Na verdade, a física departículas sempre procedeu de duas maneiras, das quais as novaspartículas são uma delas. A outra éfazer media§aµes muito precisas que testam as previsaµes das teorias e procuram desvios do que se espera.
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)
O ama£ de anel de armazenamento para o experimento Muon G-2 no Fermilab. Crédito: Reidar Hahn/wikipedia , CC BY-SA
Como um fasico que trabalha no Grande Colisor de Ha¡drons (LHC) no Cern, uma das perguntas mais frequentes que me fazem é"Quando vocêvai encontrar alguma coisa?" Resistir a tentação de responder sarcasticamente "Além do ba³son de Higgs, que ganhou o Praªmio Nobel, e uma enorme quantidade de novaspartículas compostas?" Percebo que a razãopela qual a questãoécolocada com tanta frequência se deve a forma como retratamos o progresso da física departículas para o mundo mais amplo.
Costumamos falar sobre progresso em termos de descoberta de novaspartículas , e muitas vezes anã. Estudar uma partacula nova e muito pesada nos ajuda a visualizar os processos fasicos subjacentes osgeralmente sem ruados de fundo irritantes. Isso torna mais fa¡cil explicar o valor da descoberta para o paºblico e os polaticos.
Recentemente, no entanto, uma sanãrie de medições precisas departículas e processos já conhecidos e padronizados ameaa§aram abalar a física. E com o LHC se preparando para funcionar com maior energia e intensidade do que nunca, éhora de comea§ar a discutir amplamente as implicações.
Na verdade, a física departículas sempre procedeu de duas maneiras, das quais as novaspartículas são uma delas. A outra éfazer medições muito precisas que testam as previsaµes das teorias e procuram desvios do que se espera.
As primeiras evidaªncias da teoria da relatividade geral de Einstein , por exemplo, vieram da descoberta de pequenos desvios nas posições aparentes das estrelas e do movimento de Mercaºrio em sua a³rbita.
Traªs descobertas principais
Aspartículas obedecem a uma teoria contra-intuitiva, mas extremamente bem-sucedida, chamada meca¢nica qua¢ntica. Essa teoria mostra quepartículas muito massivas para serem feitas diretamente em uma colisão de laboratório ainda podem influenciar o que outraspartículas fazem (atravanãs de algo chamado "flutuações qua¢nticas"). As medições de tais efeitos são muito complexas, no entanto, e muito mais difaceis de explicar ao paºblico.
Mas resultados recentes que sugerem uma nova física inexplica¡vel além do modelo padrãosão desse segundo tipo. Estudos detalhados do experimento LHCb descobriram que uma partacula conhecida como quark beauty (quarks compõem os pra³tons e naªutrons no núcleo ata´mico) "decai" (se desfaz) em um elanãtron com muito mais frequência do que em um muon - o elanãtron mais pesado, mas de outra forma idaªntico, irmão. De acordo com o modelo padra£o, isso não deveria acontecer osinsinuando que novaspartículas ou mesmo forças da natureza podem influenciar o processo.
Curiosamente, poranãm, medições de processos semelhantes envolvendo "quarks top" do experimento ATLAS no LHC mostram que esse decaimento acontece em taxas iguais para elanãtrons e muons.
Enquanto isso, o experimento Muon g-2 no Fermilab nos EUA fez recentemente estudos muito precisos de como os muons "oscilam" a medida que seu "spin" (uma propriedade qua¢ntica) interage com os campos magnanãticos circundantes. Ele encontrou um desvio pequeno, mas significativo, de algumas previsaµes tea³ricas - novamente sugerindo que forças oupartículas desconhecidas podem estar em ação.
O último resultado surpreendente éuma medição da massa de uma partacula fundamental chamada ba³son W , que carrega a força nuclear fraca que governa o decaimento radioativo. Apa³s muitos anos de coleta e análise de dados, o experimento, também no Fermilab, sugere que ésignificativamente mais pesado do que a teoria prevaª osdesviando-se de uma quantidade que não aconteceria por acaso em mais de um milha£o de experimentos. Novamente, pode ser quepartículas ainda não descobertas estejam aumentando sua massa.
Curiosamente, no entanto, isso também discorda de algumas medidas de baixa precisão do LHC (apresentadas neste estudo e neste ).
O veredito
Embora não estejamos absolutamente certos de que esses efeitos exigem uma nova explicação, parece estar crescendo a evidência de que alguma nova física énecessa¡ria.
a‰ claro que havera¡ quase tantos novos mecanismos propostos para explicar essas observações quanto háteóricos. Muitos va£o olhar para várias formas de " supersimetria ". Esta éa ideia de que existem duas vezes maispartículas fundamentais no modelo padrãodo que pensa¡vamos, com cada partacula tendo um "super parceiro". Estes podem envolver ba³sons de Higgs adicionais (associados ao campo que da¡ a spartículas fundamentais sua massa).
Outros ira£o além disso, invocando ideias menos recentes da moda, como " technicolor ", o que implicaria que existem forças adicionais da natureza (além da gravidade, eletromagnetismo e as forças nucleares fraca e forte), e pode significar que o ba³son de Higgs éde fato um objeto composto feito de outras partículas Apenas experimentos revelara£o a verdade do assunto oso que éuma boa notacia para os experimentalistas.
As equipes experimentais por trás das novas descobertas são todas respeitadas e trabalham nos problemas hámuito tempo. Dito isto, não édesrespeito a eles notar que essas medições são extremamente difaceis de fazer. Além disso, as previsaµes do modelo padrãogeralmente exigem ca¡lculos onde as aproximações precisam ser feitas. Isso significa que diferentes teóricos podem prever massas e taxas de decaimento ligeiramente diferentes, dependendo das suposições e donívelde aproximação feito. Então, pode ser que, quando fizermos ca¡lculos mais precisos, algumas das novas descobertas se encaixem no modelo padrão.
Da mesma forma, pode ser que os pesquisadores estejam usando interpretações sutilmente diferentes e, assim, encontrando resultados inconsistentes. A comparação de dois resultados experimentais requer uma verificação cuidadosa de que o mesmonívelde aproximação foi usado em ambos os casos.
Ambos são exemplos de fontes de "incerteza sistema¡tica" e, embora todos os envolvidos fazm o possível para quantifica¡-las, pode haver complicações imprevistas que as subestimam ou superestimam.
Nada disso torna os resultados atuais menos interessantes ou importantes. O que os resultados ilustram éque existem vários caminhos para uma compreensão mais profunda da nova física, e todos eles precisam ser explorados.
Com o reinicio do LHC, ainda háperspectivas de novaspartículas serem produzidas por processos mais raros ou encontradas escondidas em fundos que ainda não descobrimos.