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The Hanle effect of the coronal L α line of hydrogen: Theoretical investigation

Identifieur interne : 001951 ( Istex/Corpus ); précédent : 001950; suivant : 001952

The Hanle effect of the coronal L α line of hydrogen: Theoretical investigation

Auteurs : V. Bommier ; S. Sahal-Bréchot

Source :

RBID : ISTEX:F60B0C63CDA18A5106A2FDA247513B6F1E92F333

Abstract

Abstract: This paper is devoted to a computation of the effect of a magnetic field on the linear polarization of the coronal Lα line of hydrogen. Recent works (Gabriel et al., 1971) have shown that the linear polarization of this line is due to resonant scattering of the incident chromospheric Lα line. The Hanle effect is the modification of this linear polarization, due to the magnetic field. After having briefly recalled the main features of this effect and the conditions of the coronal Lα line formation, we present the theoretical formalism to be used for Hanle effect computations. The effect of the hyperfine structure of the line is included. Then the results of our computations are given in terms of linear polarization as a function of the magnetic field. We get that the effect of the hyperfine structure on these results is negligible, although this is not evident a priori. When the hyperfine structure is neglected, the line structure is simplified and the Hanle effect can be expressed with analytical formulae, which we give in the last part of this paper. After integration along the line of sight, these formulae could be used for magnetic field determination in the solar corona from measurements of the linear polarization of the Lα line.

Url:
DOI: 10.1007/BF00151151

Links to Exploration step

ISTEX:F60B0C63CDA18A5106A2FDA247513B6F1E92F333

Le document en format XML

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<p>Abstract: This paper is devoted to a computation of the effect of a magnetic field on the linear polarization of the coronal Lα line of hydrogen. Recent works (Gabriel et al., 1971) have shown that the linear polarization of this line is due to resonant scattering of the incident chromospheric Lα line. The Hanle effect is the modification of this linear polarization, due to the magnetic field. After having briefly recalled the main features of this effect and the conditions of the coronal Lα line formation, we present the theoretical formalism to be used for Hanle effect computations. The effect of the hyperfine structure of the line is included. Then the results of our computations are given in terms of linear polarization as a function of the magnetic field. We get that the effect of the hyperfine structure on these results is negligible, although this is not evident a priori. When the hyperfine structure is neglected, the line structure is simplified and the Hanle effect can be expressed with analytical formulae, which we give in the last part of this paper. After integration along the line of sight, these formulae could be used for magnetic field determination in the solar corona from measurements of the linear polarization of the Lα line.</p>
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<SimplePara>In Section 1 to 4 of this paper, the Hanle effect is presented as the ‘de-polarizing’ effect of a magnetic field on polarized emitted light. This is true in the case of scattering angles of about 90° or about, which is the geometry assumed in Figures 3 to 6. In fact, far from this geometry, the Hanle effect can lead in some cases to an enhancement of polarization, and it would be more general to consider the Hanle effect as a modification of the polarization, without presuming the sense of the modification. This is a question of language and does not affect the validity of all the formulae given in this paper.</SimplePara>
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<abstract lang="en">Abstract: This paper is devoted to a computation of the effect of a magnetic field on the linear polarization of the coronal Lα line of hydrogen. Recent works (Gabriel et al., 1971) have shown that the linear polarization of this line is due to resonant scattering of the incident chromospheric Lα line. The Hanle effect is the modification of this linear polarization, due to the magnetic field. After having briefly recalled the main features of this effect and the conditions of the coronal Lα line formation, we present the theoretical formalism to be used for Hanle effect computations. The effect of the hyperfine structure of the line is included. Then the results of our computations are given in terms of linear polarization as a function of the magnetic field. We get that the effect of the hyperfine structure on these results is negligible, although this is not evident a priori. When the hyperfine structure is neglected, the line structure is simplified and the Hanle effect can be expressed with analytical formulae, which we give in the last part of this paper. After integration along the line of sight, these formulae could be used for magnetic field determination in the solar corona from measurements of the linear polarization of the Lα line.</abstract>
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