modrosso: The logistic primary growth model using delay and rupture,...

In Ghayabh/bacterial-growth: bacterialgrowth Package

Description

The logistic primary growth model using delay and rupture, developped by Rosso in 1996, describes growth as a function of time.

Usage

modrosso(temp, mumax, lag, log10N0, log10Nmax)

Arguments

temp	time (h)
mumax	maximum growth rate # a number
lag	lag time # a number
log10N0	initial population size # a number
log10Nmax	maximum population size #a number

Details

\begin{equation}f≤ft(t, Θ_{1}\right)=≤ft\{\begin{array}{ll} \ln x_{0} & , t ≤q \operatorname{lag} \\ \ln x_{\max }-\ln ≤ft(1+≤ft(\frac{x_{\max }}{x_{0}}-1\right) \cdot \exp ≤ft(-μ_{\max } \cdot(t-\operatorname{lag})\right)\right) & , t>\operatorname{lag} \end{array}\right.\end{equation}

Value

log10N #a number

Examples

modrosso(temp=seq(0,24,0.5),mumax=0.37,lag=4,log10N0=2,log10Nmax = 5)

Ghayabh/bacterial-growth documentation built on Dec. 31, 2020, 12:04 p.m.