Calculates the diffusion rate \(D_i(w)\) (grams^2/year) for each species. This is the rate at which the abundance density is diffused along the size axis due to the variability in prey sizes. This is the diffusion term from the jump-growth equation.
Usage
getDiffusion(
params,
n = initialN(params),
n_pp = initialNResource(params),
n_other = initialNOther(params),
t = 0,
...
)Arguments
- params
A MizerParams object
- n
A matrix of species abundances (species x size). Defaults to the initial abundances in
params.- n_pp
A vector of the resource abundance by size. Defaults to the initial resource abundances in
params.- n_other
A list of abundances for other dynamical components.
- t
The time for which to do the calculation.
- ...
Unused
References
Datta, S., Delius, G. W. and Law, R. (2010). A jump-growth model for predator-prey dynamics: derivation and application to marine ecosystems. Bulletin of Mathematical Biology, 72(6):1361–1382
See also
Other rate functions:
getEGrowth(),
getERepro(),
getEReproAndGrowth(),
getEncounter(),
getFMort(),
getFMortGear(),
getFeedingLevel(),
getFlux(),
getMort(),
getPredMort(),
getPredRate(),
getRDD(),
getRDI(),
getRates(),
getResourceMort()
