In the last few years, much of the work carried out on DC resistivity has m
ainly concentrated on 2D and 3D techniques for data acquisition and interpr
etation. However, when the resistivity changes are smooth, 1D techniques ca
n be used to interpret the data. In the present paper, we present an automa
tic 1D inversion scheme for DC resistivity sounding. The inversion scheme i
s based on an iterative least squares procedure (ILSQP) with Singular Value
Decomposition (SVD). In order to reinforce the convergence of the inversio
n scheme towards a global minimum, the ILSQP is combined with a logarithmic
parameterization of the unknown model parameters, and splitting of the dat
a set into parts. The data are then inverted stepwise, i.e., starting from
the first data part which corresponds to the smallest electrode spacings. A
s the inversion continues more data parts, corresponding to increasingly la
rger electrode spacings, are included in the inversion until the whole data
set is inverted. In this way, the shallower part of the model becomes well
estimated first, and as the inversion advances and more data parts are inc
luded, the deeper structure is better resolved. The solution of the resisti
vity inverse problem by standard least squares procedure with SVD allows us
to distinguish between well and poorly resolved linear combinations of mod
er parameters. For a given inversion step, the construction of models that
give a better data fit can be done with truncation of eigenvectors belongin
g to the least resolved combinations. Thus, as the iteration process advanc
es those singular values can be activated one by one. This approach has bee
n tested on synthetic data representing some layering that is assumed commo
n in shallow studies. The model studies suggest that there is a strong coup
ling between the resolving power of DC resistivity data and their random er
rors. For high to moderate data quality, the resolution power of the scheme
is generally good, depending upon the degree of complexity of the model. F
or larger error levels, however, there is a loss of resolution. The inversi
on scheme is suitable for fast interpretation of data that are collected in
shallow studies in connection with environmental, hydrogeological and geot
echnical investigations if the lateral changes in the study area are smooth
. The method may also be used as a first interpretation prior to a 2D or 3D
survey. (C) 1999 Elsevier Science B.V. All rights reserved.