A qualitative discussion is presented on the concept of a representati
ve elementary area (REA) proposed by Wood et al. (1988). Their work re
presents a systematic effort of looking at spatial variability as func
tions of scale, and over the past few years has stimulated new thought
s and research findings. However, it is argued here that the REA conce
pt has limited utility in catchment hydrology for the following reason
s. Firstly, the method of finding the REA using distributed modelling
appears flawed. In estimating local runoff, point-process models are a
pplied to elements of 30 x 30 m(2) or larger, but the effect of this p
articular upscaling on the calculated REA has not been addressed. This
causes the REA to be relative to the resolution of the modelling. Sec
ondly, an REA does not seem to exist in a natural environment because
of its relativeness in the presence of multi-scale heterogeneity and i
ts dependence on individual storm events. Based on the above arguments
and following a discussion of the hydrological implications of REA, i
t is pointed out that the REA does not provide a definite and robust m
easure of the inherent spatial variability in runoff and that its util
ity in formulating large-scale hydrology is not as clear as it was fir
st envisioned.