2006
DOI: 10.1086/503707
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Determining Solar Abundances Using Helioseismology

Abstract: The recent downward revision of solar photospheric abundances of oxygen and other heavy elements has resulted in serious discrepancies between solar models and solar structure as determined through helioseismology. In this work we investigate the possibility of determining the solar heavy-element abundance without reference to spectroscopy by using helioseismic data. Using the dimensionless sound-speed derivative in the solar convection zone, we find that the heavy-element abundance Z ¼ 0:0172 AE 0:002, which … Show more

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Cited by 96 publications
(76 citation statements)
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“…However, in this work only low degree modes are used, while the higher degree modes also provide independent constraints. Also our mode,l which is the closest to the observations, has a surface metallicity content Z smaller than the value determined by Antia and Basu (2006) from higher degree modes using the dimensionless sound speed derivative in the solar convection zone.…”
Section: Discussionsupporting
confidence: 53%
“…However, in this work only low degree modes are used, while the higher degree modes also provide independent constraints. Also our mode,l which is the closest to the observations, has a surface metallicity content Z smaller than the value determined by Antia and Basu (2006) from higher degree modes using the dimensionless sound speed derivative in the solar convection zone.…”
Section: Discussionsupporting
confidence: 53%
“…As a consequence of adopting these new abundances for calculating solar opacities, one finds that these opacities are no longer compatible with the ones derived from helioseismological observations (Bahcall et al 2005;Antia & Basu 2006). In another recent article, Bochsler et al (2006) have argued that solar abundances inferred from solar wind measurements for oxygen and neon are also incompatible with the new values given by Asplund et al (2005).…”
Section: Introductionmentioning
confidence: 82%
“…These values are definitely higher than any of the values in Table 5. From the solar sound-speed profile, Antia & Basu (2006) derive Z = 0.0172 ± 0.002. Again, this value is higher than any value in Table 5, even though it is within 2σ of the highest value in the table.…”
Section: Metallicity From Helioseismologymentioning
confidence: 97%
“…Helioseismology can provide a measurement of the solar metallicity in essentially three ways: i) from the depth of the convection zone: this depends sensitively on the opacity at the base of the convection zone, which in turn is a function of the abundance of heavy elements (Basu & Antia 1997); ii) using information from the core: the small-frequency spacings of low-degree modes and their separation ratios are sensitive to the mean molecular weight in the core, which can be related to the metallicity of the outer layers ); iii) from the sound speed gradient in the ionisation zone: the depth profile of this quantity can be inferred from helioseismic inversions, and comparison with the results of theoretical solar structure models of different metallicity allows us to place tight constraints on Z (Antia & Basu 2006). A comprehensive review on helioseismology and solar abundances is given by Basu & Antia (2008) which the reader is referred to for further details.…”
Section: Introductionmentioning
confidence: 99%