Ao aquecer seletivamente fa´nons específicos sem aquecer todo o material, os pesquisadores aumentaram a difusão de aons de uma forma que poderia ter amplas aplicações.
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)
O professor associado Asegun Henry acredita que este manãtodo pode levar a criação de um novo campo de pesquisa - que ele se refere como “cata¡lise de fa´nonâ€. Enquanto o novo trabalho se concentra especificamente na difusão de aons, Henry vaª aplicações em reações químicas, transformações de fase e outros fena´menos dependentes da temperatura.
Créditos: Foto: Ryuji Suzuki
As baterias e células de combustavel geralmente dependem de um processo conhecido como difusão de aons para funcionar. Na difusão ia´nica, os a¡tomos ionizados se movem atravanãs de materiais sãolidos, semelhante ao processo em que a águaéabsorvida pelo arroz quando cozido. Assim como cozinhar arroz, a difusão ia´nica éextremamente dependente da temperatura e requer que altas temperaturas acontea§am rapidamente.
Essa dependaªncia da temperatura pode ser limitante, já que os materiais usados ​​em alguns sistemas, como células de combustavel, precisam suportar altas temperaturas, a s vezes superiores a 1.000 graus Celsius. Em um novo estudo, uma equipe de pesquisadores do MIT e da Universidade de Muenster, na Alemanha, mostrou um novo efeito, em que a difusão ia´nica éaprimorada enquanto o material permanece frio, apenas excitando um número seleto de vibrações conhecidas como fa´nons. Essa nova abordagem - que a equipe chama de “cata¡lise de fa´non†- pode levar a um campo de pesquisa inteiramente novo. Seu trabalho foi publicado na Cell Reports Physical Science .
No estudo, a equipe de pesquisa usou um modelo computacional para determinar quais vibrações realmente causaram o movimento dos aons durante a difusão de aons. Em vez de aumentar a temperatura de todo o material, eles aumentaram a temperatura apenas daquelas vibrações especaficas em um processo que chamam de excitação de fa´non direcionada.
“Na³s apenas aquecemos as vibrações que importam e, ao fazer isso, pudemos mostrar que era possível manter o material frio, mas com o comportamento de como se estivesse muito quenteâ€, diz Asegun Henry, professor de engenharia meca¢nica e coautor do estudo.
Essa capacidade de manter os materiais resfriados durante a difusão de aons pode ter uma ampla gama de aplicações. No exemplo das células de combustavel, se a canãlula inteira não precisa ser exposta a temperaturas extremamente altas, os engenheiros podem usar materiais mais baratos para construa-la. Isso reduziria o custo das células de combustavel e as ajudaria a durar mais - resolvendo o problema da curta vida útil de muitas células de combustavel.
O processo também pode ter implicações para as baterias de aon-latio.
“Descobrir novos condutores de aons éfundamental para o avanço das baterias de latio, e as oportunidades incluem permitir o uso de metal de latio, que pode potencialmente dobrar a energia das baterias de aon de latio. Infelizmente, falta a compreensão fundamental da condução de aons â€, acrescenta Yang Shao-Horn, professor de energia da WM Keck e coautor.
Este novo trabalho baseia-se em sua pesquisa anterior , especificamente o trabalho de Sokseiha Muy PhD '18 sobre princapios de design para condutores de aons, que mostra que a redução da energia de fa´nons em estruturas reduz a barreira para difusão de aons e aumenta potencialmente a condutividade ia´nica. Kiarash Gordiz, um pa³s-doutorado que trabalha em conjunto com o Grupo de Simulação Atomastica e Pesquisa de Energia de Henry e o Laborata³rio de Energia Eletroquímica de Shao-Horn, questionou se eles poderiam combinar a pesquisa de Shao-Horn sobre condução ia´nica com a pesquisa de Henry sobre transferaªncia de calor.
“Usando o trabalho anterior do professor Shao-Horn sobre condutores de aons como ponto de partida, decidimos determinar exatamente quais modos de fa´non estãocontribuindo para a difusão de aonsâ€, diz Gordiz.
Henry, Gordiz e sua equipe usaram um modelo para fosfato de latio, que costuma ser encontrado em baterias de aon-latio. Usando um manãtodo computacional conhecido como análise de modo normal, junto com ca¡lculos de banda ela¡stica e simulações de dina¢mica molecular, o grupo de pesquisa calculou quantitativamente quanto cada fa´non contribui para o processo de difusão de aons em fosfato de latio.
Munidos desse conhecimento, os pesquisadores poderiam usar lasers para excitar ou aquecer seletivamente fa´nons específicos, em vez de expor todo o material a altas temperaturas. Este manãtodo pode abrir um novo mundo de possibilidades.
O amanhecer de um novo campo
Henry acredita que esse manãtodo pode levar a criação de um novo campo de pesquisa - ao qual ele se refere como "cata¡lise de fa´non". Enquanto o novo trabalho se concentra especificamente na difusão de aons, Henry vaª aplicações em reações químicas, transformações de fase e outros fena´menos dependentes da temperatura.
“Nosso grupo estãofascinado pela ideia de que vocêpode ser capaz de catalisar todos os tipos de coisas agora que temos a técnica para descobrir quais fa´nons são importantesâ€, diz Henry. “Todas essas reações que geralmente requerem temperaturas extremas agora podem acontecer em temperatura ambiente.â€
Henry e sua equipe começam a explorar aplicações potenciais para a cata¡lise de fa´nons. Gordiz estãoestudando o uso do manãtodo para condutores superia´nicos de latio, que podem ser usados ​​no armazenamento de energia limpa. A equipe também estãoconsiderando aplicações como um supercondutor a temperatura ambiente e atémesmo a criação de diamantes, que requerem pressão e temperaturas extremamente altas que podem ser acionadas em temperaturas muito mais baixas por meio da cata¡lise de fa´nons.
“Essa ideia de excitação seletiva, focando apenas nas partes de que vocêprecisa e não em tudo, pode ser um grande tipo de mudança de paradigma para a forma como operamos as coisasâ€, diz Henry. “Precisamos comea§ar a pensar na temperatura como um espectro e não apenas um número.â€
Os pesquisadores planejam mostrar mais exemplos de excitação de fa´nons direcionados trabalhando em materiais diferentes. No futuro, eles esperam demonstrar que seu modelo computacional funciona experimentalmente nesses materiais.Â