Estudo encontra evidências mais fortes até agora de fontes locais de elétrons de raios cósmicos
Um novo estudo usando dados do instrumento CALorimetric Electron Telescope (CALET) na Estação Espacial Internacional encontrou evidências de fontes jovens e próximas de elétrons de raios cósmicos, contribuindo para uma maior compreensão...
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Um novo estudo publicado na Physical Review Letters usando quase oito anos de dados do instrumento CALorimetric Electron Telescope (CALET) na Estação Espacial Internacional relata mais elétrons chegando a altas energias do que qualquer trabalho anterior. A análise cuidadosa dos dados reforça a compreensão dos processos de aceleração de elétrons de raios cósmicos dentro de remanescentes de supernovas e sugere uma ou mais fontes locais (cosmicamente falando) de elétrons de raios cósmicos de alta energia. Crédito: NASA
Um novo estudo usando dados do instrumento CALorimetric Electron Telescope (CALET) na Estação Espacial Internacional encontrou evidências de fontes jovens e próximas de elétrons de raios cósmicos, contribuindo para uma maior compreensão de como a galáxia funciona como um todo.
O estudo foi publicado na revista Physical Review Letters .
O estudo incluiu mais de 7 milhões de pontos de dados representando partículas que chegam ao detector do CALET desde 2015, e a capacidade do CALET de detectar elétrons nas energias mais altas é única. Como resultado, os dados incluem mais elétrons em altas energias do que qualquer trabalho anterior. Isso torna a análise estatística dos dados mais robusta e dá suporte à conclusão de que existem uma ou mais fontes locais de elétrons de raios cósmicos.
"Esta é uma das principais coisas que o CALET deve procurar", diz Nicholas Cannady, cientista assistente de pesquisa do Centro de Ciências e Tecnologia Espaciais da UMBC, uma parceria com o Goddard Space Flight Center da NASA, e líder do estudo. Com este artigo, ele acrescenta: “Fomos realmente capazes de avançar para o reino onde temos poucos eventos e começar a procurar coisas nas energias mais elevadas, o que é emocionante”.
Uma melhor compreensão da galáxia
A teoria atual postula que o rescaldo das supernovas (estrelas em explosão), chamadas de remanescentes de supernovas, produz esses elétrons de alta energia , que são um tipo específico de raio cósmico. Os elétrons perdem energia muito rapidamente depois de deixarem sua fonte, portanto, acredita-se que os raros elétrons que chegam ao CALET com alta energia se originam em remanescentes de supernovas que estão relativamente próximos (em escala cósmica), explica Cannady.
Os resultados do estudo são “um forte indicador de que o paradigma que temos para compreender estes eletrões de alta energia – que provêm de remanescentes de supernovas e que são acelerados da forma como pensamos que são – está correto”, diz Cannady. As descobertas “fornecem informações sobre o que está acontecendo nesses remanescentes de supernovas e oferecem uma maneira de compreender melhor a galáxia e essas fontes na galáxia”.
CALET é um projeto colaborativo construído e operado por grupos no Japão, Itália e Estados Unidos, liderados por Shoji Torii. Os principais contribuintes para este trabalho no Japão são Torii, Yosui Akaike e Holger Motz da Universidade Waseda em Tóquio, e a Louisiana State University é a instituição líder nos EUA
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)
Uma imagem de raios X de Cassiopeia A, um exemplo de remanescente
de uma jovem supernova. Crédito: NASA
Novos dados levam a novas fontes de raios cósmicos
Trabalhos anteriores descobriram que o número de elétrons que chegam ao CALET diminuiu constantemente à medida que a energia aumentou até cerca de 1 teravolt (TeV), ou 1 trilhão de elétron-volts. O número de elétrons chegando com energia ainda maior foi extremamente baixo. Mas neste estudo, CALET não observou a queda esperada. Em vez disso, os resultados sugerem que o número de partículas estabiliza, e até aumenta, nas energias mais altas – até 10 TeV em alguns casos.
Experimentos anteriores só conseguiram medir partículas até cerca de 4 TeV, portanto, os candidatos a eventos de maior energia acima deste estudo são uma nova fonte crucial de informação sobre potenciais fontes próximas de elétrons de raios cósmicos. Cannady liderou o esforço para analisar individualmente cada um desses eventos para confirmar que representam um sinal real, e um mergulho mais profundo nesses eventos está por vir.
Enfrentando desafios
É difícil distinguir entre elétrons e prótons em altas energias, e há muito mais prótons chegando do que elétrons, o que representa desafios para uma análise precisa. Para diferenciar as partículas, um programa desenvolvido pelos pesquisadores analisa como as partículas se decompõem ao atingir o detector.
Os prótons e os elétrons se decompõem de maneira diferente, portanto, comparar a cascata de partículas que eles criam nesse processo pode filtrar os prótons. No entanto, nas energias mais altas, as diferenças entre prótons e elétrons diminuem, tornando mais difícil remover com precisão apenas os prótons dos dados.
Para resolver isso, Cannady liderou o esforço da equipe CALET para simular os padrões de ruptura de prótons e elétrons vindos da direção exata de onde veio cada um dos eventos de alta energia. Isso aumentou a capacidade da equipe de determinar se os eventos são elétrons ou prótons com a maior precisão possível.
Com base nesse trabalho, “Acreditamos que estamos avaliando a probabilidade de os eventos serem prótons de uma forma realista”, diz Cannady. Suficientes elétrons presumidos permanecem no conjunto de dados após essa análise cuidadosa para concluir que há um sinal real.
Alargando os limites
T. Gregory Guzik, professor de física na LSU e líder da colaboração CALET dos EUA, está entusiasmado com o facto de uma análise mais aprofundada dos dados sugerir que os elétrons provenientes dos três melhores candidatos a remanescentes de supernovas próximos podem explicar as chegadas de alta energia .
“Estas observações do CALET abrem a possibilidade tentadora de que a matéria de um remanescente de supernova próximo possa ser medida na Terra”, partilha Guzik. "A medição contínua do CALET ao longo da vida da Estação Espacial Internacional ajudará a lançar uma nova luz sobre a origem e o transporte da matéria relativística na nossa galáxia."
Para Cannady, "A parte mais emocionante é ver coisas nas energias mais altas. Temos alguns candidatos acima de 10 TeV - e se for confirmado que estes são eventos de elétrons reais, é realmente uma arma fumegante para evidências claras de uma fonte próxima, " ele diz. "Isso é essencialmente o que o CALET foi criado para fazer, por isso é emocionante trabalhar nisso e finalmente obter resultados que estão ultrapassando os limites do que vimos antes."
Mais informações: O. Adriani et al, Medição direta da estrutura espectral de elétrons + pósitrons de raios cósmicos na região TeV com CALET na Estação Espacial Internacional, Physical Review Letters (2023). DOI: 10.1103/PhysRevLett.131.191001
Informações do periódico: Cartas de Revisão Física