Tanta pressão quanto o núcleo de Urano: A primeira pesquisa e estudo de santese de materiais na faixa terapascal
Pela primeira vez, cientistas conseguiram gerar e analisar simultaneamente materiais sob pressaµes de compressão de mais de um terapascal (1.000 gigapascals). Tais pressaµes extremamente altas prevalecem, por exemplo, no centro do planeta Urano;...
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)
Estruturas e propriedades de materiais a pressaµes e temperaturas extremamente altas ainda são em grande parte "terra inca³gnita". O Prof. Leonid Dubrovinsky e seus parceiros de pesquisa usam uma bigorna de diamante de dois esta¡gios aquecida a laser que eles construaram para a santese de materiais na faixa terapascal (1000 gigapascals). A difração de raios X de cristal aºnico in situ éusada para a caracterização estrutural simulta¢nea dos materiais. Crédito: Timofey Fedotenko.
Jaºlio Verne não podia nem sonhar com isso: uma equipe de pesquisa da Universidade de Bayreuth, juntamente com parceiros internacionais, ultrapassou os limites da pesquisa de alta pressão e alta temperatura emDimensões ca³smicas. Pela primeira vez, eles conseguiram gerar e analisar simultaneamente materiais sob pressaµes de compressão de mais de um terapascal (1.000 gigapascals). Tais pressaµes extremamente altas prevalecem, por exemplo, no centro do planeta Urano; eles são mais de três vezes maiores do que a pressão no centro da Terra. Na Nature , os pesquisadores apresentam o manãtodo que desenvolveram para a santese e análise estrutural de novos materiais.
Modelos teóricos preveem estruturas e propriedades muito incomuns de materiais sob condições extremas de pressão e temperatura. Mas atéagora, essas previsaµes não puderam ser verificadas em experimentos em pressaµes de compressão de mais de 200 gigapascals. Por um lado, são necessa¡rios requisitos técnicos complexos para expor amostras de materiais a pressaµes tão extremas e, por outro, faltavam manãtodos sofisticados para análises estruturais simulta¢neas. Os experimentos publicados na Nature , portanto, abremDimensões completamente novas para a cristalografia de alta pressão: materiais podem agora ser criados e estudados em laboratório que existem osse existirem osapenas sob pressaµes extremamente altas na vastida£o do universo.
"O manãtodo que desenvolvemos nos permite pela primeira vez sintetizar novas estruturas materiais na faixa terapascal e analisa¡-las in situ - isto anã: enquanto o experimento ainda estãoem andamento. e estruturas de cristais e pode aprofundar significativamente nossa compreensão da matéria em geral. Insights valiosos podem ser obtidos para a exploração de planetas terrestres e a santese de materiais funcionais usados ​​em tecnologias inovadoras ", explica o Prof. Dr. Leonid Dubrovinsky do Geoinstituto da Baviera ( BGI) na Universidade de Bayreuth, o primeiro autor da publicação.
Em seu novo estudo, os pesquisadores mostram como eles geraram e visualizaram novos compostos de raªnio in situ usando o manãtodo agora descoberto. Os compostos em questãosão um novo nitreto de raªnio (Re₇N₃) e uma liga de raªnio-nitrogaªnio. Esses materiais foram sintetizados sob pressaµes extremas em uma bigorna de diamante de dois esta¡gios aquecida por feixes de laser. A difração de raios X de cristal aºnico sancrotron permitiu a caracterização química e estrutural completa.
"Ha¡ dois anos e meio, ficamos muito surpresos em Bayreuth quando conseguimos produzir um condutor meta¡lico superduro a base de raªnio e nitrogaªnio capaz de suportar atépressaµes extremamente altas. Se aplicarmos cristalografia de alta pressão na faixa terapascal na No futuro, podemos fazer mais descobertas surpreendentes nessa direção. As portas estãoagora abertas para a pesquisa de materiais criativos que gera e visualiza estruturas inesperadas sob pressaµes extremas", diz a principal autora do estudo, Profa. Dra. Natalia Dubrovinskaia, do Laborata³rio de Cristalografia na Universidade de Bayreuth.