Devoret e Schoelkopf receberam o Prêmio Comstock de Física por avanços quânticos
A Academia Nacional de Ciências reconheceu Michel Devoret e Robert Schoelkopf por seu trabalho inovador no processamento quântico de informações.
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)
Cortesia
A Academia Nacional de Ciências (NAS) concedeu o prestigioso Prêmio Comstock de Física aos pesquisadores de Yale, Michel Devoret e Robert Schoelkopf, por seu trabalho inovador em processamento de informação quântica e áreas afins.
Ambos são membros da Escola de Engenharia e Ciências Aplicadas de Yale (Yale Engineering) e têm cargos secundários na Faculdade de Artes e Ciências de Yale (FAS).
O Prêmio Comstock é concedido uma vez a cada cinco anos a um ou mais físicos norte-americanos cujo trabalho recente inclua uma descoberta ou investigação inovadora em eletricidade, magnetismo ou energia radiante. Muitos ganhadores anteriores do prêmio, concedido pela primeira vez em 1913, tornaram-se ganhadores do Nobel.
Devoret e Schoelkopf foram reconhecidos pelo desenvolvimento e aplicação prática do “Circuito QED ” (circuito eletrodinâmico quântico), que permite que informações quânticas sejam distribuídas por sinais de micro-ondas em fios. O forte acoplamento de dados quânticos (qubits) e fótons no Circuito QED abriu caminho para um número crescente de aplicações em computação e detecção quântica.
“ A sua estreita colaboração transformou a forma como pensamos sobre a informação quântica, a óptica quântica e o mundo quântico em geral, conduzindo-nos a uma nova era de investigação e aplicação”, afirmaram os organizadores do prêmio.
Devoret, Schoelkopf e Steven Girvin, Eugene Higgins Professor de Física na FAS, juntamente com várias centenas de colaboradores e colegas, celebraram recentemente o 20º aniversário da publicação dos primeiros estudos científicos relacionados ao Circuito QED.
Devoret é Professor Frederick W. Beinecke de Física Aplicada na Yale Engineering, com nomeação secundária em física na FAS. Ele é membro da NAS, da Academia Americana de Artes e Ciências e da Academia Francesa de Ciências. Ele recebeu o Prêmio Micius Quantum (junto com John Clarke e Yasunobu Nakamura); o Prêmio Ampère da Academia Francesa de Ciências (com Daniel Esteve); o Prêmio Descartes-Huygens da Academia Real de Ciências dos Países Baixos; o Prêmio Europhysics-Agilent da European Physical Society (com Esteve, Hans Mooij e Nakamura); e o Prêmio Memorial Olli Lounasmaa da Universidade Aalto.
Schoelkopf é Professor Sterling de Física Aplicada na Yale Engineering, com especialização secundária em física na FAS. Ele é membro da NAS, da Academia Americana de Artes e Ciências e da Academia de Ciências e Engenharia de Connecticut. Ele recebeu vários prêmios e homenagens, incluindo reconhecimento como membro da Associação Americana para o Avanço da Ciência e da Sociedade Americana de Física. Ele é o vencedor da Medalha de Ciência de Connecticut e é membro do Comitê Consultivo da Iniciativa Nacional Quantum.
Juntos, Devoret e Schoelkopf também foram vencedores do Prêmio John Stewart Bell e do Prêmio Fritz London Memorial (com John Martinis).
Eles também são membros fundadores, junto com Luigi Frunzio, da startup Quantum Circuits Inc. de Yale, e ambos são membros do Yale Quantum Institute (Schoelkopf é diretor do instituto).
O Prêmio Comstock vem com um prêmio de US$ 50 mil e outros US$ 50 mil para apoiar a pesquisa dos ganhadores.