Mathematical model for the 0.5 billion years aged Sun

An algorithm is given for constructing evolutionary tracks for a star with the mass equal to one solar mass. The presented model can be applied to the stars belonging to the inferior main sequence, which have the proton-proton reaction as energy source and present a radiative core and a convective s...

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Main Author: Tatomir E.
Format: Article
Language:English
Published: Astronomical Observatory, Department of Astronomy, Belgrade 2000-01-01
Series:Serbian Astronomical Journal
Online Access:http://www.doiserbia.nb.rs/img/doi/1450-698X/2000/1450-698X0062035T.pdf
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author Tatomir E.
author_facet Tatomir E.
author_sort Tatomir E.
collection DOAJ
description An algorithm is given for constructing evolutionary tracks for a star with the mass equal to one solar mass. The presented model can be applied to the stars belonging to the inferior main sequence, which have the proton-proton reaction as energy source and present a radiative core and a convective shell. This paper presents an original way of solving the system of equations corresponding to the radiative nucleus by using Taylor’s series in close vicinity to the center of the Sun. It also presents the numerical integration and the results for a 0.5 billion years aged solar model.
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spelling doaj.art-e5ce09a9116a45459b96345f388d36432022-12-22T03:13:59ZengAstronomical Observatory, Department of Astronomy, BelgradeSerbian Astronomical Journal1450-698X1820-92892000-01-012000162354010.2298/SAJ0062035T1450-698X0062035TMathematical model for the 0.5 billion years aged SunTatomir E.0University 'Transilvania' of Brasov, RomaniaAn algorithm is given for constructing evolutionary tracks for a star with the mass equal to one solar mass. The presented model can be applied to the stars belonging to the inferior main sequence, which have the proton-proton reaction as energy source and present a radiative core and a convective shell. This paper presents an original way of solving the system of equations corresponding to the radiative nucleus by using Taylor’s series in close vicinity to the center of the Sun. It also presents the numerical integration and the results for a 0.5 billion years aged solar model.http://www.doiserbia.nb.rs/img/doi/1450-698X/2000/1450-698X0062035T.pdf
spellingShingle Tatomir E.
Mathematical model for the 0.5 billion years aged Sun
Serbian Astronomical Journal
title Mathematical model for the 0.5 billion years aged Sun
title_full Mathematical model for the 0.5 billion years aged Sun
title_fullStr Mathematical model for the 0.5 billion years aged Sun
title_full_unstemmed Mathematical model for the 0.5 billion years aged Sun
title_short Mathematical model for the 0.5 billion years aged Sun
title_sort mathematical model for the 0 5 billion years aged sun
url http://www.doiserbia.nb.rs/img/doi/1450-698X/2000/1450-698X0062035T.pdf
work_keys_str_mv AT tatomire mathematicalmodelforthe05billionyearsagedsun