A conquista, detalhada em um artigo publicado hoje e apresentado na capa da revista Nature , ira¡ alterar significativamente o panorama da pesquisa de antimatéria e promover a próxima geraça£o de experimentos.
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)
Uma ilustração artastica do movimento de um a¡tomo de anti-hidrogaªnio na armadilha magnanãtica ALPHA, antes (cinza) e depois (azul) do resfriamento do laser. As imagens mostram vários comprimentos da trilha do anti-hidrogaªnio. Crédito: Chukman So / TRIUMF
Pesquisadores com a colaboração ALPHA baseada no CERN anunciaram a primeira manipulação de antimatéria baseada em laser do mundo, aproveitando um sistema de laser feito no Canada¡ para resfriar uma amostra de antimatéria atéquase zero absoluto. A conquista, detalhada em um artigo publicado hoje e apresentado na capa da revista Nature , ira¡ alterar significativamente o panorama da pesquisa de antimatéria e promover a próxima geração de experimentos.
A antimatéria éa contraparte sobrenatural da matéria; ele exibe caracteristicas e comportamentos quase idaªnticos, mas tem carga oposta. Como eles se aniquilam ao entrar em contato com a matéria, os a¡tomos de antimatéria são excepcionalmente difaceis de criar e controlar em nosso mundo e nunca haviam sido manipulados com um laser.
"Os resultados de hoje são o culminar de um programa de pesquisa e engenharia de anos de duração, conduzido na UBC, mas apoiado por parceiros de todo opaís", disse Takamasa Momose, pesquisador da Universidade de British Columbia (UBC) com a equipe canadense da ALPHA (ALPHA- Canada¡) que liderou o desenvolvimento do laser. "Com essa técnica, podemos abordar mistanãrios de longa data como: 'Como a antimatéria responde a gravidade? A antimatéria pode nos ajudar a entender as simetrias na física?'. Essas respostas podem alterar fundamentalmente nossa compreensão de nosso Universo."
Desde sua introdução, há40 anos, a manipulação e o resfriamento de a¡tomos comuns a laser revolucionaram a física atômica moderna e possibilitaram vários experimentos vencedores do Praªmio Nobel. Os resultados na Nature marcam o primeiro caso de cientistas aplicando essas técnicas a antimatéria.
Ao resfriar a antimatéria, os pesquisadores sera£o capazes de realizar uma variedade de testes de precisão para investigar melhor as caracteristicas da antimatéria, incluindo experimentos que podem iluminar as simetrias fundamentais do nosso Universo. Esses testes podem oferecer pistas sobre por que o Universo éfeito principalmente de matéria e não de partes iguais de matéria / antimatéria, conforme previsto pelos modelos do Big Bang.
"Foi um sonho um tanto louco manipular a antimatéria com laser", disse Makoto Fujiwara, porta-voz da ALPHA-Canada¡, cientista do TRIUMF e proponente original da ideia de resfriamento a laser. "Estou emocionado que nosso sonho finalmente se tornou realidade como resultado de um tremendo trabalho em equipe de cientistas canadenses e internacionais."
A manipulação da antimatéria a laser também abre a porta para uma variedade de inovações físicas de ponta. Momose e Fujiwara estãoagora liderando um novo projeto canadense, denominado HAICU, para desenvolver novas técnicas qua¢nticas para estudos de antimatéria. "Meu pra³ximo sonho éfazer uma" fonte "de antia¡tomos lana§ando a antimatéria resfriada a laser no espaço livre. Se realizado, isso possibilitaria uma classe inteiramente nova de medições qua¢nticas que antes eram impensa¡veis", disse Fujiwara. "Além disso, estamos um passo mais perto de sermos capazes de fabricar as primeiras moléculas de antimatéria do mundo unindo antia¡tomos usando nossa tecnologia de manipulação de laser ", disse Momose.
Os resultados marcam um divisor de a¡guas para o programa de pesquisas de antimatéria da ALPHA, que durou décadas, começou com a criação e captura de anti-hidrogaªnio para um recorde mundial de mil segundos em 2011. A colaboração também forneceu um primeiro vislumbre do espectro de anti-hidrogaªnio em 2012, definiu grades de proteção que restringiam o efeito da gravidade na antimatéria em 2013 e exibiu uma contraparte de antimatéria para um fena´meno espectrosca³pico chave em 2020.