The familiar chain-dependent-process stochastic model of daily precipi
tation, consisting of a two-state, first-order Markov chain for occurr
ences and a mixed exponential distribution for nonzero amounts, is ext
ended to simultaneous simulation at multiple locations by driving a co
llection of individual models with serially independent but spatially
correlated random numbers. The procedure is illustrated for a network
of 25 locations in New York state, with interstation separations rangi
ng approximately from 10 to 500 km. The resulting process reasonably r
eproduces various aspects of the joint distribution of daily precipita
tion observations at the modeled locations. The mixed exponential dist
ributions, in addition to providing substantially better fits than the
more conventional gamma distributions, are convenient for representin
g the tendency for smaller amounts at locations near the edges of wet
areas. Means, variances, and interstation correlations of monthly prec
ipitation totals an also well reproduced. In addition, the use of mixe
d exponential rather than gamma distributions yields interannual varia
bility in the synthetic series that is much closer to the observed. (C
) 1998 Elsevier Science B.V. All rights reserved.