maturity_j
Gets maturity as function of length for type M acceleration
Contents
Syntax
[H, a, info] = maturity_j (L, f, p)
Description
Life history events b (birth), j (and of acceleration), p (puberty). Acceleration between b and j. Calculates the scaled maturity U_H = M_H/ {J_EAm} = E_H/ {p_Am} at constant food density in the case of acceleration between UHb and UHj with UHb < UHj < UHp
Input
- L: n-vector with length
- f: scalar with (constant) scaled functional response
- p: 10-vector with parameters: kap kapR g kJ kM LT v Hb Hj Hp
Output
- H: n-vector with scaled maturities: H = M_H/ {J_EAm} = E_H/ {p_Am}
- a: n-vector with ages at which lengths are reached
- info: scalar for 1 for success, 0 otherwise
Remarks
See maturity in absence of acceleration and maturity_s if accleration is delayed
Example of use
[H, a, info] = maturity_j(.4, 1, [.8,.95, .2, .002, .01, 0, .02, .2, .4, 2])