,
model, parms)

I have tried changing both rtol and atol but without success.  I saw the
thread in the R-archive of 11 June 2004 but this has not helped me.

I have built the model in stages and the problem only occurs when the
exponent beta in the third DE is anything other than 0 or 1.  If beta = 0 or
1 then the solver gives me perfectly justifiable results.  Just changing
beta to 0.9 or similar causes the problem.

I am still new to R so I am unsure if it is my programming or my
understanding of the way lsoda works.

Any comments or input would be welcome.

Many thanks

Colleen

___________

My code is:

library(odesolve)

SI <- 80

model <- function(t, x, parms) {

            H  <- x[1]

            BA <- x[2]

            N  <- x[3]

with(as.list(parms), {

            dHdt <- (b/c)*(((a**c)*((H)**(1-c))-H))

            dBAdt <- -(BA*b)*(c0+(c1*SI)-log(BA))/(log(1-((H/a)**c)))

            dNdt <-  N*alpha*(((log(1-((H/a)**c)))/b)**beta) - (gamma*BA)

            list(c(dHdt, dBAdt, dNdt))

            })

            }

times <- seq(0, 40, 1)

parms <- c(a=(SI*1.258621)-1.32759, b=0.1, c=0.4, c0=4.6012, c1=0.013597,
alpha=0.0005, beta=0.5,  gamma=0.01)

start <- c(H=0.1, BA=0.1, N=600)

out <- as.data.frame(lsoda(start, times, model, parms))


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--
Thomas Petzoldt
Technische Universitaet Dresden
Institut fuer Hydrobiologie        [EMAIL PROTECTED]
01062 Dresden                      http://tu-dresden.de/hydrobiologie/
GERMANY

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