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Time series of volcanic radiative forcing
To calibrate the radiative forcing parameterization, we compare the estimated
forcing with observations and calculations from more sophisticated
models.
Dutton and Christy (1992) show that monthly clear-sky total solar irradiance
at Mauna Loa, Hawaii, decreased about 5% after the Pinatubo eruption
(June 1991) with a
ten month average of 2.7%. The latter value corresponds to more than
10
clear-sky forcing at the surface (at an elevation of about
3.400 m). Minnis et al. (1993) used ERBE data between
latitude and showed that in August
1991 the reflected shortwave radiation at the top of the atmosphere
increased about 10
.
Hansen et al. (1996) calculated a global and seasonal mean net radiation
forcing of about 4
from the end of 1991 to summer 1992 using a GCM.
Graf et al. (1996) found the strongest
volcanic forcing in summer polar
regions with a magnitude of about 5
, and no forcing at the winter
polar regions performing equilibrium simulations with an
atmosphere-ocean general circulation model (AOGCM).
Realizing such differences even in sophisticated models, we
choose the parameter
to obtain a magnitude of monthly and
northern hemisphere tropical volcanic forcing of 10
following the Pinatubo eruption (1991). This leads
to a forcing of about 5.1
in global average for the last quarter of
1991.
Using the time series of
provided
by Sato (1995) and by Stothers
(1996) and the crude
radiation parameterization given by Lacis et al. (1992)
(equation (1) in
this paper), we get time series of volcanic forcing (in
)
for the same equal area latitude
belts as they are used in Figure 3. These are
presented in Figure 5. Figure 6 shows the
related annual and global
averages. The linear correlation coefficients
of the different forcing time series are listed in Table 6.
Because the parameterization by Lacis et al. (1992) is linear,
the correlations
between the forcings calculated from
series by Sato (1995) and by
Stothers are the same as for the
series itselves and therefore not
explicitely given in Table 6.
Similar to the
series, the volcanic forcing series of Stothers
(1996) and
the approach of this paper
are in better agreement, too, than the series of Stothers (1996)
and Sato (1995)
and our approach compared to the series of Sato (1995).
Changes due to the non-linear radiation parameterization are very weak on the
spatial and temporal scales under consideration. This will change considerably
if one is interested in a more detailed spatial and temporal resolution, as
will be seen in section 4.4.
Next: Long time series of
Up: Calibration and results
Previous: Time series of volcanic
ich
2000-01-20