Um novo material de membrana pode tornar a purificaça£o de gases significativamente mais eficiente, potencialmente ajudando a reduzir as emissaµes de carbono.
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)
Um novo material de membrana, retratado aqui, pode tornar a purificação de gases significativamente mais eficiente, potencialmente ajudando a reduzir as emissaµes de carbono. Cortesia dos pesquisadores
Processos industriais para separações químicas, incluindo purificação de gás natural e produção de oxigaªnio e nitrogaªnio para uso médico ou industrial, são coletivamente responsa¡veis ​​por cerca de 15% do uso de energia do mundo. Eles também contribuem com uma quantidade correspondente para as emissaµes mundiais de gases de efeito estufa. Agora, pesquisadores do MIT e da Universidade de Stanford desenvolveram um novo tipo de membrana para realizar esses processos de separação com aproximadamente 1/10 do uso de energia e emissaµes.
O uso de membranas para separação de produtos químicos éconhecido por ser muito mais eficiente do que processos como destilação ou absorção, mas sempre houve uma troca entre permeabilidade - a rapidez com que os gases podem penetrar no material - e seletividade - a capacidade de deixar as moléculas desejadas passar enquanto bloqueia todos os outros. A nova familia de materiais de membrana, baseada em polímeros de “escada de hidrocarbonetoâ€, supera essa compensação, proporcionando alta permeabilidade e seletividade extremamente boa, dizem os pesquisadores.
Os resultados são relatados hoje na revista Science , em um artigo de Yan Xia, professor associado de química em Stanford; Zachary Smith, professor assistente de engenharia química no MIT; Ingo Pinnau, professor da Universidade de Ciência e Tecnologia Rei Abdullah, e outros cinco.
A separação de gases éum processo industrial importante e difundido, cujos usos incluem a remoção de impurezas e compostos indesejados do gás natural ou biogás, separação de oxigaªnio e nitrogaªnio do ar para fins médicos e industriais, separação de dia³xido de carbono de outros gases para captura de carbono e produção de hidrogaªnio para uso como combustavel de transporte isento de carbono. As novas membranas de polamero em escada são promissoras para melhorar drasticamente o desempenho de tais processos de separação. Por exemplo, separando o dia³xido de carbono do metano, essas novas membranas tem cinco vezes a seletividade e 100 vezes a permeabilidade das membranas celula³sicas existentes para esse fim. Da mesma forma, eles são 100 vezes mais permea¡veis ​​e três vezes mais seletivos para separar o gás hidrogaªnio do metano.
O novo tipo de polímeros, desenvolvido ao longo dos últimos anos pelo laboratório Xia, são chamados de polímeros em escada porque são formados a partir de fitas duplas conectadas por ligações semelhantes a degraus, e essas ligações proporcionam um alto grau de rigidez e estabilidade ao material polimanãrico. Esses polímeros de escada são sintetizados por meio de uma química eficiente e seletiva que o laboratório de Xia desenvolveu chamada CANAL, um acra´nimo para anulação catalatica de areno-norborneno, que costura produtos químicos prontamente disponíveis em estruturas de escada com centenas ou atémilhares de degraus. Os polímeros são sintetizados em uma solução, onde formam fitas ragidas e dobradas que podem ser facilmente transformadas em uma folha fina com poros em escala subnanomanãtrica usando processos de fundição de polímeros disponíveis industrialmente. Os tamanhos dos poros resultantes podem ser ajustados atravanãs da escolha dos compostos iniciais de hidrocarbonetos específicos. “Essa química e a escolha de blocos de construção químicos nos permitiram fazer polímeros de escada muito ragidos com diferentes configuraçõesâ€, diz Xia.
Para aplicar os polímeros CANAL como membranas seletivas, a colaboração fez uso da experiência de Xia em polímeros e da especialização de Smith em pesquisa de membranas. Holden Lai, um ex-aluno de doutorado de Stanford, realizou grande parte do desenvolvimento e exploração de como suas estruturas afetam as propriedades de permeação de gás. “Demoramos oito anos desde o desenvolvimento da nova química atéencontrar as estruturas polimanãricas certas que conferem o alto desempenho de separaçãoâ€, diz Xia.
