Goal: I want to obtain regression (ggplot curves and model parameters) for growth curves with multiple treatments.
I have data for bacterial cultures C={a,b,c,d} growing on nutrient sources N={x,y}.
Their idealized growth curves (measuring turbidity of cell culture every hour) look something like this:
There are 8 different curves to obtain coefficients and curves for. How can I do it in one go for my data frame, feeding the different treatments as different groups for the nonlinear regression?
Thanks!!!
This question is similar to an unanswered question posted here.
(sourcecode for idealized data, sorry it's not elegant as I'm not a computer scientist):
a<-1:20
a[1]<-0.01
for(i in c(1:19)){
a[i+1]<-1.3*a[i]*(1-a[i])
}
b<-1:20
b[1]<-0.01
for(i in c(1:19)){
b[i+1]<-1.4*b[i]*(1-b[i])
}
c<-1:20
c[1]<-0.01
for(i in c(1:19)){
c[i+1]<-1.5*c[i]*(1-c[i])
}
d<-1:20
d[1]<-0.01
for(i in c(1:19)){
d[i+1]<-1.6*d[i]*(1-d[i])
}
sub.data<-cbind(a,b,c,d)
require(reshape2)
data<-melt(sub.data, value.name = "OD600")
data$nutrition<-rep(c("x", "y"), each=5, times=4)
colnames(data)[1:2]<-c("Time", "Culture")
ggplot(data, aes(x = Time, y = OD600, color = Culture, group=nutrition)) +
theme_bw() + xlab("Time/hr") + ylab("OD600") +
geom_point() + facet_wrap(~nutrition, scales = "free")