O Praªmio Waterman seráentregue a ambos os contemplados em uma cerima´nia em Washington, DC em uma data posterior. Além de uma medalha, os premiados recebem cada um US $ 1 milha£o ao longo de cinco anos para pesquisas em seu campo escolhido
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)
A National Science Foundation (NSF) anunciou hoje que homenageara¡ John O. Dabiri (MS '03, PhD '05), Professor do Centena¡rio de Aerona¡utica e Engenharia Meca¢nica, com o Praªmio Alan T. Waterman 2020. O praªmio anual reconhece pesquisadores com 40 anos ou menos que demonstram "realizações individuais excepcionais em pesquisa cientafica ou de engenharia em campos apoiados pela NSF", de acordo com o anaºncio da NSF.
Dabiri ingressou no corpo docente da Caltech como professor assistente após receber seu PhD do Instituto em 2005, e foi nomeado professor associado em 2009. Ele se tornou professor em 2010, e também atuou como presidente do corpo docente de 2013–14 e reitor da graduação alunos de 2014-15. Em 2015, ele aceitou o cargo de professor na Universidade de Stanford. Ele voltou a fazer parte do corpo docente do Caltech e foi nomeado para o cargo de Professor do Centena¡rio em 2019.
"Apesar da menção ao praªmio, isso não éde forma alguma uma conquista individual. Tive a sorte de ser mentor de um grupo de alunos incrivelmente talentosos e diversificados, e sem a criatividade e resiliencia que cada um trouxe para o laboratório, o progresso que noster feito teria sido impossível ", diz Dabiri.
"Os pioneiros cientaficos deste ano são inovadores que estãolidando de forma criativa com algumas das questões cientaficas mais desafiadoras", disse o diretor da NSF, Sethuraman Panchanathan, no anaºncio do praªmio. "Emily Balskus abriu novas maneiras de explorar e explorar a química e a biologia dos micróbios que vivem em nossos corpos e como eles estãoligados a nossa saúde. E já estamos vendo o impacto potencial. John Dabiri olhou para a meca¢nica dos fluidos da vida marinha como inspiração para construir parques ea³licos melhores que parecem aumentar a eficiência com uma pegada muito menor. "
Um MacArthur Fellow de 2010, Dabiri conduz pesquisas focadas em meca¢nica de fluidos insta¡veis ​​e física de fluxo, em particular no que se refere a biologia, energia e meio ambiente. Seu estudo do movimento de cardumes de peixes levou a novos insights sobre o projeto de parques ea³licos , e estudos de a¡guas-vivas naturais levaram ao desenvolvimento de uma a¡gua-viva modificada por engenharia de tecidos ; mais recentemente, ele desenvolveu implantes que modulam o movimento de a¡guas-vivas, fazendo com que nadem mais rápido e com mais eficiência. Além disso, Dabiri descobriu que a natação eficiente em animais como a¡guas-vivas e lulas gera va³rtices semelhantes aos criados em um coração humano sauda¡vel, enquanto os va³rtices gerados por animais que nadam para escapar de um predador são mais semelhantes aos gerados pelo sofrimento humano de doença cardaaca. Compreender esses padraµes pode ajudar no futuro diagnóstico e tratamento de doenças cardaacas.
"Um mantra incutido em mim como um estudante de graduação na Caltech foi sempre questionar suas suposições. Ao longo de 200 anos de meca¢nica dos fluidos, nosso campo incorporou muitas suposições supanãrfluas em nossa compreensão da física de fluxo. A dina¢mica dos fluidos biola³gicos éassim uma área empolgante para mim porque a natureza não élimitada por esses preconceitos artificiais. Portanto, estudar fluxos biola³gicos geralmente leva a soluções de engenharia que, de outra forma, teraamos descartado porque não estãode acordo com nossas expectativas. Usaremos este praªmio para pesquisar para mais dessas soluções ", diz Dabiri.
Este éo quarto ano que a NSF opta por homenagear dois pesquisadores com o praªmio. Emily Balskus, uma química da Universidade de Harvard, também recebera¡ o praªmio por sua exploração de como os micróbios do intestino estãoligados a saúde e a s doenças humanas.
"Os pioneiros cientaficos deste ano são inovadores que estãolidando de forma criativa com algumas das questões cientaficas mais desafiadoras", disse o diretor da NSF, Sethuraman Panchanathan, no anaºncio do praªmio. "Emily Balskus abriu novas maneiras de explorar e explorar a química e a biologia dos micróbios que vivem em nossos corpos e como eles estãoligados a nossa saúde. E já estamos vendo o impacto potencial. John Dabiri olhou para a meca¢nica dos fluidos da vida marinha como inspiração para construir parques ea³licos melhores que parecem aumentar a eficiência com uma pegada muito menor. "
O Praªmio Waterman seráentregue a ambos os contemplados em uma cerima´nia em Washington, DC em uma data posterior. Além de uma medalha, os premiados recebem cada um US $ 1 milha£o ao longo de cinco anos para pesquisas em seu campo escolhido da ciência