Description Usage Arguments Details Value Examples
The primary predictive model developped by Buchanan in 1918, to predict microbial behavior in food environments.
1 | modBuchanan(temp, log10N0, log10Nmax, mumax, lag)
|
temp |
time vector |
log10N0 |
Initial population density #a number |
log10Nmax |
maximum population density # a number |
mumax |
maximum growth rate # a number |
lag |
lag time # a number |
\begin{equation}\operatorname{Ln}[N(t)]=\ln ≤ft(N_{0}\right) \quad \text { si } t ≤q λ\end{equation}
\begin{equation} \operatorname{Ln}[N(t)]=\ln ≤ft(N_{0}\right)-μ(t-λ) \quad \text { si } t>λ \end{e\begin{equation} \operatorname{Ln}[N(t)]=\ln ≤ft(N_{\max }\right) \quad \operatorname{si} N(t) ≥q N_{\max } \end{equation}quation}
LOG10N
1 2 | temp<-seq(0,48,0.5)
modBuchanan(temp,1,9,0.5,4)
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