O FibeRobo de baixo custo, que é compatível com as técnicas existentes de fabricação têxtil, poderia ser usado em roupas de desempenho adaptativo ou de compressão.
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)
Pesquisadores do MIT e da Northeastern University desenvolveram uma fibra de elastômero de cristal líquido que pode mudar sua forma em resposta a estímulos térmicos. A fibra, que é totalmente compatível com a maquinaria de produção têxtil existente, poderia ser utilizada para fabricar tecidos que se transformam, como um casaco que se torna mais isolante para manter o utilizador aquecido quando as temperaturas descem. Créditos: Cortesia dos pesquisadores
Em vez de precisar de um casaco para cada estação, imagine ter uma jaqueta que mudasse de formato dinamicamente, tornando-se mais isolante para mantê-lo aquecido à medida que a temperatura cai.
Uma fibra programável e atuante desenvolvida por uma equipe interdisciplinar de pesquisadores do MIT poderá algum dia tornar essa visão uma realidade. Conhecida como FibeRobo , a fibra se contrai em resposta a um aumento na temperatura e depois se auto-reverte quando a temperatura diminui, sem quaisquer sensores incorporados ou outros componentes rígidos.
A fibra de baixo custo é totalmente compatível com técnicas de fabricação têxtil, incluindo teares, bordados e máquinas de tricô industriais, e pode ser produzida continuamente por quilômetro. Isso poderia permitir que os projetistas incorporassem facilmente capacidades de atuação e detecção em uma ampla gama de tecidos para inúmeras aplicações.
As fibras também podem ser combinadas com fios condutores, que atuam como elemento de aquecimento quando a corrente elétrica passa por eles. Dessa forma, as fibras atuam por meio de eletricidade, o que oferece ao usuário controle digital sobre a forma do tecido. Por exemplo, um tecido pode mudar de forma com base em qualquer informação digital, como leituras de um sensor de frequência cardíaca.
“Usamos têxteis para tudo. Fabricamos aviões com compósitos reforçados com fibra, cobrimos a Estação Espacial Internacional com um tecido de proteção contra radiação, usamos-os para expressão pessoal e desempenho. Grande parte do nosso ambiente é adaptável e responsivo, mas a única coisa que precisa ser mais adaptável e responsiva – os têxteis – é completamente inerte”, diz Jack Forman, estudante de pós-graduação no Tangible Media Group do MIT Media Lab, com uma afiliação secundária no Center for Bits and Atoms e autor principal de um artigo sobre fibra atuadora .
Ele é acompanhado no artigo por 11 outros pesquisadores do MIT e da Northeastern University, incluindo seus orientadores, o professor Neil Gershenfeld, que lidera o Center for Bits and Atoms, e Hiroshi Ishii, Jerome B. Wiesner Professor de Artes e Ciências de Mídia e diretor do Grupo de Mídia Tangível. A pesquisa será apresentada no Simpósio ACM sobre Software e Tecnologia de Interface de Usuário.
Materiais de transformação
Os investigadores do MIT queriam uma fibra que pudesse atuar silenciosamente e mudar drasticamente a sua forma, ao mesmo tempo que fosse compatível com os procedimentos comuns de fabrico têxtil. Para conseguir isso, eles usaram um material conhecido como elastômero de cristal líquido (LCE).
Um cristal líquido é uma série de moléculas que podem fluir como um líquido, mas quando podem assentar, elas se acumulam em um arranjo cristalino periódico. Os pesquisadores incorporam essas estruturas cristalinas em uma rede de elastômero, que é elástica como um elástico.
À medida que o material LCE aquece, as moléculas do cristal saem do alinhamento e unem a rede de elastômero, fazendo com que a fibra se contraia. Quando o calor é removido, as moléculas retornam ao seu alinhamento original e o material ao seu comprimento original, explica Forman.
Ao misturar cuidadosamente os produtos químicos para sintetizar o LCE, os pesquisadores podem controlar as propriedades finais da fibra, como sua espessura ou a temperatura em que atua.
Eles aperfeiçoaram uma técnica de preparação que cria fibra LCE que pode atuar em temperaturas seguras para a pele, tornando-a adequada para tecidos vestíveis.
“Há muitos botões que podemos girar. Foi muito trabalhoso criar esse processo do zero, mas no final das contas nos dá muita liberdade para a fibra resultante”, acrescenta.
No entanto, os pesquisadores descobriram que fabricar fibra a partir da resina LCE é um processo complicado. As técnicas existentes resultam frequentemente numa massa fundida que é impossível de desenrolar.
