Minerais de 'impressão digital' para entender melhor como eles são afetados por colisaµes de meteoritos
Quando uma rocha espacial sobrevive a passagem turbulenta pela atmosfera da Terra e atinge asuperfÍcie, ela gera ondas de choque que podem comprimir e transformar minerais na crosta do planeta.
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)
Crédito: SLAC National Accelerator Laboratory
Quando uma rocha espacial sobrevive a passagem turbulenta pela atmosfera da Terra e atinge asuperfÍcie, ela gera ondas de choque que podem comprimir e transformar minerais na crosta do planeta. Como essasmudanças dependem da pressão produzida no impacto, os especialistas podem usar caracteristicas dos minerais da Terra para aprender sobre a história de vida do meteorito, desde o momento da colisão atéas condições de origem dos corpos celestes.
“Se vocêcomparar um mineral manãdio com um que esteve envolvido em um impacto meteoratico, encontrara¡ algumas caracteristicas únicas no chocadoâ€, diz Arianna Gleason, cientista do Laborata³rio Nacional de Aceleradores SLAC do Departamento de Energia. "Por fora, eles mantem um pouco de sua forma cristalina original, mas por dentro ficam desordenados e cheios de belas formações lineares interligadas chamadas lamelas."
Plagiocla¡sio, o mineral mais abundante na crosta terrestre, éum dos minerais mais comumente usados ​​para pintar uma imagem mais completa de impactos meteoraticos. No entanto, a pressão na qual esse mineral perde sua forma cristalina e se torna desordenada ose como esse processo, chamado de amorfização, ocorre oséassunto de debate contanuo.
Em um novo experimento, os pesquisadores do SLAC imitaram impactos meteoraticos no laboratório para explorar como o plagiocla¡sio se transforma durante a compressão de choque. Eles descobriram que a amorfização comea§a em pressaµes muito mais baixas do que se supunha anteriormente. Eles também descobriram que, após a liberação, o material recristaliza parcialmente de volta a forma original, demonstrando um efeito de memória que poderia ser aproveitado para aplicações em ciência de materiais. Seus resultados, publicados hoje na Meteoritics and Planetary Science , podem levar a modelos mais precisos para aprender sobre os impactos meteoraticos, incluindo a velocidade com que os meteoros estavam viajando e a pressão que produziam na colisão.
“O desenvolvimento de novas ferramentas e técnicas nos permite recriar esses impactos no laboratório para obter novas informações e ver o que estãoacontecendo com ainda mais detalhesâ€, diz o cientista do SLAC Roberto Alonso-Mori, que coliderou a pesquisa. "Isso realmente traz astronomia e ciência planeta¡ria ao nosso alcance."
Minerais de impressão digital
Usando o instrumento Matter in Extreme Conditions (MEC) no laser de raios-X Linac Coherent Light Source (LCLS) do SLAC, os pesquisadores atingiram uma amostra de plagiocla¡sio com um laser a³ptico de alta potaªncia para enviar uma onda de choque atravanãs dele. Amedida que a onda de choque percorreu a amostra, os pesquisadores atingiram a amostra com pulsos de laser de raios-X ultrarra¡pidos do LCLS em diferentes pontos no tempo. Alguns desses raios X então se espalharam em um detector e formaram padraµes de difração .
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"Assim como cada pessoa tem seu pra³prio conjunto de impressaµes digitais, a estrutura atômica de cada mineral éúnica", diz Gleason. “Os padraµes de difração revelam essa impressão digital, permitindo-nos seguir como os a¡tomos da amostra se reorganizaram em resposta a pressão criada pela onda de choqueâ€.
Os pesquisadores também puderam ajustar o laser a³ptico para diferentes energias para ver como o padrãode difração mudava em diferentes pressaµes.
"Nosso experimento nos permitiu observar a amorfização como ela realmente aconteceu", diz Alonso-Mori. "Descobrimos que, na verdade, ele comea§a com uma pressão mais baixa do que pensa¡vamos. Tambanãm descobrimos que as 'impressaµes digitais' iniciais e finais eram muito semelhantes, dando-nos evidaªncias de um efeito de memória no material. Isso muda a forma como pensamos sobre o choque diferente. etapas desses processos e nos ajudara¡ a refinar os modelos que usamos para entender esses impactos."
Beleza da destruição
Em experimentos de acompanhamento, os pesquisadores planejam capturar e analisar informações sobre detritos levantados durante o impacto. Isso lhes permitiria obter uma imagem mais completa do impacto e fazer comparações lado a lado com o que os especialistas podem encontrar no campo para melhorar ainda mais os modelos de colisaµes meteoraticas. Eles também planejam explorar outros minerais e usar lasers mais potentes e maiores volumes de material, o que pode fornecer informações sobre processos de maior escala, como a formação de planetas.
Gleason acrescenta que estãoanimada com a luz que esta pesquisa pode lana§ar sobre minerais encontrados não apenas na Terra, mas também em outros planetas e corpos extraterrestres. Mais informações sobre como esses minerais são afetados por impactos extremos podem revelar novas informações sobre fena´menos astrofisicos.
"Lembro-me de estudar mineralogia e petrologia na graduação e observar esses minerais atravanãs de um microsca³pio. Amedida que mudamos a iluminação, iluminamos todos esses belos detalhes", diz ela. "E agora somos capazes de entender, em umnívelata´mico, como algumas dessas estruturas intrincadas e lindas se formam e, de fato, se correlacionam com esse processo extremo e devastador. a‰ fascinante que algo tão destrutivo possa gerar algo tão delicado e bonito."