The errors in the first-guess (forecast field) of an analysis system v
ary from day to day, but, as in all current operational data assimilat
ion systems, forecast error covariances are assumed to be constant in
time in the NCEP operational three-dimensional variational analysis sy
stem (known as a spectral statistical interpolation or SSI). This stud
y focuses on the impact of modifying the error statistics by including
effects of the ''errors of the day'' on the analysis system. An estim
ate of forecast uncertainty, as defined from the bred growing vectors
of the NCEP operational global ensemble forecast, is applied in the NC
EP operational SSI analysis system. The growing vectors are used to es
timate the spatially and temporally varying degree of uncertainty in t
he first-guess forecasts used in the analysis. The measure of uncertai
nty is defined by a ratio of the local amplitude of the growing vector
s, relative to a background amplitude measure over a large area. This
ratio is used in the SSI system for adjusting the observational error
term (giving more weight to observations in regions of larger forecast
errors). Preliminary experiments with the low-resolution global syste
m show positive impact of this virtually cost-free method on the quali
ty of the analysis and medium-range weather forecasts, encouraging fur
ther tests for operational use. The results of a 45-day parallel run,
and a discussion of other methods to take advantage of the knowledge o
f the day-to-day variation in forecast uncertainties provided by the N
CEP ensemble forecast system, are also presented in the paper.