O laboratório Xia passou os últimos anos variando as estruturas dos polímeros CANAL para entender como suas estruturas afetam seu desempenho de separação. Surpreendentemente, eles descobriram que a adição de dobras adicionais aos seus polímeros CANAL originais melhorou significativamente a robustez meca¢nica de suas membranas e aumentou sua seletividade para moléculas de tamanhos semelhantes, como gases de oxigaªnio e nitrogaªnio, sem perder a permeabilidade do gás mais permea¡vel. A seletividade realmente melhora a medida que o material envelhece. A combinação de alta seletividade e alta permeabilidade faz com que esses materiais superem todos os outros materiais polimanãricos em muitas separações de gases, dizem os pesquisadores.
Hoje, 15% do uso global de energia vai para separações químicas, e esses processos de separação são “muitas vezes baseados em tecnologias centena¡riasâ€, diz Smith. “Eles funcionam bem, mas tem uma enorme pegada de carbono e consomem enormes quantidades de energia. O principal desafio hoje étentar substituir esses processos insustenta¡veisâ€. A maioria desses processos requer altas temperaturas para soluções de ebulição e refervura, e esses geralmente são os processos mais difaceis de eletrificar, acrescenta.
Para a separação de oxigaªnio e nitrogaªnio do ar, as duas moléculas diferem em tamanho apenas em cerca de 0,18 angstroms (dez bilionanãsimos de metro), diz ele. Fazer um filtro capaz de separa¡-los com eficiência “éincrivelmente difacil de fazer sem diminuir o rendimentoâ€. Mas os novos polímeros de escada, quando fabricados em membranas, produzem poros minaºsculos que atingem alta seletividade, diz ele. Em alguns casos, 10 moléculas de oxigaªnio permeiam para cada nitrogaªnio, apesar da peneira fina necessa¡ria para acessar esse tipo de seletividade de tamanho. Esses novos materiais de membrana tem “a mais alta combinação de permeabilidade e seletividade de todos os materiais polimanãricos conhecidos para muitas aplicaçõesâ€, diz Smith.
“Como os polímeros CANAL são fortes e daºcteis, e por serem solaºveis em certos solventes, eles podem ser dimensionados para implantação industrial dentro de alguns anosâ€, acrescenta. Uma empresa derivada do MIT chamada Osmoses, liderada pelos autores deste estudo, venceu recentemente a competição de empreendedorismo de US$ 100 mil do MIT e foi parcialmente financiada pelo The Engine para comercializar a tecnologia.
Ha¡ uma variedade de aplicações potenciais para esses materiais na indústria de processamento quamico, diz Smith, incluindo a separação de dia³xido de carbono de outras misturas de gases como forma de redução de emissaµes. Outra possibilidade éa purificação do biogás combustavel feito a partir de resíduos agracolas para fornecer combustavel de transporte livre de carbono. A separação de hidrogaªnio para a produção de combustavel ou matéria-prima química também pode ser realizada de forma eficiente, ajudando na transição para uma economia baseada no hidrogaªnio.
A equipe unida de pesquisadores continua refinando o processo para facilitar o desenvolvimento de laboratório para escala industrial e para entender melhor os detalhes de como as estruturas macromoleculares e o empacotamento resultam na seletividade ultra-alta. Smith diz que espera que essa tecnologia de plataforma desempenhe um papel em vários caminhos de descarbonização, comea§ando com a separação de hidrogaªnio e captura de carbono, porque háuma necessidade premente dessas tecnologias para fazer a transição para uma economia livre de carbono.
“Estas são novas estruturas impressionantes que tem um excelente desempenho de separação de gasesâ€, diz Ryan Lively, professor associado de engenharia química e biomolecular da Georgia Tech, que não esteve envolvido neste trabalho. “a‰ importante ressaltar que esse desempenho éaprimorado durante o envelhecimento da membrana e quando as membranas são desafiadas com misturas concentradas de gases. … Se eles puderem dimensionar esses materiais e fabricar ma³dulos de membrana, havera¡ um impacto prático potencial significativo.â€
A equipe de pesquisa também incluiu Jun Myun Ahn e Ashley Robinson em Stanford, Francesco Benedetti no MIT, agora diretor executivo da Osmoses, e Yingge Wang na Universidade de Ciência e Tecnologia King Abdullah na Ara¡bia Saudita. O trabalho foi apoiado pela Stanford Natural Gas Initiative, pela Sloan Research Fellowship, pelo Departamento de Energia dos Estados Unidos, pelo Escrita³rio de Ciências da Energia Ba¡sica e pela National Science Foundation.