Cyclic epidemics, population crashes, and irregular eruptions in simulated populations of the mountain pine beetle, Dendroctonus ponderosae
Authored by Christopher Bone, Michael France Nelson, John T Murphy, Mark Altaweel
Date Published: 2018
DOI: 10.1016/j.ecocom.2018.08.006
Sponsors:
United States National Science Foundation (NSF)
Platforms:
Repast
Java
Model Documentation:
Other Narrative
Model Code URLs:
Model code not found
Abstract
The native Mountain Pine Beetle infests numerous native pine species in
North America and can cause extensive mortality when populations enter
an epidemic state. We used an agent based cellular model of coupled
beetle and host tree populations to investigate the effects on long-term
population dynamics of modifying three model components, representing
factors that land managers have varying degrees of control over: number
of host trees, health of host trees, and number of surviving beetle
offspring. Within the parameter space, various behavior types emerged in
the simulations: population crashes, regular endemic/epidemic cycles,
and sporadic cycles. The largest, recurring epidemics occurred in
simulations with dense populations of mostly vigorous trees and
moderately high beetle offspring production. The fewest epidemics
occurred with low beetle reproduction, and low tree population density.
With all other factors held constant, reducing the tree population below
a threshold reduced the proportion of cells experiencing beetle
population epidemics. These results are consistent with field
observations of reduced tree losses to beetle epidemics in thinned
forest stands. The long-term simulations used in this study provide
novel insights not captured by single-epidemic simulations, such as the
fact that it was very difficult to maintain endemic populations for long
periods, and that epidemics tended to be more erratic at higher tree
densities.
Tags
Agent-based model
patterns
Mountain pine beetle
Fire
Consequences
Coleoptera
Stands
Lodgepole pine
Scolytidae
Dendroctonus ponderosae
Cellular model
Defenses