Por que o ultracongelamento de materiais a base de ferro os torna magnanãticos e supercondutores
A descoberta pode levar a aplicações em tecnologias de energia verde e no desenvolvimento de dispositivos supercondutores, como hardware de computador de última geraça£o.
![](data:image/jpeg;base64,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)
O magnetismo pode ser gerado simplesmente passando uma corrente por um fio, mas como ele interage com outros fena´menos fasicos (como a supercondutividade) éenvolto em mistanãrio. Crédito: University of Bath
Fasicos da Universidade de Bath, no Reino Unido, em colaboração com pesquisadores dos EUA, descobriram um novo mecanismo para permitir que o magnetismo e a supercondutividade coexistam no mesmo material. Atéagora, os cientistas são podiam imaginar como essa coexistaªncia incomum poderia ser possível. A descoberta pode levar a aplicações em tecnologias de energia verde e no desenvolvimento de dispositivos supercondutores, como hardware de computador de última geração.
Como regra, a supercondutividade (a capacidade de um material de passar uma corrente elanãtrica com eficiência perfeita) e o magnetismo (visto em funcionamento em ama£s de geladeira) são companheiros de cama ruins porque o alinhamento das minaºsculaspartículas magnanãticas eletra´nicas em ferromagnetos geralmente leva a destruição de os pares de elanãtrons responsa¡veis ​​pela supercondutividade. Apesar disso, os pesquisadores de Bath descobriram que o supercondutor a base de ferro RbEuFe4As4, que ésupercondutor abaixo de -236 ° C, exibe supercondutividade e magnetismo abaixo de -258 ° C.
O estudante de pós-graduação em física David Collomb, que liderou a pesquisa, explicou: "Ha¡ um estado em alguns materiais em que, se vocêos resfriar muito - significativamente mais frios do que a Anta¡rtica - eles se tornam supercondutores. Mas para que essa supercondutividade seja levada para a próxima- Em aplicações de navel, o material precisa mostrar coexistaªncia com propriedades magnanãticas , o que nos permitiria desenvolver dispositivos que operam em um princapio magnanãtico, como memória magnanãtica e computação usando materiais magnanãticos , para também usufruir dos benefacios da supercondutividade.
"O problema éque a supercondutividade geralmente éperdida quando o magnetismo éativado. Por muitas décadas, os cientistas tentaram explorar uma sanãrie de materiais que tem ambas as propriedades em um aºnico material, e recentemente os cientistas de materiais tiveram algum sucesso na fabricação de um punhado de materiais Poranãm, enquanto não entendermos porque a coexistaªncia épossível, a busca por esses materiais não pode ser feita com um pente tão fino.
"Esta nova pesquisa nos da¡ um material que tem uma ampla faixa de temperatura onde esses fena´menos coexistem, e isso nos permitira¡ estudar a interação entre magnetismo e supercondutividade mais de perto e em grande detalhe. Esperana§osamente, isso resultara¡ em sermos capazes de identificar o mecanismo pelo qual essa coexistaªncia pode ocorrer. "
Aesquerda: um cristal revestido de ouro - o revestimento de ouro permite que a
ferramenta de imagem magnanãtica fique a nana´metros dasuperfÍcie do material.
Adireita: uma imagem magnanãtica de um segmento do cristal mostrando os
va³rtices (buracos escuros) que foram estudados.
Crédito: University of Bath
Em um estudo publicado na Physical Review Letters , a equipe investigou o comportamento incomum de RbEuFe4As4 criando mapas de campo magnético de um material supercondutor conforme a temperatura baixava. Para sua surpresa, eles descobriram que os va³rtices (os pontos no material supercondutor onde o campo magnético penetra) mostraram um alargamento pronunciado pra³ximo a temperatura de -258 ° C, indicando uma forte supressão da supercondutividade quando o magnetismo foi ligado.
Â
Essas observações concordam com um modelo tea³rico recentemente proposto pelo Dr. Alexei Koshelev do Laborata³rio Nacional de Argonne, nos EUA. Esta teoria descreve a supressão da supercondutividade por flutuações magnanãticas devido aos a¡tomos de Eura³pio (Eu) nos cristais. Aqui, a direção magnanãtica de cada a¡tomo de Eu comea§a a flutuar e se alinhar com os outros, conforme o material cai abaixo de uma determinada temperatura. Isso faz com que o material se torne magnanãtico. Os pesquisadores de Bath concluem que, embora a supercondutividade seja consideravelmente enfraquecida pelo efeito magnanãtico, ela não étotalmente destruada.
"Isso sugere que em nosso material, o magnetismo e a supercondutividade são mantidos separados um do outro em suas próprias subredes, que interagem minimamente", disse Collomb.
"Este trabalho avana§a significativamente a nossa compreensão desses raros fena´menos coexistentes e pode levar a possaveis aplicações em dispositivos supercondutores do futuro. Ele vai gerar uma busca mais profunda em materiais que exibem supercondutividade e magnetismo . Esperamos que também incentive os pesquisadores em mais campos aplicados para pegar alguns desses materiais e fazer os dispositivos de computação de próxima geração com eles.
"Esperana§osamente, a comunidade cientafica entrara¡ gradualmente em uma era em que passaremos da pesquisa do canãu azul para a fabricação de dispositivos com esses materiais. Em uma década ou mais, poderemos ver dispositivos prota³tipos usando essa tecnologia que fazem um trabalho real."
Os colaboradores americanos para este projeto foram o Argonne National Laboratory, a Hofstra University e a Northwestern University.