Abstract
Master equation theory applied to the redistribution of polarized radiation in the weak radiation field limit
Highlights
This equation is in excellent agreement as for the Racah algebra with Eq (30) of Casini et al (2014)
(2014), because these coefficients all result from matrix diagonalization, performed in one step (FS + HFS) in Casini et al (2014) and in two steps (FS and HFS) in our case
A similar coefficient is visible in Eq (3.58) of Landi Degl’Innocenti & Landolfi (2004)
Summary
Key words. atomic processes – line: formation – line: profiles – magnetic fields – polarization – errata, addenda. Atomic processes – line: formation – line: profiles – magnetic fields – polarization – errata, addenda. (A.1) and (A.6) of Bommier (2017). A sign factor was lacking in the expressions of the redistribution matrix in the case of incomplete Paschen-Back effect, Eqs. This sign factor is unity in the absence of incomplete Paschen-Back effect. A (2I + 1) denominator was missing in Eqs. (A6) and (40), and some typos occurred in Eq (A.6).
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