Astra´nomos relatam a descoberta de uma nova estrela ultra-pobre em metais como parte do Southern Photometric Local Universe Survey (S-PLUS).
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)
Painanãis externos: imagens S-PLUS de 12 bandas para SPLUS J2104−0049, recuperadas do Astro Data Lab. O campo de visão éde 3 'a— 3', com a direção norte para cima e o leste a esquerda. A cor de cada imagem ébaseada no comprimento de onda central dos filtros Javalambre, que são nomeados na parte superior esquerda de cada imagem. Painel principal: curvas de transmissão medidas para o conjunto de 12 filtros Javalambre, que incluem o efeito de todo o sistema (canãu, espelhos, lentes e CCD). Tambanãm são mostrados o espectro Gemini / GMOS (linha sãolida preta), os fluxos nos filtros de banda estreita (carculos preenchidos) e banda larga (quadrados preenchidos) - calculados a partir das magnitudes AB (entre colchetes). Crédito: Placco et al., 2021.
Astra´nomos relatam a descoberta de uma nova estrela ultra-pobre em metais como parte do Southern Photometric Local Universe Survey (S-PLUS). A estrela recanãm-descoberta, designada SPLUS J210428.01−004934.2, revelou ter a menor abunda¢ncia de carbono entre as estrelas ultra-pobres em metais detectadas atéagora. A descoberta édetalhada em um artigo publicado em 10 de maio no reposita³rio de pré-impressão arXiv.
Estrelas ultra-pobres em metais (UMP), com abunda¢ncia de ferro [Fe / H] abaixo de –4, são extremamente raras, já que apenas 34 desses objetos foram descobertos atéhoje. Os astrônomos estãointeressados ​​em expandir a ainda pequena lista de estrelas pobres em metais , já que esses objetos tem o potencial de melhorar nosso conhecimento sobre a evolução química do universo. Acredita-se que a evolução inicial do universo seja dependente das propriedades da primeira geração de estrelas livres de metal.
Agora, um grupo de astrônomos liderados por Vinicius M. Placco do NOIRLab (National Optical-Infrared Astronomy Research Laboratory) relata a mais recente adição a lista de UMPs conhecidos - SPLUS J210428.01−004934.2 (ou SPLUS J2104−0049 para breve) . A estrela foi identificada por fotometria S-PLUS de banda estreita e confirmada por espectroscopia de média e alta resolução.
"Relatamos a descoberta de SPLUS J210428.01−004934.2, uma estrela ultra-pobre em metais (UMP) identificada pela primeira vez a partir da fotometria de banda estreita do Southern Photometric Local Universe Survey (S-PLUS) Data Release 1, no Regia£o SDSS Stripe 82. O acompanhamento da espectroscopia de média e alta resolução (com Gemini South e Magellan-Clay, respectivamente) confirmou a eficácia da busca por estrelas de baixa metalicidade usando a fotometria de banda estreita S-PLUS ", os pesquisadores escreveu no jornal.
SPLUS J2104−0049 estãolocalizado a cerca de 16.000 anos-luz de distância da Terra e tem uma massa de cerca de 0,8 massas solares. A estrela tem uma metalicidade em umnívelde -4,03 e sua temperatura efetiva éestimada em cerca de 5.000 K.
As observações descobriram que SPLUS J2104−0049 tem abunda¢ncia de carbono de aproximadamente 4,34. Esta éa menor abunda¢ncia de carbono já medida para uma estrela UMP e esclarece mais sobre a origem desta estrela, pois os resultados sugerem que SPLUS J2104−0049 pode ser uma estrela de segunda geração. Os astrônomos supaµem que ele poderia ter se formado em uma nuvem de gás poluada pelos subprodutos da evolução de um progenitor cerca de 30 vezes mais massivo que o sol com uma explosão de energia de um sexdecilha£o erg.
Os pesquisadores notaram que uma investigação mais aprofundada de SPLUS J2104−0049 énecessa¡ria para confirmar a origem presumida e a natureza desta estrela. Eles acrescentaram que suas descobertas provam que pesquisas como a SPLUS podem fornecer mais descobertas de estrelas ultra-pobres em metais.
"Esta descoberta abre a possibilidade de encontrar estrelas UMP adicionais diretamente de levantamentos fotomanãtricos de banda estreita, um manãtodo potencialmente poderoso para ajudar a completar o inventa¡rio de tais objetos peculiares em nossa gala¡xia", concluaram os autores do artigo.