@Article{Evangelista:2019:AbDiTr,
author = "Evangelista, Edgard de Freitas Diniz",
affiliation = "{Instituto Nacional de Pesquisas Espaciais (INPE)}",
title = "Dedu{\c{c}}{\~a}o do limite de Chandrasekhar: uma abordagem
did{\'a}tica dos trabalhos originais do autor",
journal = "Revista Brasileira de Ensino de F{\'{\i}}sica",
year = "2019",
volume = "41",
number = "2",
pages = "e20180167--1--e20180167--6",
keywords = "Astrophysics, Chandrasekhar Limit, White Dwarfs.",
abstract = "Os atuais modelos de evolu{\c{c}}{\~a}o estelar estabelecem que
estrelas possuindo at{\'e} cerca de oito vezes a massa do Sol
d{\~a}o origem a an{\~a}s brancas no final de suas vidas. Na
d{\'e}cada de 1920 surgiram trabalhos que descreviam tais objetos
como formados essencialmente por um g{\'a}s de el{\'e}trons e
n{\'u}cleons, de forma que a for{\c{c}}a de sua press{\~a}o de
degeneresc{\^e}ncia equilibrava a contra{\c{c}}{\~a}o
gravitacional, originando corpos est{\'a}veis e de alta
densidade. Na d{\'e}cada de 1930 Subrahmanyan Chandrasekhar
lan{\c{c}}ou sua abordagem ao problema das an{\~a}s brancas em
artigos onde ele deduziu as densidades e a massa m{\'a}xima
permitida para essas estrelas. Tal valor m{\'a}ximo para a massa
{\'e} hoje conhecido como limite de Chandrasekhar e o objetivo
aqui {\'e} analisar os trabalhos originais de seu descobridor,
mostrando de forma did{\'a}tica os passos que levaram {\`a}
dedu{\c{c}}{\~a}o desse importante resultado. ABSTRACT: The
current stellar evolution models establish that stars which have
up to approximately eight times the solar mass yield white dwarfs
at the end of their lifes. Works appeared at the 1920s described
such objects as formed essentially by a gas of electrons and
nucleons, where the force of its degeneracy pressure equalized the
gravitational contraction, giving rise to stable bodies with high
densities. At the 1930s Subrahmanyan Chandrasekhar launched his
approach to the white dwarf problem in papers where he deduced the
densities and the maximum mass allowed for those stars. Such a
maximum value is known nowadays as the Chandrasekhar limit and the
aim here is to analyze the original papers by its discoverer,
presenting in a didactic form the steps which led to the deduction
of that important result.",
doi = "10.1590/1806-9126-rbef-2018-0167",
url = "http://dx.doi.org/10.1590/1806-9126-rbef-2018-0167",
issn = "1806-1117",
label = "lattes: 9022248252382153 1 Evangelista:2019:AbDiTr",
language = "pt",
targetfile = "Evangelista_deducao.pdf",
urlaccessdate = "27 abr. 2024"
}