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Returns $$F_{fqZ}(t) = fqZ S(t) T(t) K(t)$$ where

  • \(f\) is the feeding rate

  • \(q\) is the human fraction

  • \(Z\) is the density of infectious mosquitoes, per patch

  • \(S(t)\) or F_season is a seasonal pattern

  • \(T(t)\) or F_trend is a trend pattern

  • \(K(t)\) or F_shock is a perturbation

Usage

# S3 method for class 'trivial'
F_fqZ(t, y, xds_obj, s)

Arguments

t

current simulation time

y

state vector

xds_obj

an xds model object

s

the vector species index

Value

a numeric vector of length nPatches