Um novo material feito de nanotubos de carbono pode gerar eletricidade, eliminando energia de seu ambiente
Em um novo estudo que descreve esse fena´meno, os pesquisadores mostraram que poderiam usar essa corrente elanãtrica para gerar uma reaa§a£o conhecida como oxidaa§a£o do a¡lcool - uma reaa§a£o química orga¢nica importante na indústria química.
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)
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Os engenheiros do MIT descobriram uma nova maneira de gerar eletricidade usando minaºsculaspartículas de carbono que podem criar uma corrente simplesmente interagindo com o laquido ao seu redor.
O laquido, um solvente orga¢nico , extrai elanãtrons daspartículas, gerando uma corrente que pode ser usada para impulsionar reações químicas ou para alimentar robôs em micro ou nanoescala, dizem os pesquisadores.
"Este mecanismo énovo e esta forma de gerar energia écompletamente nova", diz Michael Strano, o Professor de Engenharia Química do Carbon P. Dubbs no MIT. "Essa tecnologia éintrigante porque tudo que vocêprecisa fazer éfluir um solvente por um leito dessas partículas Isso permite que vocêfaz a eletroquímica, mas sem fios."
Em um novo estudo que descreve esse fena´meno, os pesquisadores mostraram que poderiam usar essa corrente elanãtrica para gerar uma reação conhecida como oxidação do a¡lcool - uma reação química orga¢nica importante na indústria química.
Strano éo autor saªnior do artigo, que aparece hoje na Nature Communications . Os principais autores do estudo são o estudante de graduação do MIT Albert Tianxiang Liu e o ex-pesquisador do MIT Yuichiro Kunai. Outros autores incluem o ex-aluno de graduação Anton Cottrill, os pa³s-doutorandos Amir Kaplan e Hyunah Kim, o estudante de graduação Ge Zhang e os recanãm-formados no MIT, Rafid Mollah e Yannick Eatmon.
Propriedades únicas
A nova descoberta surgiu da pesquisa de Strano sobre nanotubos de carbono - tubos ocos feitos de uma rede de a¡tomos de carbono, que tem propriedades elanãtricas únicas. Em 2010, Strano demonstrou, pela primeira vez, que os nanotubos de carbono podem gerar "ondas termelanãtricas". Quando um nanotubo de carbono érevestido com uma camada de combustavel, pulsos ma³veis de calor ou ondas termelanãtricas viajam ao longo do tubo, criando uma corrente elanãtrica.
Esse trabalho levou Strano e seus alunos a descobrir uma característica relacionada aos nanotubos de carbono. Eles descobriram que quando parte de um nanotubo érevestido com um polamero semelhante ao Teflon, ele cria uma assimetria que torna possível que os elanãtrons fluam da parte revestida para a não revestida do tubo, gerando uma corrente elanãtrica . Esses elanãtrons podem ser retirados submergindo aspartículas em um solvente faminto por elanãtrons.
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Para aproveitar essa capacidade especial, os pesquisadores criarampartículas geradoras de eletricidade triturando nanotubos de carbono e transformando-os em uma folha de material semelhante a papel. Um lado de cada folha foi revestido com um polamero semelhante ao Teflon, e os pesquisadores então cortaram pequenaspartículas , que podem ter qualquer formato ou tamanho. Para este estudo, eles fizerampartículas com 250 macrons por 250 macrons.
"O solvente tira os elanãtrons e o sistema tenta se equilibrar movendo os elanãtrons", diz Strano. "Nãoháquímica sofisticada de bateria dentro. a‰ apenas uma partacula e vocêa coloca no solvente e ela comea§a a gerar um campo elanãtrico."
Quando essaspartículas são submersas em um solvente orga¢nico, como o acetonitrila, o solvente adere a superfÍcie não revestida daspartículas e comea§a a puxar os elanãtrons para fora delas.
"O solvente tira os elanãtrons e o sistema tenta se equilibrar movendo os elanãtrons", diz Strano. "Nãoháquímica sofisticada de bateria dentro. a‰ apenas uma partacula e vocêa coloca no solvente e ela comea§a a gerar um campo elanãtrico."
Poder de partacula
A versão atual daspartículas pode gerar cerca de 0,7 volts de eletricidade por partacula. Neste estudo, os pesquisadores também mostraram que eles podem formar matrizes de centenas departículas em um pequeno tubo de ensaio. Esse reator de "leito compactado" gera energia suficiente para acionar uma reação química chamada de oxidação do a¡lcool, na qual um a¡lcool éconvertido em um aldeado ou cetona. Normalmente, essa reação não érealizada usando eletroquímica porque exigiria muita corrente externa.
"Como o reator de leito compactado écompacto, ele tem mais flexibilidade em termos de aplicações do que um grande reator eletroquamico", diz Zhang. "Aspartículas podem ser muito pequenas e não requerem nenhum fio externo para conduzir a reação eletroquímica."
Em trabalhos futuros, Strano espera usar esse tipo de geração de energia para construir polímeros usando apenas dia³xido de carbono como matéria-prima. Em um projeto relacionado, ele já criou polímeros que podem se regenerar usando dia³xido de carbono como material de construção, em um processo movido a energia solar. Este trabalho éinspirado na fixação de carbono, o conjunto de reações químicas que as plantas usam para construir açúcares a partir do dia³xido de carbono, usando a energia do sol.
No longo prazo, essa abordagem também pode ser usada para alimentar robôs em micro ou nanoescala. O laboratório de Strano já começou a construir robôs nessa escala, que podera£o um dia ser usados ​​como diagnósticos ou sensores ambientais. A ideia de ser capaz de extrair energia do ambiente para alimentar esses tipos de robôs éatraente, diz ele.
“Isso significa que vocênão precisa colocar o armazenamento de energia a bordoâ€, diz ele. "O que gostamos nesse mecanismo éque vocêpode tirar a energia, pelo menos em parte, do meio ambiente."