Os resultados colocam o núcleo na extremidade mais jovem de um espectro de idade que geralmente vai de cerca de 1,3 bilha£o a 4,5 bilhaµes de anos, mas também o tornam um pouco mais velho do que uma estimativa recente de apenas 565 milhões de anos
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)
Uma simulação de computador do campo magnético da Terra, gerado pela transferaªncia de calor no núcleo da Terra. Crédito: NASA / Gary A. Glatzmaier.
Ao criar condições semelhantes a s do centro da Terra dentro de uma ca¢mara de laboratório, os pesquisadores melhoraram a estimativa da idade do núcleo interno sãolido do nosso planeta, colocando-o em 1 bilha£o a 1,3 bilha£o de anos.
Os resultados colocam o núcleo na extremidade mais jovem de um espectro de idade que geralmente vai de cerca de 1,3 bilha£o a 4,5 bilhaµes de anos, mas também o tornam um pouco mais velho do que uma estimativa recente de apenas 565 milhões de anos.
Além disso, os experimentos e as teorias que os acompanham ajudam a definir a magnitude de como o núcleo conduz calor e as fontes de energia que alimentam o geodinamo do planeta - o mecanismo que sustenta o campo magnético da Terra, que mantanãm as baºssolas apontando para o norte e ajuda a proteger a vida contra raios ca³smicos.
"As pessoas estãorealmente curiosas e entusiasmadas em saber sobre a origem do geodinamo, a força do campo magnanãtico, porque todos eles contribuem para a habitabilidade de um planeta", disse Jung-Fu Lin, professor da Universidade do Texas na Jackson School de Austin das Geociências que conduziram a pesquisa.
Os resultados foram publicados no dia 13 de agosto na revista Physical Review Letters .
"Uma vez que vocêrealmente sabe quanto desse fluxo de calor do núcleo externo para o manto inferior, vocêpode realmente pensar sobre quando a Terra esfriou o suficiente a ponto de o núcleo interno comea§ar a se cristalizar"
O núcleo da Terra éfeito principalmente de ferro, com o núcleo interno sendo sãolido e o núcleo externo sendo laquido. A eficácia do ferro na transferaªncia de calor por condução - conhecida como condutividade tanãrmica - éa chave para determinar uma sanãrie de outros atributos sobre o núcleo, incluindo quando o núcleo interno se formou.
Ao longo dos anos, as estimativas de idade e condutividade essenciais foram de muito antigas e relativamente baixas, para muito jovens e relativamente altas. Mas essas estimativas mais recentes também criaram um paradoxo, em que o núcleo teria que atingir altas temperaturas irrealistas para manter o geodinamo por bilhaµes de anos antes da formação do núcleo interno.
A nova pesquisa resolve esse paradoxo, encontrando uma solução que mantanãm a temperatura do núcleo dentro de parametros realistas. Encontrar essa solução dependia da medição direta da condutividade do ferro em condições semelhantes a s de um núcleo - onde a pressão ésuperior a 1 milha£o de atmosferas e as temperaturas podem rivalizar com as encontradas nasuperfÍcie do sol.
Os pesquisadores alcana§aram essas condições espremendo amostras de ferro aquecidas a laser entre duas bigornas de diamante. Nãofoi uma tarefa fa¡cil. Demorou dois anos para obter resultados adequados.
"Encontramos muitos problemas e fracassamos várias vezes, o que nos deixou frustrados e quase desistimos", disse o coautor do artigo Youjun Zhang, professor associado da Universidade de Sichuan, na China. "Com os comenta¡rios construtivos e o incentivo do professor Jung-Fu Lin, finalmente resolvemos isso depois de vários testes."
A condutividade recentemente medida é30% a 50% menor que a condutividade da estimativa do núcleo jovem e sugere que o geodinamo foi mantido por duas fontes e mecanismos de energia diferentes : convecção tanãrmica e convecção composicional. No inacio, o geodinamo foi mantido apenas por convecção tanãrmica. Agora, cada mecanismo desempenha um papel igualmente importante.
Lin disse que com esta informação melhorada sobre condutividade e transferaªncia de calor ao longo do tempo, os pesquisadores poderiam fazer uma estimativa mais precisa da idade do núcleo interno.
"Uma vez que vocêrealmente sabe quanto desse fluxo de calor do núcleo externo para o manto inferior, vocêpode realmente pensar sobre quando a Terra esfriou o suficiente a ponto de o núcleo interno comea§ar a se cristalizar", disse ele.
Essa idade revisada do núcleo interno poderia se correlacionar com um pico na força do campo magnético da Terra, conforme registrado pelo arranjo de materiais magnanãticos em rochas que se formaram nessa anãpoca. Juntas, as evidaªncias sugerem que a formação do núcleo interno foi uma parte essencial da criação dos robustos campos magnanãticos de hoje.