Environmental Engineering Reference
In-Depth Information
Ultimately, decisions about what sort of model to apply
in any given situation depends on the problem at hand,
including the relative weight placed on model tractabil-
ity versus model realism. Is the goal to generate specific
prediction? Or is it to demonstrate the potential role of
hitherto unexplored factors? Finding the appropriate bal-
ance between tractability and realism is a major challenge
for all modellers, but again, there is no right answer.
In this chapter we presented a spatial model of drift
by invertebrate larvae in streams. From this example we
draw several key points. First, the drift of invertebrates
in streams has been the focus of a considerable amount
of research yet is empirically challenging (e.g. the diffi-
culty of tracking individual larvae, etc.). Using a relatively
simple spatial model we show how such a model can
produce quite complex and unexpected outcomes when
applied to the drift phenomenon. At the same time, the
model presented a possible solution to some puzzling dis-
crepancies in drift distances observed in several previous
empirical studies.
The recent interest in spatial patterns and processes
in ecology has resulted in the development of a wealth
of theory on spatial ecology. However, empirical test-
ing of this theory has not proceeded as quickly; in part
because of inherent problems in experimental design and
analysis at extended spatial scales, but also because some
of this spatial theory has not been framed in an obvi-
ously testable manner. We encourage a greater discourse
between modellers and empirical researchers in resolving
these issues.
Audrey, C., Gilles, P., John, D.T. et al . (2009) The rise of research
on futures in ecology: rebalancing scenarios and predictions.
Ecology Letters , 12 , 1277-86.
Bascompte, J. (2003) Extinction thresholds: insights from simple
models. Annales Zoologies Fennici , 40 , 99-114.
Beck, M.W. (1997) Inference and generality in ecology: current
problems and an experimental solution. Oikos , 78 , 265-73.
Benda, L.E., Poff, N.L., Tague, C. et al . (2002) How to avoid train
wrecks when using science in environmental problem solving.
BioScience , 52 , 1127-36.
Beyers, D.W. (1998) Causal inference in environmental impact
studies. Journal of the North American Benthological Society , 17 ,
367-73.
Bithell M., Brasington J. and Richards K. (2008) Discrete-element,
individual-based and agent-based models: tools for interdisci-
plinary enquiry in geography? Geoforum , 39 , 625-42.
Bolker B.M., Brooks M.E., Clark C.J. et al . (2009) Generalized
linear mixedmodels: a practical guide for ecology and evolution.
Trends in Ecology and Evolution , 24 , 127-35.
Bond N.R., Perry G.L.W. and Downes B.J. (2000) Dispersal of
organisms in a patchy stream environment under different
settlement scenarios. Journal of Animal Ecology , 69 , 608-20.
Brittain J.E. and Eikekland T.J. (1988) Invertebrate drift - a review.
Hydrobiologia , 166 , 77-93.
Carling P.A. (1992) In-streamHydraulics and Sediment Transport,
in The Rivers Handbook (eds P. Calow and G.E. Petts), Blackwell,
Oxford, pp. 101-25.
Carpenter S.R. (1996) Microcosm experiments have limited rel-
evance for community and ecosystem ecology. Ecology , 77,
677-680.
Carpenter S.R. (2003) The need for fast-and-frugal models, in
Models in Ecosystem Science (eds C.D. Canham, J.J. Cole and
W.K. Lauenroth), Princeton University Press, Princeton NJ,
pp. 455-60.
Ciborowski J.J.H. (1983) Downstream and lateral transport of
nymphs of two mayfly species (Ephemeroptera). Canadian
Journal of Fisheries and Aquatic Sciences , 40 , 2025-9.
Clark, J.S., Fastie, C., Hurtt, G. et al . (1998) Reid's paradox of
rapid plant migration: dispersal theory and interpretation of
paleoecological records. BioScience , 48 , 13-24.
Cressie, N., Calder, C.A., Clark, J.S. et al . (2009) Accounting for
uncertainty in ecological analysis: the strengths and limitations
of hierarchical statistical modeling. Ecological Applications , 19 ,
553-70.
DeAngelis, D.L. and Mooij, W.M. (2005) Individual-based mod-
eling of ecological and evolutionary processes. Annual Review of
Ecology and Systematics , 36 , 147-68.
Dieckman, U., Law, R. and Metz, J.A.J. (eds) (2000) The Geom-
etry of Ecological Interactions: Simplifying Spatial Complexity ,
Cambridge University Press, Cambridge.
Dowling, D. (1999) Experimenting on theories. Science in Context ,
12 , 261-73.
Downes, B.J. and Keough, M.J. (1998) Scaling of colonization
processes in streams: parallels and lessons from marine hard
substrata. Australian Journal of Ecology , 23 , 8-26.
Downs, P.W. and Kondolf, G.M. (2002) Post-project appraisals
in adaptive management of river channel restoration. Environ-
mental Management , 29 , 477-96.
13.6 Acknowledgements
Ralph Mac Nally is thanked for useful comments on an
earlier draft of this chapter.
References
Agrawal, A.A., Ackerly, D.D., Adler, F. et al . (2007) Filling key gaps
in population and community ecology. Frontiers in Ecology and
Environment , 5 , 145-52.
Ahearn, S.C., Smith, J.L.D., Joshi, A.R. and Ding, J. (2001)
TIGMOD: an individual-based spatially explicitmodel for simu-
lating tiger/human interaction in multiple use forests. Ecological
Modelling , 140 , 81-97.
Allan, J.D. (1995) Stream Ecology: Structure and Function of Run-
ning Waters , Chapman & Hall, London.
Andow, D.A., Kareiva, P.M., Levin, S.A. and Okubo, A. (1990)
Spread of invading organisms. Landscape Ecology , 4 , 177-88.
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