In a previous study, we showed that the cumulative infiltration rate m
easured with a tension disc infiltrometer at one particular tension do
es not provide enough information to estimate van Genuchten's soil-hyd
raulic parameters by numerical inversion of the Richards equation. In
this paper we analyze the possibility of using cumulative infiltration
rates obtained at several consecutive tensions for the purpose of est
imating soil hydraulic parameters, We also investigate whether additio
nal, easily obtainable information improves identifiability of the unk
nown parameters, The study is carried out using numerically generated
data, The uniqueness problem was analyzed by studying the behavior of
response surfaces in the optimized parameter planes, Our parameter est
imation procedure combines the Levenberg-Marquardt nonlinear parameter
optimization method with a quasi three-dimensional numerical model, H
YDRUS-2D, which solves the variably-saturated flow equation, We found
that the combination of multiple tension cumulative infiltration data
with measured values of the initial and final water contents yielded u
nique solutions of the inverse problem for the unknown parameters.