Astrónomos da Universidade do Alabama em Huntsville investigaram o aglomerado de galáxias Abell 3558 usando a nave espacial XMM-Newton da ESA. Nos seus resultados, detectaram duas frentes frias em grande escala na periferia deste aglomerado.
![](data:image/jpeg;base64,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)
Imagem em mosaico XMM subtraída de fundo e corrigida pela exposição do aglomerado de galáxias Abell 3558 na banda de energia de 0,7–1,2 keV. O círculo branco marca a localização do raio r 500 e a linha curva preta mostra a localização da frente fria interna. As duas bordas externas recém-identificadas, uma a 600 kpc do núcleo para sudeste e outra a 1,2 Mpc do núcleo para noroeste, estão destacadas com setas. Crédito: arXiv (2023). DOI: 10.48550/arxiv.2308.16222
Astrónomos da Universidade do Alabama em Huntsville investigaram o aglomerado de galáxias Abell 3558 usando a nave espacial XMM-Newton da ESA. Nos seus resultados, detectaram duas frentes frias em grande escala na periferia deste aglomerado. A descoberta foi relatada em um artigo publicado em 30 de agosto no servidor de pré-impressão arXiv .
Os aglomerados de galáxias contêm até milhares de galáxias unidas pela gravidade. São as maiores estruturas ligadas gravitacionalmente conhecidas no universo e podem servir como excelentes laboratórios para estudar a evolução das galáxias e a cosmologia.
Com um desvio para o vermelho de 0,048, Abell 3558 é um dos aglomerados do complexo de aglomerados Abell 3558 localizado no Superaglomerado Shapley. Tem uma massa de cerca de 980 trilhões de massas solares e um raio de cerca de 5,2 milhões de anos-luz.
Observações anteriores de Abell 3558 encontraram uma frente fria a uma distância de aproximadamente 320.000 anos-luz a noroeste do núcleo do aglomerado. Em geral, as chamadas frentes frias são descontinuidades acentuadas do brilho superficial observadas em imagens de raios X, onde a queda do brilho superficial e da densidade do gás é acompanhada por um salto na temperatura do gás, sendo a região mais densa mais fria que a mais rarefeita. região.
Presume-se que a frente fria detectada em Abell 3558 seja devida a uma agitação em grande escala, induzida pela passagem de um pequeno grupo de galáxias, provavelmente SC 1327-312, ou por uma fusão fora do eixo com um sistema mais massivo. Uma equipe de astrônomos liderada por Mohammad Mirakhor analisou imagens de arquivo do XMM-Newton de Abell 3558 para lançar mais luz sobre esta frente fria, o que resultou na descoberta de duas novas características desse tipo.
Os pesquisadores identificaram duas descontinuidades abruptas de brilho superficial em raios de grande escala fora do núcleo de Abell 3558 que não foram relatadas anteriormente. Um deles está localizado a cerca de 2 milhões de anos-luz do núcleo do aglomerado, a sudeste, e o outro está situado a aproximadamente 4 milhões de anos-luz do núcleo do aglomerado, a noroeste.
A análise espectral confirmou que estas duas descontinuidades são na verdade frentes frias de grande escala. Com base nos dados recolhidos, os astrónomos estimam que a frente fria na direção sudeste tenha cerca de 8,5 mil milhões de anos.
A descoberta feita pela equipe de Mirakhor faz de Abell 3558 um dos poucos aglomerados de galáxias que hospedam três ou mais frentes frias. Além disso, a frente fria mais externa revelou-se uma das frentes frias mais distantes já observadas num aglomerado de galáxias, estando localizada a uma distância maior do núcleo do que a maioria das frentes frias em grande escala observadas em aglomerados de galáxias .
De acordo com os autores do artigo, a sua descoberta sugere que o sloshing pode estender-se muito além do raio de arrefecimento de um aglomerado de galáxias, o que significa que é um fenómeno que abrange todo o aglomerado.
Mais informações: MS Mirakhor et al, Duas frentes frias em grande escala na periferia do aglomerado de galáxias Abell 3558, arXiv (2023). DOI: 10.48550/arxiv.2308.16222
Informações do diário: arXiv