Para a categoria roba³tica em uma nova sanãrie que comemora a inovaa§a£o, o USPS escolheu a pra³tese bia´nica projetada e construada pelo grupo de Biomecatra´nica do Media Lab.
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)
A inovação écomemorada em uma nova sanãrie de selos do Servia§o Postal dos EUA para sempre, que inclui pesquisas do grupo Biomechatronics do MIT Media Lab.
Imagem: Servia§o Postal dos EUA
Em breve, escritores de letras de todo opaís tera£o um novo e divertido selo Forever a sua escolha, apresentando novas pesquisas do grupo de pesquisa Biomechatronics do Media Lab.Â
O selo faz parte de uma nova sanãrie do Servia§o Postal dos EUA (USPS) sobre inovação, representando computação, biomedicina, seqa¼enciamento de genoma, roba³tica e tecnologia solar. Para a categoria roba³tica, o USPS escolheu a pra³tese bia´nica projetada e construada por Matt Carney PhD '20 e membros do grupo Biomechatronics, liderado pelo professor Hugh Herr.
A imagem usada no carimbo foi tirada pelo fota³grafo Andy Ryan, cujo portfa³lio abrange imagens de todo o mundo e que hámuitos anos captura a experiência do MIT - desde fotos arquiteta´nicas impressionantes atéo trabalho de pesquisa de laboratórios no campus. Ryan sugeriu ao USPS o trabalho bia´nico do grupo de biomecatra´nica para representar o futuro da roba³tica. Ryan também criou as imagens que se tornaram o selo de computação e tecnologia solar da sanãrie.Â
"Eu sabia que Hugh Herr e sua equipe de pesquisa estavam incorporando elementos robóticos nas pernas protanãticas que estavam desenvolvendo e testando", observa Ryan. "Essa visão da roba³tica era, em minha opinia£o, uma verdadeira representação de como os robôs e a roba³tica se manifestariam e impactariam a sociedade no futuro".Â
Com o incentivo de Herr, Ryan enviou imagens de alta definição, estilizadas e em close-up de Matt Carney trabalhando nos projetos mais recentes do grupo.Â
Carney, que recentemente concluiu seu doutorado em artes e ciências da madia no Media Lab, vaª os membros bia´nicos como o roba´ humana³ide final e uma inovação ideal para representar e retratar a roba³tica em 2020. Ele foi o grande incentivador por compartilhar esse trabalho com o mundo .
"As pra³teses roba³ticas integram biomeca¢nica, engenharia meca¢nica, elanãtrica e software, e nenhuma pea§a estãodisponavel", diz Carney. "Tentar se encaixar nos limites da forma humana e combinar a largura de banda e a densidade de potaªncia de No corpo humano, precisamos forçar os limites de todas as disciplinas: computação, força dos materiais, densidades de energia magnanãtica, sensores, interfaces biológicas e muito mais ".
Na infa¢ncia, o pra³prio Carney colecionou selos de diferentes cantos do globo e, portanto, a seleção de sua pesquisa para um selo postal dos EUA foi especialmente significativa.Â
"a‰ uma grande honra ter meu trabalho de doutorado apresentado como um selo do USPS", diz Carney, abrindo um grande sorriso. "Espero que essa faznha seja uma inspiração para os jovens estudantes de todos os lugares para acabar com a lição de casa e desenvolver as habilidades para causar um impacto positivo no mundo. E enquanto eu trabalhava horas insanas para criar essa coisa - e realmente tentei inspirar com seu design tanto quanto sua engenharia - érealmente o culminar do trabalho de pra³tese motorizada, pioneiro pelo Dr. Hugh Herr e por toda a nossa equipe do grupo de Biomechatronics do Media Lab, e expande o trabalho de uma comunidade global em mais de uma década de desenvolvimento ".
O novo selo do MIT se junta a uma lista venera¡vel de outros carimbos associados ao Instituto. Os selos emitidos anteriormente apresentavam o astronauta da Apollo 11 e o astronauta Buzz Aldrin ScD '63, o vencedor do Praªmio Nobel Richard Feynman '39, e o arquiteto Robert Robinson Taylor, que se formou no MIT em 1892 e éconsiderado o primeiro arquiteto afro-americano academicamente treinado dopaís, seguido por O arquiteto vencedor do praªmio Pritzker IM Pei '40, cujo trabalho inclui a Pira¢mide de Vidro do Louvre e o Edifacio Leste na Galeria Nacional em Washington, além de inúmeros edifacios no campus do MIT.Â
O novo selo de roba³tica, no entanto, éo primeiro a apresentar pesquisas do MIT, além de membros da comunidade do MIT.
"Estou profundamente honrado por ter sido criado um selo USPS Forever para celebrar pra³teses roba³ticas tecnologicamente avana§adas e, junto com isso, a determinação de aliviar o comprometimento humano", diz Herr. "Atravanãs do casamento da fisiologia humana e da roba³tica, as pessoas com amputação de pernas agora podem andar com pra³teses motorizadas que emulam de perto a perna biológica. Ao integrar sensores sintanãticos, computação artificial e atuação muscular, essas tecnologias já estãomelhorando profundamente a vida das pessoas. maneiras, e pode um dia em breve trazer o fim da incapacidade ".
A sanãrie Innovation Stamp estara¡ disponavel para compra no Servia§o Postal dos EUA no final deste maªs.