Pesquisadores da Escola de Engenharia e Ciências Aplicadas de Harvard John A. Paulson (SEAS) desenvolveram uma microestrutura de material aºnico e estamulo aºnico que pode superar atémesmo os calios vivos.
![](data:image/jpeg;base64,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)
Crédito: Universidade de Harvard
Durante anos, os cientistas vão tentando projetar minaºsculos calios artificiais para sistemas robóticos em miniatura que podem realizar movimentos complexos, incluindo flexa£o, torção e reversão. Construir essas microestruturas menores que um cabelo humano normalmente requer processos de fabricação de várias etapas e estamulos variados para criar os movimentos complexos, limitando suas aplicações em larga escala.
Agora, pesquisadores da Escola de Engenharia e Ciências Aplicadas de Harvard John A. Paulson (SEAS) desenvolveram uma microestrutura de material aºnico e estamulo aºnico que pode superar atémesmo os calios vivos. Essas estruturas programa¡veis ​​em escala micro podem ser usadas para uma variedade de aplicações, incluindo roba³tica leve, dispositivos médicos biocompataveis e atécriptografia dina¢mica de informações.
A pesquisa épublicada na Nature .
"Inovações em materiais autorregulados adaptativos que são capazes de um conjunto diversificado de movimentos programados representam um campo muito ativo, que estãosendo abordado por equipes interdisciplinares de cientistas e engenheiros", disse Joanna Aizenberg, professora de Ciência dos Materiais da Amy Smith Berylson e Professor de Química e Biologia Química na SEAS e autor saªnior do artigo. "Os avanços alcana§ados neste campo podem impactar significativamente a maneira como projetamos materiais e dispositivos para uma variedade de aplicações, incluindo roba³tica, medicina e tecnologias da informação".
Ao contra¡rio de pesquisas anteriores, que dependiam principalmente de materiais multicomponentes complexos para alcana§ar o movimento programa¡vel de elementos estruturais reconfigura¡veis, Aizenberg e sua equipe projetaram um pilar de microestrutura feito de um aºnico material - um elasta´mero de cristal laquido fotorresponsivo. Devido a maneira como os blocos de construção fundamentais do elasta´mero de cristal laquido estãoalinhados, quando a luz atinge a microestrutura, esses blocos de construção se realinham e a estrutura muda de forma.
Amedida que essa mudança de forma ocorre, duas coisas acontecem. Primeiro, o ponto onde a luz atinge torna-se transparente, permitindo que a luz penetre ainda mais no material, causando deformações adicionais. Segundo, a medida que o material se deforma e a forma se move, um novo ponto no pilar éexposto a luz, fazendo com que essa área também mude de forma.
Esse ciclo de feedback impulsiona a microestrutura em um ciclo de movimento semelhante a um curso.
"Esse ciclo de feedback interno e externo nos da¡ um material autorregulado. Uma vez que vocêacende a luz, ela faz todo o seu trabalho", disse Shucong Li, estudante de pós-graduação do Departamento de Química e Biologia Química de Harvard e co- primeiro autor do artigo.
Â
Quando a luz se apaga, o material volta a sua forma original.
As torções e movimentos específicos do material mudam com sua forma, tornando essas estruturas simples infinitamente reconfigura¡veis ​​e ajusta¡veis. Usando um modelo e experimentos, os pesquisadores demonstraram os movimentos de estruturas redondas, quadradas, em forma de L e T e em forma de palmeira e expuseram todas as outras maneiras pelas quais o material pode ser ajustado.
"Mostramos que podemos programar a coreografia dessa dança dina¢mica adaptando uma sanãrie de parametros, incluindo a¢ngulo de iluminação, intensidade da luz , alinhamento molecular, geometria da microestrutura, temperatura e intervalos e duração de irradiação", disse Michael M. Lerch, pa³s-doutorando. bolsista do Aizenberg Lab e coprimeiro autor do artigo.
Para adicionar outra camada de complexidade e funcionalidade, a equipe de pesquisa também demonstrou como esses pilares interagem entre si como parte de um array.
"Quando esses pilares são agrupados, eles interagem de maneiras muito complexas, porque cada pilar deformante projeta uma sombra no seu vizinho, que muda ao longo do processo de deformação", disse Li. "Programar como essas autoexposições mediadas por sombras mudam e interagem dinamicamente umas com as outras pode ser útil para aplicações como criptografia dina¢mica de informações".
“O vasto espaço de design para movimentos individuais e coletivos épotencialmente transformador para roba³tica leve, micro-andadores, sensores e sistemas robustos de criptografia de informaçõesâ€, disse Aizenberg.