Nova tecnologia não invasiva pode detectar sinais precoces de distúrbios motores em bebaªs
Cientistas do Imperial College London criaram a primeira maneira não invasiva do mundo de mapear como os movimentos do bebaª são gerados em umnívelneuronal.
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)
Os bebaªs sincronizam seus nervos espinhais para um chute forte
A pesquisa, realizada com um manguito vestavel, fornece um novo manãtodo para monitorar os movimentos em bebaªs e novos insights sobre como os reflexos dos bebaªs - como chutar - se desenvolvem. Esses insights e a braçadeira também podem ser usados ​​para detectar os primeiros sinais de distúrbios motores, como paralisia cerebral.
A pesquisa, publicada hoje na Science Advances , foi feita em colaboração com a Fundação Santa Lucia e o Hospital Casilino de Roma.
Esta éuma descoberta fundamental de como os fetos e bebaªs se desenvolvem.
Professor Dario Farina
Departamento de Bioengenharia
Os bebaªs comea§am a chutar como fetos no aºtero e continuam a chutar instintivamente atéos quatro meses de idade. Os chutes envolvem principalmente os neura´nios espinhais, assim como os reflexos protetores encontrados em adultos, como remover rapidamente a ma£o do calor. No entanto, não se sabe muito sobre como o movimento égerado em umnívelneuronal porque uma análise detalhada de células nervosas individuais não era possível sem cirurgia.
Agora, os pesquisadores da Imperial e da Santa Lucia Foundation desenvolveram um manguito não invasivo que desliza sobre as pernas de bebaªs que chutam livremente para monitorar a atividade neuronal sem a necessidade de cirurgia. O sistema decodifica os potenciais de campo elanãtrico nasuperfÍcie do corpo e reverte matematicamente seu processo de geração, identificando assim a atividade neural da medula espinhal.
Diagrama mostrando os neura´nios da medula espinhal, como a braçadeira se conecta
ao bebaª e a sincronização dos neura´nios durante o chute
Neura´nios da medula espinhal, como a braçadeira se conecta ao bebaª e a sincronização
dos neura´nios durante o chute
Usando a braçadeira, os pesquisadores descobriram que, ao contra¡rio dos movimentos rápidos das pernas em adultos, os chutes dos bebaªs são gerados pelos neura´nios na medula espinhal disparando exatamente ao mesmo tempo. Essa 'sincronização extrema', dizem os pesquisadores, aumenta a força gerada pelos maºsculos ligados aos nervos - o que explica por que os chutes dos bebaªs podem ser relativamente fortes e rápidos, embora seus maºsculos ainda sejam fracos e lentos.
Esta éuma conquista emocionante que pode nos ajudar a monitorar bebaªs em busca de sinais de problemas motores para que possamos diagnosticar e trata¡-los precocemente.
Professor Francesco Lacquaniti
Fundação Santa Lucia
Os pesquisadores afirmam que esses resultados, publicados hoje na Science Advances, são de importa¢ncia crucial para nossa compreensão do desenvolvimento das redes neurais espinhais.
O autor principal, Professor Dario Farina, do Departamento de Bioengenharia do Imperial, disse: “Esta éuma descoberta fundamental de como os fetos e bebaªs se desenvolvem. As descobertas, e a nova tecnologia que nos ajudou a fazer a descoberta, podem ajudar a monitorar o desenvolvimento de bebaªs e detectar sinais de distúrbios motores como paralisia cerebral desde o inacio. â€
O coautor saªnior, Professor Francesco Lacquaniti, da Universidade de Roma Tor Vergata e da Santa Lucia Foundation acrescentou: “O novo manguito de monitoramento éuma conquista tecnologiica empolgante que pode nos ajudar a monitorar bebaªs em busca de sinais de problemas motores para que possamos diagnostica¡-los e trata¡-los precocemente . â€
Descoberta fundamental
O manguito se conecta a parte inferior da perna e contanãm uma interface neuromuscular que registra os sinais elanãtricos na pele. Em seguida, ele decodifica esses sinais e seus tempos para descobrir quais neura´nios da medula espinhal estãodisparando e com que rapidez.
Eles testaram a braçadeira em quatro bebaªs sauda¡veis ​​de dois a 14 dias que chutavam livremente e em doze homens adultos fazendo vários movimentos.
Eles descobriram que, em bebaªs, todos os neura´nios disparam pra³ximos a tempo de gerar um chute, ao passo que houve significativamente menos sincronização nos indivíduos adultos.
O professor Farina disse: “Gerar movimentos rápidos évital para a sobrevivaªncia e saúde humana. Os bebaªs já podem chutar muito rápido poucos dias após o nascimento, e agora sabemos que eles fazem isso usando todos os nervos espinhais ao mesmo tempo. â€
Vantagem evolutiva?
Talvez os bebaªs tenham desenvolvido chutes fortes durante a evolução para evitar perigos potenciais, como predadores.
Dr. Alessandro Del Vecchio
Departamento de Bioengenharia
Acredita-se que os chutes do bebaª fortalea§am os maºsculos das pernas e preparem o bebaª para rolar e, eventualmente, aprender a andar. No entanto, os pesquisadores dizem que suas descobertas podem sugerir outra vantagem.
O primeiro autor, Dr. Alessandro Del Vecchio, do grupo de pesquisa do Professor Farina no Departamento de Bioengenharia disse: “A força e a velocidade do chute, bem como a sincronização da atividade nervosa, podem sugerir que o chute tem uma vantagem protetora mais imediata para os bebaªs. Talvez os bebaªs tenham desenvolvido chutes fortes durante a evolução para evitar perigos potenciais como predadores. â€
Os pesquisadores agora estãoestudando o monitoramento de neura´nios espinhais em bebaªs com distúrbios motores, como paralisia cerebral. Eles esperam que sua pesquisa possa ajudar a desenvolver novos marcadores clínicos para o diagnóstico precoce desses tipos de distúrbios.
Este trabalho foi financiado pelo Conselho Europeu de Pesquisa .
“Motoneura´nios espinhais do recanãm-nascido humano são altamente sincronizados durante os movimentos das pernas†por Alessandro Del Vecchio, Francesco Lacquaniti, Dario Farina, publicado em 20 de novembro de 2020 na Science Advances .