'Material maravilhoso da próxima geração' de longa hipa³tese criado pela primeira vez
Por mais de uma década, os cientistas tentaram sintetizar uma nova forma de carbono chamada grafeno com sucesso limitado. Esse esfora§o estãoagora no fim, graças a uma nova pesquisa da Universidade do Colorado Boulder.
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)
A estrutura cristalina de uma camada de grafeno. Crédito: Yiming Hu
Por mais de uma década, os cientistas tentaram sintetizar uma nova forma de carbono chamada grafeno com sucesso limitado. Esse esfora§o estãoagora no fim, graças a uma nova pesquisa da Universidade do Colorado Boulder.
Ha¡ muito tempo que o grafino desperta o interesse dos cientistas por causa de suas semelhanças com o grafeno "material maravilhoso" — outra forma de carbono altamente valorizada pela indústria cuja pesquisa chegou a receber o Praªmio Nobel de Fasica em 2010. No entanto, apesar de décadas de trabalho e teorizando, apenas alguns fragmentos foram criados atéagora.
Esta pesquisa, anunciada na semana passada na Nature Synthesis , preenche uma lacuna de longa data na ciência de materiais de carbono, potencialmente abrindo novas possibilidades para pesquisa de materiais eletra´nicos, a³pticos e semicondutores.
“Todo o paºblico, todo o campo, estãorealmente animado que esse problema de longa data, ou esse material imagina¡rio, estãofinalmente sendo realizadoâ€, disse Yiming Hu, principal autor do artigo e doutorado em química em 2022.
Os cientistas hámuito se interessam pela construção de ala³tropos de carbono novos ou inovadores, ou formas de carbono, devido a utilidade do carbono para a indaºstria, bem como a sua versatilidade.
Existem diferentes maneiras pelas quais os ala³tropos de carbono podem ser construados dependendo de como o carbono hibridizado sp2, sp3 e sp (ou as diferentes maneiras pelas quais os a¡tomos de carbono podem se ligar a outros elementos) e suas ligações correspondentes são utilizadas. Os ala³tropos de carbono mais conhecidos são grafite (usado em ferramentas como la¡pis e baterias) e diamantes, que são criados a partir de carbono sp2 e carbono sp3, respectivamente.
Usando manãtodos químicos tradicionais, os cientistas criaram com sucesso vários ala³tropos ao longo dos anos, incluindo o fulereno (cuja descoberta ganhou o Praªmio Nobel de Química em 1996) e o grafeno.
No entanto, esses manãtodos não permitem que os diferentes tipos de carbono sejam sintetizados juntos em qualquer tipo de grande capacidade, como o que énecessa¡rio para o grafeno, que deixou o material teorizado - especulado como tendo propriedades únicas de condução de elanãtrons, meca¢nicas e a³pticas - permanecer isso: uma teoria.
Mas foi também essa necessidade do não-tradicional que levou os que estavam no campo a entrar em contato com o grupo de laboratório de Wei Zhang.
Zhang, professor de química na CU Boulder, estuda a química reversavel, que éa química que permite que as ligações se autocorrijam, permitindo a criação de novas estruturas ordenadas, ou trelia§as, como polímeros sintanãticos semelhantes ao DNA .
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Depois de ser abordado, Zhang e seu grupo de laboratório decidiram tentar.
Criar grafino éuma "questãomuito antiga e de longa data, mas como as ferramentas sintanãticas eram limitadas, o interesse diminuiu", Hu, que era Ph.D. aluno do grupo de laboratório de Zhang, comentou. "Na³s trouxemos o problema novamente e usamos uma nova ferramenta para resolver um problema antigo que érealmente importante."
Usando um processo chamado meta¡tese alcino osque éuma reação orga¢nica que envolve a redistribuição, ou corte e reforma, de ligações químicas alcino (um tipo de hidrocarboneto com pelo menos uma ligação covalente tripla carbono- carbono ) osbem como termodina¢mica e controle cinanãtico , o grupo conseguiu criar com sucesso o que nunca havia sido criado antes: um material que poderia rivalizar com a condutividade do grafeno, mas com controle.
"Ha¡ uma diferença muito grande (entre grafeno e grafeno), mas no bom sentido", disse Zhang. "Este pode ser o material maravilhoso da próxima geração. a‰ por isso que as pessoas estãomuito animadas."
Embora o material tenha sido criado com sucesso, a equipe ainda deseja analisar os detalhes específicos dele, incluindo como criar o material em grande escala e como ele pode ser manipulado.
"Estamos realmente tentando explorar este novo material de maºltiplasDimensões , tanto experimentalmente quanto teoricamente, donívelata´mico aos dispositivos reais", disse Zhang sobre os pra³ximos passos.
Esses esforços, por sua vez, devem ajudar a descobrir como as propriedades a³pticas e condutoras de elanãtrons do material podem ser usadas para aplicações industriais, como baterias de aons de latio .
"Esperamos que no futuro possamos reduzir os custos e simplificar o procedimento de reação, e então, esperamos, as pessoas possam realmente se beneficiar de nossa pesquisa", disse Hu.
Para Zhang, isso nunca poderia ter sido realizado sem o apoio de uma equipe interdisciplinar, acrescentando: “Sem o apoio do departamento de física, sem algum apoio dos colegas, esse trabalho provavelmente não poderia ser feitoâ€.