The multiexponential inversion program UPEN by the authors [J. Magn. Reson.
1998; 132, 65-77; Ibid. 2000;147:273-85] employs negative feedback to a re
gularization penalty to implement variable smoothing when both sharp and br
oad features appear on a single distribution of relaxation times. This allo
ws a good fit to relaxation data that correspond to a sum of decaying expon
entials plus random noise, but it usually does not give a good fit to data
that are distorted by systematic errors from instrument problems, which can
cause erroneous "resolution" or erroneous non-resolution of peaks. UPEN pr
ovides a series of diagnostic parameters to help identify such data problem
s that can lead to interpretation errors, and, in particular, to warn when
a close call on the resolution or non-resolution of nearby peaks might be q
uestionable. Examples are given from a series of T-2 data sets from desicca
ted bone samples, with examples where the presence of two peaks is required
by good data, examples where the presence of two peaks is negated by good
data, and examples where the resolution or non-resolution of peaks cannot b
e trusted because of instrumental distortions revealed by UPEN diagnostic p
arameters. It is suggested that processing relaxation data with UPEN in nea
rly real time could permit retaking data while a sample is still available
if the diagnostic parameters show instrumental problems. (C) 2001 Elsevier
Science Inc. All rights reserved.