The analytical solution to the problem of transient drainage without replen
ishment for a two-layered soil, by applying Girinsky's potential, has been
presented. The effect of various parameters on drainage has been evaluated,
and a set of relationships has been developed that may help in the design
of drainage in layered soils. The proposed analytical solutions have been e
xperimentally investigated on a vertical Hele-Shaw model in which the two-l
ayered soil conditions were simulated. The comparison of results of propose
d analytical solutions with the experimentally observed ones in the Hele-Sh
aw model showed that the experimentally observed and predicted midpoint wat
er tables were found to be in good agreement for the entire duration of the
experiment. The proposed theoretical model may be utilized for transient d
esign of a drainage system in a two-layered soil.