This is an implementation of a model for the distribution
of cell volumes that constitutes Equation 7 in the paper listed in the
references. It evaluates volEq7 at a vector of volume
(\(\mu m^3\)) values.
fitFun(par, t = 29, sigma_t = .3*t, V = 1:100)A numeric vector representing a cell volume (\(\mu m^3\)) distribution.
a list of parameter starting values, with elements A,
r (\(\mu m^3/h\)), and sigma_r (\(\mu m^3/h\))
a numeric value representing the average cell cycle time (\(h\))
a numeric value representing the variability in the
average cell cycle time t (\(h\))
a numeric value representing the (vector of) volumes (\(\mu m^3\)) at which the model is to be evaluated
Halter M, Elliott JT, Hubbard JB, Tona A, Plant AL (2009), "Cell Volume Distributions Reveal Cell Growth Rates and Division Times", Journal of Theoretical Biology, Vol 257, pp 124 - 130, DOI: 10.1016/j.jtbi.2008.10.031.
fitVolDist,fitFun