Parametric least squares collocation was used in order to study the detecti
on of systematic errors of satellite gradiometer data. For this purpose, si
mulated data sets with a priori known systematic errors were produced using
ground gravity data in the very smooth gravity field of the Canadian plain
s. Experiments carried out at different satellite altitudes showed that the
recovery of bias parameters from the gradiometer "measurements" is possibl
e with high accuracy, especially in the case of crossing tracks. The mean v
alue of the differences (original minus estimated bias parameters) was rela
tively large compared to the standard deviation of the corresponding second
-order derivative component at the corresponding height. This mean value al
most vanished when gravity data at ground level were combined with the seco
nd-order derivative data set at satellite altitude. In the case of simultan
eous estimation of bias and tilt parameters from partial derivative(2)T/par
tial derivative z(2) "measurements", the recovery of both parameters agreed
very well with the collocation error estimation.