When finding the relative spectral energy distribution we choose the V band as the basic one since there is a maximal data completeness in it (the V band light curve transformed to fluxes is shown in Fig. 4).
Figure 5 demonstrates the comparison of
the fluxes in the optical region for the whole data base.
It is
evident that all points at corresponding graphs lie on straight
lines quite well. This is confirmed by
the correlation coefficients (Col. 3 in Table 2)
which are very close to 1 in all four cases. (The first
two columns of the table contain the band name and corresponding
value of
.) The slopes of the lines give the ratios of
energy radiated by variable source in U, B, R and I bands
to that of V band.
Figure 6 represents the dependences of fluxes at the
1550 (triangles) and
2550 (open circles) on the
flux in the V band. They follow the straight lines
sufficiently well. These graphs allows us to widen the relative spectral
energy distribution to UV.
The comparison of IR fluxes with the flux in the V band is shown in Figs. 7a-c. Here the scatter is much larger than in Figs. 5, 6. Nevertheless in all cases one can try to represent the dependence by single straight line (solid lines in Figs. 7a-c).
The slopes of the lines in Figs. 5-7 give the mean
relative spectral energy distribution of the variable component (assumed to
be unchanged) in the whole range from to
K found in the two-component model. This distribution is
given in the fourth column of Table 2 and in logarithmic scale
in the fifth one. The data of latter column are shown in Fig. 8
(open circles with error bars).
In optical-UV region the relative spectral energy distribution
is well represented by
the straight line with the slope which gives the spectral index .
One can see however that IR points lie below this line.
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