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Jahresbericht 08 - PMOD/WRC

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Reconstructing the Long Term Spectral Solar Irradiance<br />

Micha Schöll and Werner Schmutz<br />

We present a spectral reconstruction of solar irradiance<br />

back to 1610 utilizing sunspots for short-term<br />

variations and the open magnetic flux for long-term<br />

trend.<br />

Solar irradiance variation is an important forcing component<br />

in climate models as it is known that climate reacts to<br />

changing solar irradiance. As Rozanov et al. (2002) have<br />

shown, the Lyman-α line is of particular importance to<br />

chemical reactions in the upper atmosphere.<br />

To reconstruct past climate, spectra as a function of time<br />

are required. Following the approach of Krivova et al. (2005)<br />

the spectral reconstruction is based on a four component<br />

model with filling factors for the area of quiet sun, sunspots,<br />

faculae and network regions. Wenzler extracts the filling<br />

factors using MDI magnetogram data and images of the<br />

visible sun.<br />

Utilizing the open magnetic flux to reconstruct the longterm<br />

network evolution we obtain spectral irradiance back<br />

to 1610 where the Maunder minimum is below the current<br />

minimum.<br />

The sunspot area and faculae are reconstructed using the<br />

sunspot number. The long-term network is split into active<br />

and passive networks. The active network corresponds to<br />

the active areas on the sun and is hence reconstructed<br />

using the sunspot number. The quiet network is assumed<br />

to correspond to the open magnetic flux with the assumptions<br />

that no open magnetic flux translates to a quiet sun<br />

and that the current quiet network is 14 % in accordance<br />

with Foukal et al. (1991). Using this approach, together with<br />

the active area expansion (see Schöll and Schmutz 2007)<br />

and a modeled spectrum using the COSI code, we obtain<br />

the reconstructed spectrum, with the Lyman-α line (121.5<br />

nm) shown in Figure 1 and 2. Figure 1 is an enlargement of<br />

Figure 2 for the 1992 to 2001 period.<br />

References: Haberreiter M., Krivova N.A., Schmutz W., Wenzler T.,<br />

Reconstruction of the solar UV irradiance back to 1974,<br />

Advances of Space Research 35, 365-369, 2005.<br />

Foukal P., Harvey K., Hill F., Do changes in the photospheric<br />

magnetic network cause the 11 year variation of<br />

total solar irradiance?, ApJ 383, L89-92, 1991.<br />

Krivova N.A., Solanki S.K., Modelling of irradiance<br />

variations through atmosphere models. In: Memorie<br />

della Societa Astronomica Italiana Vol. 76, p. 834, 2005<br />

Schöll M., Schmutz W., Reconstructing the Spectral<br />

Solar Irradiance: The Active Area Expansion.<br />

In: <strong>PMOD</strong>/<strong>WRC</strong> 2007 Annual Report, p. 28, 20<strong>08</strong>.<br />

Rozanov E., Egorova T., Fröhlich C., Haberreiter M.,<br />

Peter T., Schmutz W., Estimation of the ozone and<br />

temperature sensitivity to the variation of spectral solar<br />

flux, In: From Solar Min to Max: Half a Solar Cycle with<br />

SOHO, ESA SP-5<strong>08</strong>, 181-184, 2002.<br />

Irradiance (mW/m 2 /nm)<br />

Figure 1. Reconstructed Lyman-α compared to SOLSTICE. The solid<br />

black line uses the reconstructed filling factors for all regions, while the<br />

dashed line displays the reconstruction using Wenzler’s MDI data and reconstructed<br />

network regions.<br />

Irradiance (mW/m 2 /nm)<br />

10<br />

9<br />

8<br />

7<br />

6<br />

1992 1994 1996 1998<br />

Time (Year AD)<br />

2000<br />

10<br />

9<br />

8<br />

7<br />

6<br />

5<br />

SOLSTICE<br />

������������� ����<br />

SOLSTICE<br />

������������� ����<br />

1700 1800 1900 2000<br />

Time (Year AD)<br />

Figure 2. Reconstructed Lyman-α from 1610 to the present using the<br />

open magnetic flux for the long-term trend network.<br />

29

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