The present study proposes a method for estimating the distribution of
short-duration (e.g., 1 hour) extreme rainfalls at sites where data f
or the time interval of interest do not exist, but rainfall data for l
onger-duration (e.g., 1 day) are available (partially-gaged sites). Th
e proposed method is based on the recently developed ''scale-invarianc
e'' (or ''scaling'') theory. In this study, the scaling concept implie
s that statistical properties of the extreme rainfall processes for di
fferent temporal scales are related to each other by a scale-changing
operator involving only the scale ratio. Further, it is assumed that t
hese hydrologic series possess a simple scaling behaviour. The suggest
ed methodology has been applied to extreme rainfall data from a networ
k of 14 recording raingages in Quebec (Canada). The Generalised Extrem
e Value (GEV) distribution was used to estimate the rainfall quantiles
. Results of the numerical application have indicated that for partial
ly-gaged sites the proposed scaling method is able to provide extreme
rainfall estimates which are comparable with those based on available
at-site rainfall data (C) 1998 Published by Elsevier Science Ltd. All
rights reserved.