Os pesquisadores também estão explorando outras maneiras de produzir fibras funcionais, como incorporando centenas de chips digitais em microescala em um polímero, utilizando um sistema fluídico ativado ou incluindo material piezoelétrico que pode converter vibrações sonoras em sinais elétricos .
Fabricação de fibra
Forman construiu uma máquina usando peças impressas em 3D e cortadas a laser e eletrônica básica para superar os desafios de fabricação. Ele inicialmente construiu a máquina como parte do curso de pós-graduação MAS.865 (Prototipagem Rápida de Máquinas de Prototipagem Rápida: Como Fazer Algo que Faz [quase] Qualquer Coisa).
Para começar, a resina LCE espessa e viscosa é aquecida e depois espremida lentamente através de um bico semelhante ao de uma pistola de cola. À medida que a resina sai, ela é curada cuidadosamente usando luzes UV que brilham em ambos os lados da fibra extrusada lentamente.
Se a luz for muito fraca, o material se separará e pingará para fora da máquina, mas se for muito forte, podem formar-se aglomerados, o que produz fibras irregulares.
Em seguida, a fibra é mergulhada em óleo para obter uma camada escorregadia e curada novamente, desta vez com luzes UV no máximo, criando uma fibra forte e macia. Finalmente, ele é coletado em um carretel superior e mergulhado em pó para deslizar facilmente em máquinas de fabricação têxtil.
Da síntese química até a bobina finalizada, o processo leva cerca de um dia e produz aproximadamente um quilômetro de fibra pronta para uso.
“No final das contas, você não quer uma fibra de diva. Você quer uma fibra que, ao trabalhar com ela, se enquadre no conjunto de materiais – uma fibra com a qual você possa trabalhar como qualquer outro material de fibra, mas que tenha muitos recursos novos e interessantes”, diz Forman.
A criação de tal fibra exigiu muitas tentativas e erros, bem como a colaboração de pesquisadores com experiência em muitas disciplinas, da química à engenharia mecânica, da eletrônica ao design.
A fibra resultante, chamada FibeRobo, pode contrair até 40 por cento sem dobrar, atuar em temperaturas seguras para a pele (a versão da fibra segura para a pele contrai até cerca de 25 por cento) e ser produzida com uma configuração de baixo custo para 20 centavos por metro, o que é cerca de 60 vezes mais barato do que as fibras que mudam de forma disponíveis no mercado.
A fibra pode ser incorporada em máquinas industriais de costura e tricô, bem como em processos não industriais como teares manuais ou crochê manual, sem a necessidade de quaisquer modificações no processo.
Os pesquisadores do MIT usaram o FibeRobo para demonstrar diversas aplicações, incluindo um sutiã esportivo adaptável feito por bordado que aperta quando o usuário começa a se exercitar.
Eles também usaram uma máquina de tricô industrial para criar uma jaqueta de compressão para o cachorro de Forman, cujo nome é Professor. A jaqueta agia e “abraçava” o cachorro com base em um sinal Bluetooth do smartphone de Forman. Jaquetas de compressão são comumente usadas para aliviar a ansiedade de separação que um cão pode sentir enquanto seu dono está ausente.
No futuro, os pesquisadores querem ajustar os componentes químicos da fibra para que ela seja reciclável ou biodegradável. Eles também querem agilizar o processo de síntese de polímeros para que usuários sem experiência em laboratório úmido possam fazê-lo por conta própria.
Forman está entusiasmado em ver as aplicações FibeRobo que outros grupos de pesquisa identificam à medida que se baseiam nesses resultados iniciais. No longo prazo, ele espera que o FibeRobo possa se tornar algo que um fabricante possa comprar em uma loja de artesanato, assim como um novelo de lã, e usar para produzir facilmente tecidos morphing.
“As fibras LCE ganham vida quando integradas em têxteis funcionais. É particularmente fascinante observar como os autores exploraram designs têxteis criativos usando uma variedade de padrões de tecelagem e tricô”, diz Lining Yao, Professor Associado Cooper-Siegel de Interação Humano-Computador na Universidade Carnegie Mellon, que não esteve envolvido neste trabalho. .
Esta pesquisa foi apoiada, em parte, pela William Asbjornsen Albert Memorial Fellowship, pelo Programa de Professor Visitante Dr. Martin Luther King Jr., pela Toppan Printing Co., pela Honda Research, pelo Chinese Scholarship Council e pela Shima Seiki. A equipe incluiu Ozgun Kilic Afsar, Sarah Nicita, Rosalie (Hsin-Ju) Lin, Liu Yang, Akshay Kothakonda, Zachary Gordon e Cedric Honnet do MIT; e Megan Hofmann e Kristen Dorsey da Northeastern University.