Description Usage Arguments Details Value Author(s) References See Also Examples
Evaluate fishing mortality rates F_{t,a} from numbers at age N_{t,a} with an assumed natural mortality rate M.
1 | n2f(Nmat, M=0.2)
|
Nmat |
Numbers-at-age matrix, possibly with dimnames of years and ages. |
M |
Natural mortality rate, constant. |
Calculated from N_{t+1,a+1}=N_{t,a}\exp(-Z), where Z=F+M.
A matrix of F_{t,a} one row and one column shorter than
Nmat
.
Sigurður Þór Jónsson
Stefánsson, G. 1994. Undirstöðuatriði stærðfræðilegrar fiskifræði. Útg. 4.4.11/4/94, 60p.
pope
is a simple assessment model to estimate stock
size.
hafroAssmt-package
gives an overview of the package.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 | # Prepare a matrix of catch-at-age from the data.frame 'catage'
catageMat <- tapply(catage$ObsCno, list(catage$year,catage$age), sum)
# Supply a vector of survivors
surv <- c(33845, 31405, 12389, 4199, 5001, 5306, 1141, 2179, 1244, 629,
213, 111)
# Estimate numbers
Nmat <- pope(catageMat, surv)
# Time series of numbers-at-youngest-age
Nmat[,1]
# Estimate fishing mortalities
Fmat <- n2f(Nmat)
# Arithmetic mean F for a reference age range
# Note matrices have named dimensions
apply(Fmat[,colnames(Fmat) %in% 4:9], 1, mean)
|
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.