Equipe desenvolve simulador qua¢ntico com 256 qubits, o maior de seu tipo já criado
Qubits são os blocos de construa§a£o fundamentais nos quais os computadores qua¢nticos funcionam e a fonte de seu enorme poder de processamento.
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Dolev Bluvstein (da esquerda), Mikhail Lukin e Sepehr Ebadi estãoentre os pesquisadores que desenvolveram um tipo especial de computador qua¢ntico conhecido como simulador qua¢ntico programa¡vel. Fotos de Rose Lincoln / fota³grafo da equipe de Harvard
Uma equipe de fasicos do Harvard-MIT Center for Ultracold Atoms e de outras universidades desenvolveu um tipo especial de computador qua¢ntico conhecido como simulador qua¢ntico programa¡vel capaz de operar com 256 bits qua¢nticos, ou "qubits".
O sistema marca um passo importante para a construção de ma¡quinas qua¢nticas em grande escala que podem ser usadas para lana§ar luz sobre uma sanãrie de processos qua¢nticos complexos e, eventualmente, ajudar a trazer avanços do mundo real na ciência dos materiais , tecnologias de comunicação , finana§as e muitos outros campos, superar obsta¡culos de pesquisa que estãoalém das capacidades atémesmo dos supercomputadores mais rápidos da atualidade. Qubits são os blocos de construção fundamentais nos quais os computadores qua¢nticos funcionam e a fonte de seu enorme poder de processamento.
"Isso move o campo para um novo domanio onde ninguanãm jamais esteve atéagora", disse Mikhail Lukin, o professor de física George Vasmer Leverett, codiretor da Harvard Quantum Initiative e um dos autores saªnior do estudo publicado hoje na revista Nature . "Estamos entrando em uma parte completamente nova do mundo qua¢ntico."
De acordo com Sepehr Ebadi, estudante de física na Escola de Pa³s-Graduação em Artes e Ciências e principal autor do estudo, éa combinação do tamanho sem precedentes do sistema e da capacidade de programação que o coloca na vanguarda da corrida por um computador qua¢ntico, que aproveita o propriedades misteriosas da matéria em escalas extremamente pequenas para um grande avanço no poder de processamento. Sob as circunsta¢ncias certas, o aumento nos qubits significa que o sistema pode armazenar e processar exponencialmente mais informações do que os bits cla¡ssicos nos quais os computadores padrãosão executados.
Dolev Bluvstein olha para um laser de 420 mm que lhes permite controlar e
emaranhar a¡tomos de Rydberg. Crédito: Harvard University
"O número de estados qua¢nticos que são possaveis com apenas 256 qubits excede o número de a¡tomos no sistema solar", disse Ebadi, explicando o vasto tamanho do sistema.
O simulador já permitiu aos pesquisadores observar vários estados qua¢nticos exa³ticos da matéria que nunca haviam sido realizados experimentalmente e realizar um estudo de transição de fase qua¢ntica tão preciso que serve como um exemplo cla¡ssico de como o magnetismo funciona nonívelqua¢ntico.
Esses experimentos fornecem informações poderosas sobre a física qua¢ntica subjacente a s propriedades dos materiais e podem ajudar a mostrar aos cientistas como projetar novos materiais com propriedades exa³ticas.
O projeto usa uma versão significativamente atualizada de uma plataforma desenvolvida pelos pesquisadores em 2017, que era capaz de atingir o tamanho de 51 qubits. Esse sistema mais antigo permitiu aos pesquisadores capturar a¡tomos de rubadio ultrafrios e organiza¡-los em uma ordem especafica usando uma matriz unidimensional de feixes de laser focalizados individualmente, chamados de pina§as a³pticas .
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Este novo sistema permite que os a¡tomos sejam montados em arranjos bidimensionais de pina§as a³pticas. Isso aumenta o tamanho do sistema alcana§a¡vel de 51 para 256 qubits. Usando a pina§a, os pesquisadores podem organizar os a¡tomos em padraµes sem defeitos e criar formas programa¡veis ​​como retaculos quadrados, em favo de mel ou triangulares para projetar diferentes interações entre os qubits.
"O carro-chefe desta nova plataforma éum dispositivo chamado modulador de luz espacial, que éusado para moldar uma frente de onda a³ptica para produzir centenas de feixes de pina§a a³pticos focalizados individualmente", disse Ebadi. "Esses dispositivos são essencialmente os mesmos que são usados ​​dentro de um projetor de computador para exibir imagens em uma tela, mas nosos adaptamos para serem um componente crítico de nosso simulador qua¢ntico."
O carregamento inicial dos a¡tomos nas pina§as a³pticas éaleata³rio, e os pesquisadores devem mover os a¡tomos para organiza¡-los em suas geometrias-alvo. Os pesquisadores usam um segundo conjunto de pina§as a³pticas ma³veis para arrastar os a¡tomos atéseus locais desejados, eliminando a aleatoriedade inicial. Lasers da£o aos pesquisadores controle completo sobre o posicionamento dos qubits ata´micos e sua manipulação qua¢ntica coerente.
Outros autores seniores do estudo incluem os professores de Harvard Subir Sachdev e Markus Greiner, que trabalharam no projeto junto com o professor do Instituto de Tecnologia de Massachusetts Vladan Vuletić, e cientistas de Stanford, da Universidade da Califórnia em Berkeley, da Universidade de Innsbruck na austria, o austraaco Academy of Sciences e QuEra Computing Inc. em Boston.
"Nosso trabalho faz parte de uma corrida global realmente intensa e de alta visibilidade para construir computadores qua¢nticos maiores e melhores", disse Tout Wang, pesquisador associado em física em Harvard e um dos autores do artigo. "O esfora§o geral [além do nosso] envolve as principais instituições de pesquisa acadaªmica e grandes investimentos do setor privado do Google, IBM, Amazon e muitos outros."
Os pesquisadores estãoatualmente trabalhando para melhorar o sistema, melhorando o controle do laser sobre os qubits e tornando o sistema mais programa¡vel. Eles também estãoexplorando ativamente como o sistema pode ser usado para novas aplicações, que va£o desde a sondagem de formas exa³ticas de matéria qua¢ntica atéa solução de problemas desafiadores do mundo real que podem ser codificados naturalmente nos qubits.
"Este trabalho permite um grande número de novas direções cientaficas", disse Ebadi. "Nãoestamos nem perto dos limites do que pode ser feito com esses sistemas."