Essas janelas, apresentadas em artigo publicado na Nature Energy , foram fabricadas com inibidores de polamero para depositar reversivelmente filmes meta¡licos com morfologia controlada em janelas dina¢micas.
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)
Tynt janelas dina¢micas em toda a sua faixa a³tica de claro (esquerda) a blackout total (direita) mostrando o sopéica´nico de Boulder, Colorado. Crédito: Tynt Technologies.
As janelas dina¢micas são uma tecnologia valiosa que pode ajudar a diminuir a pegada de carbono dos edifacios. As janelas dina¢micas são uma classe de janelas com tonalidade ajusta¡vel que permite aos usuários maior controle sobre o fluxo de luz e calor que passa por elas.
Pesquisadores da Stanford University e da University of Colorado-Boulder (UC Boulder) criaram recentemente novas janelas dina¢micas com tamanho > 900 cm 2 . Essas janelas, apresentadas em artigo publicado na Nature Energy , foram fabricadas com inibidores de polamero para depositar reversivelmente filmes meta¡licos com morfologia controlada em janelas dina¢micas.
"A motivação de nosso trabalho em janelas dina¢micas foi criar um produto que economize energia e melhore a vida das pessoas ao mesmo tempo", disse a TechXplore Michael Strand, cofundador da Tynt Technologies e principal pesquisador do estudo. "Nossa ideia principal era demonstrar que a tecnologia central que desenvolvemos, a eletrodeposição reversavel de metal (RME), estãopronta para atingir esse objetivo."
Em seu artigo, Strand e seus colegas se concentraram em aumentar o tamanho das janelas dina¢micas que haviam criado como parte de sua pesquisa anterior. Em última análise, isso permitiu que eles criassem as maiores janelas dina¢micas de seu tipo demonstradas atéo momento.
Além disso, os pesquisadores descreveram as principais vantagens da tecnologia RME sobre as soluções de janela dina¢mica existentes criadas no passado. Essas vantagens incluem uma cor neutra, contraste excepcional e o potencial de custo mais baixo.
Os engenheiros vão experimentando o uso de inibidores de polamero para aprimorar os processos tradicionais de galvanoplastia hálgum tempo. Embora estudos anteriores tenham mostrado que os inibidores de polamero podem promover o crescimento de filmes de metal densos e lisos, atéagora ninguanãm demonstrou seu uso em sistemas RME.
"Acreditamos que se pudanãssemos identificar o polamero certo para nossas janelas dina¢micas, isso resolveria muitos dos desafios restantes relacionados a escala, desempenho e durabilidade", disse Strand a TechXplore. "Sentimos que as implicações deste trabalho va£o muito além dos inúmeros benefacios de nossas janelas dina¢micas."
Para identificar o material mais promissor para suas janelas dina¢micas, Strand e seus colegas examinaram e avaliaram vários polímeros diferentes. Eles adicionaram cada um desses polímeros a camada de eletra³lito de suas janelas dina¢micas e, em seguida, mediram seu desempenho, concentrando-se em manãtricas-chave como velocidade de tingimento, propriedades a³pticas e eficiência elanãtrica. Nesse processo de triagem inicial, os pesquisadores descobriram que o a¡lcool polivinalico (PVA) era o material mais promissor para suas janelas.
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"Embora tenhamos iniciado o projeto com alguma intuição de que os inibidores de polamero melhorariam nossas janelas dina¢micas, os resultados realmente superaram nossas expectativas", disse Strand. "A simples adição de PVA ao nosso eletra³lito (que não adiciona complexidade ou custo) melhorou quase todos os parametros de desempenho de nossas janelas dina¢micas (em ordens de magnitude em alguns casos)."
As janelas dina¢micas criadas por Strand e seus colegas superaram as soluções propostas anteriormente de várias maneiras. Além de serem maiores (> 900 cm 2 ), suas janelas tinham uma vida útil mais longa esperada (ou seja, milhares de ciclos de tingimento e uma excelente vida útil) e alcana§aram uma modulação solar aprimorada para economia de energia (ou seja, um alcance a³ptico maior do que qualquer existente tecnologia atéa data).
"Nosso trabalho mostra que a eletrodeposição reversavel de metal pode permitir janelas dina¢micas com a combinação de cor, escurida£o e custo que as pessoas hámuito desejavam", disse Mike McGehee, outro pesquisador que realizou o estudo, a TechXplore. "Nunca vi ninguanãm fazer um dispositivo eletra´nico do tamanho de 900 centametros quadrados em um laboratório de universidade antes. O fato de Michael Strand e Tyler Hernandez terem sido capazes de fazer isso éum bom pressa¡gio para a comercialização."
Embora as janelas dina¢micas tenham muitos benefacios, atéagora, raramente foram implantadas em edifacios, principalmente devido a s limitações associadas a seu custo, velocidade e eficiência. As novas janelas dina¢micas criadas por Strand, McGehee e seus colegas podem ajudar a superar essas limitações, permitindo que os arquitetos diminuam a pegada de carbono dos edifacios, ao mesmo tempo que melhoram o conforto de seus ocupantes.
O estudo recente desta equipe de pesquisadores mostra que adicionar polímeros ou pequenas moléculas a camada de eletra³lito das janelas dina¢micas pode afetar quase todos os aspectos dos dispositivos. Suas descobertas poderiam, portanto, auxiliar no desenvolvimento de janelas dina¢micas maiores e outras tecnologias semelhantes com cores ajusta¡veis ​​e caracteristicas a³pticas.
"Nossas janelas dina¢micas também são muito semelhantes a s baterias de a¢nodo meta¡lico avana§adas (tecnologia QuantumScape), que estãorecebendo muita atenção", disse Strand. "Nosso avanço na compreensão do papel dos polímeros no controle da galvanoplastia também pode ajudar os pesquisadores de baterias a fazer os avanços necessa¡rios para fornecer o armazenamento em grande escala de que precisamos para apoiar a revolução da energia sustenta¡vel."
Strand, McGehee e seus colegas agora planejam continuar investigando a tecnologia RME e avaliando sua releva¢ncia para uma ampla gama de aplicações, que va£o desde a criação de estufas atéo desenvolvimento de satanãlites. Além disso, os pesquisadores fundaram uma empresa chamada Tynt, com o objetivo de comercializar as janelas dina¢micas que criaram.
"A missão principal da Tynt élevar a tecnologia a s casas das pessoas para criar Espaços internos bonitos e conforta¡veis ​​com o benefacio adicional de economizar energia", disse Strand. "Acreditamos que essas janelas criara£o casas e um planeta mais sauda¡veis."