Uma pesquisa publicada hoje no The Astrophysical Journal mostra que o material dentro dos discos recanãm-descobertos pode ser o inicio de novos sistemas planetarios que no futuro orbitam as estrelas bina¡rias.
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)
Imagens contanuas de ALMA e VLA de possaveis maºltiplos detectados na imagem VLA, mas não na imagem ALMA. Crédito: The Astrophysical Journal (2022). DOI: 10.3847/1538-4357/ac36d2
Os astrônomos observaram material primordial que pode estar dando origem a três sistemas planetarios em torno de uma estrela bina¡ria em detalhes sem precedentes.
Reunindo três décadas de estudo, um grupo internacional de cientistas observou um par de estrelas orbitando uma a outra, para revelar que essas estrelas estãocercadas por discos de gás e poeira. Uma pesquisa publicada hoje no The Astrophysical Journal mostra que o material dentro dos discos recanãm-descobertos pode ser o inicio de novos sistemas planetarios que no futuro orbitam as estrelas bina¡rias.
Utilizando o Very Large Array (VLA) e o Atacama Large Millimeter/Submillimeter Array (ALMA), o grupo cientafico estudou a estrela bina¡ria SVS 13, ainda em fase embriona¡ria. Este trabalho forneceu a melhor descrição disponavel atéagora sobre um sistema bina¡rio em formação.
Modelos de formação de planetas sugerem que os planetas se formam pela lenta agregação departículas de gelo e poeira em discos protoplanetarios ao redor de estrelas em formação. Normalmente, esses modelos consideram apenas estrelas únicas, como o sol. No entanto, a maioria das estrelas forma sistemas binários, nos quais duas estrelas giram em torno de um centro comum. Muito pouco ainda se sabe sobre como os planetas nascem em torno desses importantes sistemas estelares gaªmeos, nos quais a interação gravitacional entre as duas estrelas desempenha um papel essencial.
"Nossos resultados revelaram que cada estrela tem um disco de gás e poeira ao seu redor e que, além disso, um disco maior estãose formando ao redor de ambas as estrelas", diz Ana Karla Daaz-Rodraguez, pesquisadora do IAA-CSIC e do Reino Unido. Centro Regional ALMA (UK-ARC) da Universidade de Manchester, que lidera o trabalho.
"Este disco externo mostra uma estrutura espiral que estãoalimentando a matéria nos discos individuais, e em todos eles sistemas planetarios podem se formar no futuro. Isso éuma evidência clara da presença de discos em torno de ambas as estrelas e da existaªncia de um disco comum em um sistema bina¡rio."
O sistema bina¡rio SVS 13, composto por dois embriaµes estelares com massa total semelhante a do sol, estãorelativamente pra³ximo de nós, a cerca de 980 anos-luz de distância na nuvem molecular de Perseu permitindo seu estudo detalhado. As duas estrelas do sistema estãomuito próximas uma da outra, com uma distância de apenas cerca de noventa vezes a distância entre a Terra e o Sol.
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O trabalho possibilitou estudar a composição de gás, poeira e matéria ionizada no sistema. Além disso, quase trinta moléculas diferentes foram identificadas em torno de ambas as protoestrelas, incluindo treze moléculas orga¢nicas complexas precursoras da vida (sete delas detectadas pela primeira vez neste sistema). “Isso significa que quando os planetas comea§arem a se formar em torno desses dois sãois, os blocos de construção da vida estara£o la¡â€, diz Ana Karla Daaz-Rodraguez (IAA-CSIC / UK-ARC).
A equipa cientafica utilizou as observações do SVS 13 obtidas pelo VLA ao longo de trinta anos, juntamente com novos dados do ALMA, e acompanhou o movimento de ambas as estrelas ao longo deste período, o que permitiu trazr a sua a³rbita, bem como o geometria e orientação do sistema, juntamente com muitos parametros fundamentais, como a massa das protoestrelas, a massa dos discos e sua temperatura. Gary Fuller, da Universidade de Manchester, colaborador do projeto, diz: “Este trabalho mostra como estudos cuidadosos e sistema¡ticos de estrelas jovens podem fornecer uma visão notavelmente detalhada de sua estrutura e propriedadesâ€.
"No IAA comea§amos a estudar este sistema hávinte e cinco anos. Ficamos surpresos quando descobrimos que o SVS 13 era um ra¡dio bina¡rio, porque apenas uma estrela évista no a³ptico. Normalmente, embriaµes estelares são detectados no ra¡dio, mas eles são se tornam visaveis no final do processo de gestação. Foi muito estranho descobrir um par de estrelas gaªmeas onde uma delas parecia ter evoluado muito mais rápido que a outra. Fizemos vários experimentos para obter mais detalhes e descobrir se em Nesse caso, qualquer uma das estrelas poderia formar planetas. Agora vimos que ambas as estrelas são muito jovens e que ambas podem formar planetas", diz Guillem Anglada, pesquisador do Instituto de Astrofísica da Andaluzia (IAA-CSIC) coordenando os estudos da SVS 13.
O SVS 13 tem gerado muito debate na literatura cientafica, pois alguns estudos o consideram extremamente jovem e outros o consideram em esta¡gio mais avana§ado. Este novo estudo, provavelmente o estudo mais completo de um sistema estelar bina¡rio em formação, não apenas esclarece a natureza das duas protoestrelas e seu ambiente, mas também fornece parametros cruciais para testar simulações numanãricas dos esta¡gios iniciais de sistemas binários e maºltiplos. formação.