View source: R/fit_growthmodel.R
fit_growthmodel | R Documentation |
Determine maximum growth rates by fitting nonlinear models.
fit_growthmodel( FUN, p, time, y, lower = -Inf, upper = Inf, which = names(p), method = "Marq", transform = c("none", "log"), control = NULL, ... )
FUN |
function of growth model to be fitted. |
p |
named vector of start parameters and initial values of the growth model. |
time |
vector of independent variable. |
y |
vector of dependent variable (concentration of organisms). |
lower |
lower bound of the parameter vector (optional). |
upper |
upper bound of the parameter vector (optional). |
which |
vector of parameter names that are to be fitted. |
method |
character vector specifying the optimization algorithm (see |
transform |
fit model to non-transformed or log-transformed data. |
control |
A list of control parameters for the optimizers. See Details. |
... |
additional parameters passed to the optimizer. |
This function calls modFit
from package FME.
Syntax of control parameters and available options may differ, depending
on the optimizer used, except control=list(trace=...)
that switches
tracing on and off for all methods and is either TRUE
, or FALSE
,
or an integer value like 0, 1, 2, 3, depending on the optimizer.
object with parameters of the fit.
modFit
about constrained fitting of models to data
Other fitting functions:
all_easylinear()
,
all_growthmodels()
,
all_splines()
,
fit_easylinear()
,
fit_spline()
data(bactgrowth) splitted.data <- multisplit(bactgrowth, c("strain", "conc", "replicate")) ## get one element either by index or by name dat <- splitted.data[[1]] dat <- splitted.data[["D:0:1"]] p <- c(y0 = 0.01, mumax = 0.2, K = 0.1) ## unconstraied fitting fit1 <- fit_growthmodel(FUN = grow_logistic, p = p, dat$time, dat$value) coef(fit1) summary(fit1) ## optional box-constraints lower <- c(y0 = 1e-6, mumax = 0, K = 0) upper <- c(y0 = 0.05, mumax = 5, K = 0.5) fit1 <- fit_growthmodel( FUN = grow_logistic, p = p, dat$time, dat$value, lower = lower, upper = upper) plot(fit1, log="y")
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