Ap. Gutierrez et al., A PHYSIOLOGICALLY-BASED TRITROPHIC PERSPECTIVE ON BOTTOM-UP-TOP-DOWN REGULATION OF POPULATIONS, Ecology, 75(8), 1994, pp. 2227-2242
A general tritrophic model of intermediate complexity representing the
dynamics of trophic level biomass and numbers is presented. The rudim
ents of the behavior and physiology of resource acquisition and conver
sion are incorporated as functional and numerical response models. The
tritrophic model is used to examine the effects of trophic position o
n bottom-up-top-down regulation of populations in theory and in practi
ce. The zero growth isoclines of the interacting populations are used
to examine the dynamics of the tritrophic system. The herbivore (M(2))
and predator (M(3)) but not the plant (M(1)) isoclines can be solved
explicitly. The plant and herbivore isoclines have two forms that depe
nd on whether the proportion of the trophic level available to its con
sumer (i.e., its apparency) is greater than or less than its potential
per unit biomass population growth rate. Rough estimates of the param
eters of these inequalities may be deduced from our knowledge of the s
earch biology of the species and known size to growth rate relationshi
ps. The model shows clearly that bottom-up regulation sets the upper l
imit for trophic-level growth and top-down regulation determines the l
evel of realized growth. The model explains the paradoxes of enrichmen
t and of biological control that arise from the standard Lotka-Volterr
a models, and its qualitative predictions compare well to the general
conclusions of intensive studies on biological control of the cassava
mealybug on cassava by an exotic parasitoid. However, discrepancies th
at were found caution against unconsidered extrapolation of theoretica
l predictions to specific situations. The model qualitatively defines
the dynamics required of a successful weed biological control agent, o
f a stable fresh water algal-arthropod herbivore-vertebrate predator s
ystem, and of a marine phytoplankton-krill-whale system. The utility o
f the model is its generality and its basis in quantifiable biology.