Batizada de HD1, a gala¡xia candidata estãoa cerca de 13,5 bilhaµes de anos-luz de distância e édescrita quinta-feira (07) no Astrophysical Journal .
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)
HD1, objeto em vermelho, aparece no centro de uma imagem ampliada. Crédito: Harikane et al.
Uma equipe internacional de astra´nomos, incluindo pesquisadores do Centro de Astrofísica | Harvard & Smithsonian, localizou o objeto astrona´mico mais distante de todos os tempos: uma gala¡xia.
Batizada de HD1, a gala¡xia candidata estãoa cerca de 13,5 bilhaµes de anos-luz de distância e édescrita quinta-feira (07) no Astrophysical Journal . Em um artigo publicado no Monthly Notices of the Royal Astronomical Society Letters , os cientistas começam a especular exatamente o que éa gala¡xia.
A equipe propaµe duas ideias: HD1 pode estar formando estrelas em um ritmo surpreendente e possivelmente éo lar de estrelas da População III, as primeiras estrelas do universo osque, atéagora, nunca foram observadas. Alternativamente, HD1 pode conter um buraco negro supermassivo com cerca de 100 milhões de vezes a massa do nosso Sol.
“Responder a perguntas sobre a natureza de uma fonte tão distante pode ser um desafioâ€, diz Fabio Pacucci, principal autor do estudo MNRAS , coautor do artigo sobre ApJ e astra´nomo do Centro de Astrofísica. "a‰ como adivinhar a nacionalidade de um navio pela bandeira que ele arvora, estando longe em terra, com o navio no meio de um vendaval e neblina densa. Pode-se ver algumas cores e formas da bandeira, mas não em sua totalidade . Em última análise, éum longo jogo de análise e exclusão de cenários implausaveis."
HD1 éextremamente brilhante em luz ultravioleta . Para explicar isso, "alguns processos energanãticos estãoocorrendo la¡ ou, melhor ainda, ocorreram hálguns bilhaµes de anos", diz Pacucci.
No inacio, os pesquisadores assumiram que HD1 era uma gala¡xia padrãostarburst, uma gala¡xia que estãocriando estrelas em uma taxa alta. Mas depois de calcular quantas estrelas HD1 estava produzindo, eles obtiveram "uma taxa incravel - HD1 estaria formando mais de 100 estrelas a cada ano. Isso épelo menos 10 vezes maior do que esperamos para essas gala¡xias ".
Foi quando a equipe começou a suspeitar que o HD1 pode não estar formando estrelas normais do dia-a-dia.
“A primeira população de estrelas que se formou no universo era mais massiva, mais luminosa e mais quente do que as estrelas modernasâ€, diz Pacucci. "Se assumirmos que as estrelas produzidas em HD1 são essas primeiras estrelas, ou População III, suas propriedades podem ser explicadas mais facilmente. Na verdade, as estrelas da População III são capazes de produzir mais luz UV do que as estrelas normais, o que poderia esclarecer luminosidade ultravioleta de HD1."
Um buraco negro supermassivo, no entanto, também poderia explicar a extrema luminosidade do HD1. Amedida que engole enormes quantidades de gás, fa³tons de alta energia podem ser emitidos pela regia£o ao redor do buraco negro.
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Se for esse o caso, seria de longe o primeiro buraco negro supermassivo conhecido pela humanidade, observado muito mais perto do Big Bang em comparação com o atual detentor do recorde.
"HD1 representaria um bebaª gigante na sala de parto do universo primitivo", diz Avi Loeb, astra´nomo do Centro de Astrofísica e coautor do estudo MNRAS . "Ele quebra o redshift de quasar mais alto já registrado por quase um fator de dois, um feito nota¡vel."
O HD1 foi descoberto após mais de 1.200 horas de observação com o Telescópio Subaru, Telescópio VISTA, Telescópio Infravermelho do Reino Unido e Telescópio Espacial Spitzer.
"Foi um trabalho muito difacil encontrar HD1 em mais de 700.000 objetos", diz Yuichi Harikane, astra´nomo da Universidade de Ta³quio que descobriu a gala¡xia. “A cor vermelha do HD1 combinava com as caracteristicas esperadas de uma gala¡xia a 13,5 bilhaµes de anos-luz de distância surpreendentemente bem, me dando um pouco de arrepios quando a encontrei.â€
A equipe então realizou observações de acompanhamento usando o Atacama Large Millimeter/submillimeter Array (ALMA) para confirmar a distância, que é100 milhões de anos-luz a mais do que GN-z11, o atual detentor do recorde da gala¡xia mais distante.
Usando o Telescópio Espacial James Webb, a equipe de pesquisa em breve observara¡ novamente o HD1 para verificar sua distância da Terra. Se os ca¡lculos atuais estiverem corretos, HD1 seráa gala¡xia mais distante ose mais antiga osjá registrada.
As mesmas observações permitira£o que a equipe se aprofunde na identidade do HD1 e confirme se uma de suas teorias estãocorreta.
"Formando-se algumas centenas de milhões de anos após o Big Bang, um buraco negro em HD1 deve ter crescido a partir de uma semente massiva a uma taxa sem precedentes", diz Loeb. "Mais uma vez, a natureza parece ser mais imaginativa do que nós."