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Analysis and Interpretation of Astronomical Spectra 34
Hβ
Kr(λI) ε Ori, Alnilam B0 Iab HHαα
Hβ I / Ic = I / Ic
Ps(λ)
α Cma, Sirius A1V
ζ Leo, Adhafera F0 III
Sun G2V
Consequences and benefits of a radiometric profile correction with a synthetic continuum
This procedure provides not a true correction of the attenuation influences
, , . With the direct transformation of the intensity profile from
to , the pseudo continuum is just scaled up to the level of the synthetic and
therefore unreddened model star, and not to the original profile of the observed
ject . Thus, the attenuating effects are simply bypassed here and just a “synthetic”,
rough approximation to the original profile is reached this way. Therefore fluctua-
tions of the continuum radiation cannot be measured in such a profile.
Since complies now very roughly to the original profile , also the relative in-
tensities of the absorption lines correspond approximately with those in the original
profile. For emission lines , generated independently from the continuum, this applies
just as a rough approximation (sect. 8.8).
The original relative relationship between two absorption-intensities and ,
which are measured directly and independently of the continuum level, can be estimated
here {7i}, {7j}. For emission line intensities and this applies just as a rough
approximation.
However it must generally be kept in mind that between different stars, even of the very
same spectral class, considerable differences in the continuum course may occur. This
effect can be significantly enhanced by a strongly different metallicity and/or rotation ve-
locity ( s ). This method does not yet allow any calibration of the intensity axis in
physical units!

