A lua é 40 milhões de anos mais velha do que se pensava, sugere estudo de cristais lunares
Há mais de 4 mil milhões de anos, quando o sistema solar ainda era jovem e a Terra ainda estava a crescer, um objecto gigante do tamanho de Marte colidiu com a Terra. O maior pedaço que se separou da Terra primitiva formou a nossa lua.
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)
O astronauta da Apollo 17, Harrison Schmitt, em 1972, coberto de poeira lunar. Crédito: NASA
Há mais de 4 mil milhões de anos, quando o sistema solar ainda era jovem e a Terra ainda estava a crescer, um objeto gigante do tamanho de Marte colidiu com a Terra. O maior pedaço que se separou da Terra primitiva formou a nossa lua. Mas precisamente quando isso aconteceu permanece um mistério.
Num novo estudo publicado na revista Geochemical Perspectives Letters , os investigadores usaram cristais trazidos da Lua pelos astronautas da Apollo em 1972 para ajudar a identificar a altura da formação da Lua. A sua descoberta recua a idade da Lua em 40 milhões de anos, para pelo menos 4,46 mil milhões de anos.
"Esses cristais são os sólidos mais antigos conhecidos que se formaram após o impacto gigante. E porque sabemos a idade desses cristais, eles servem como uma âncora para a cronologia lunar", diz Philipp Heck, Robert A. Pritzker Curador de Meteorítica do Field Museum. e Polar Studies e o Diretor Sênior do Negaunee Interactive Research Center, professor da Universidade de Chicago e autor sênior do estudo.
A descoberta nasceu do trabalho de Heck com a principal autora do estudo, Jennika Greer, quando ela era doutoranda no Field Museum e na Universidade de Chicago. “Fomos abordados pelos nossos coautores, Bidong Zhang e Audrey Bouvier, que precisavam de uma análise em nanoescala destas amostras para as compreendermos completamente”, diz Greer, que é agora investigador associado na Universidade de Glasgow.
A amostra de poeira lunar utilizada no estudo foi trazida pelos astronautas da Apollo 17 na última missão tripulada à Lua em 1972. Esta poeira contém pequenos cristais que se formaram há milhares de milhões de anos. Esses cristais são um sinal revelador de quando a lua deve ter se formado.
A autora principal, Jennika Greer, trabalhando com a sonda atômica.
Crédito: Dieter Isheim, Noroeste.
Quando o objeto do tamanho de Marte atingiu a Terra e formou a Lua, a energia do impacto derreteu a rocha que eventualmente se tornou a superfície lunar. "Quando a superfície estava derretida daquela forma, os cristais de zircão não conseguiam formar-se e sobreviver. Portanto, quaisquer cristais na superfície da Lua devem ter-se formado depois do arrefecimento deste oceano de magma lunar," diz Heck. “Caso contrário, eles teriam sido derretidos e suas assinaturas químicas teriam sido apagadas”.
Como os cristais devem ter se formado após o resfriamento do oceano de magma, a determinação da idade dos cristais de zircão revelaria a idade mínima possível da lua. Um estudo anterior do coautor Bidong Zhang sugeriu esta idade, mas este estudo mais recente marca o primeiro uso de um método analítico chamado tomografia por sonda atômica, que "definhou" a idade deste cristal lunar mais antigo conhecido.
"Na tomografia por sonda atômica , começamos afiando um pedaço da amostra lunar em uma ponta muito afiada, usando um microscópio de feixe de íons focado, quase como um apontador de lápis muito sofisticado", diz Greer. "Depois, usamos lasers UV para evaporar os átomos da superfície dessa ponta. Os átomos viajam através de um espectrômetro de massa, e a rapidez com que se movem nos diz o quão pesados ??eles são, o que por sua vez nos diz do que são feitos."
Esta análise átomo por átomo, realizada com instrumentos da Northwestern University, mostrou quantos átomos dentro dos cristais de zircão sofreram decaimento radioativo.
Quando um átomo tem uma configuração instável de prótons e nêutrons em seu núcleo, ele sofre decaimento, liberando alguns desses prótons e nêutrons e se transformando em diferentes elementos. Por exemplo, o urânio decai em chumbo. Os cientistas estabeleceram quanto tempo leva para este processo ocorrer e, observando a proporção de diferentes átomos de urânio e chumbo (chamados isótopos) presentes numa amostra, podem dizer a sua idade.
“A datação radiométrica funciona um pouco como uma ampulheta”, diz Heck. “Em uma ampulheta, a areia flui de um bulbo de vidro para outro, com a passagem do tempo indicada pelo acúmulo de areia no bulbo inferior. A datação radiométrica funciona de forma semelhante, contando o número de átomos pais e o número de átomos filhos que eles transformaram para. A passagem do tempo pode então ser calculada porque a taxa de transformação é conhecida. "
A proporção de isótopos de chumbo que os investigadores encontraram indicou que a amostra tinha cerca de 4,46 mil milhões de anos. Portanto, a lua deve ter pelo menos essa idade.
"É incrível poder ter provas de que a rocha que você está segurando é o pedaço mais antigo da lua que encontramos até agora. É um ponto de ancoragem para tantas questões sobre a Terra. Quando você sabe a idade de algo, você podemos entender melhor o que aconteceu com ele em sua história", diz Greer.
É importante saber quando a lua se formou, diz Heck, porque "a lua é um parceiro importante no nosso sistema planetário - ela estabiliza o eixo de rotação da Terra, é a razão pela qual o dia tem 24 horas, é a razão pela qual temos marés. Sem a Lua , a vida na Terra seria diferente. É uma parte do nosso sistema natural que queremos compreender melhor, e o nosso estudo fornece uma pequena peça do puzzle em todo esse quadro."
Este estudo contou com a contribuição de Jennika Greer da Universidade de Glasgow, B. Zhang da Universidade da Califórnia, Los Angeles, D. Isheim e DN Seidman da Northwestern University, A. Bouvier da Bayreuth University e Philipp Heck do Field Museu.
Mais informações: J Greer et al, zircões de 4,46 Ga ancoram a cronologia do oceano de magma lunar, Geochemical Perspectives Letters (2023). DOI: 10.7185/geochemlet.2334