Seguir o salto de proteanas desordenadas pode levar a futuros tratamentos da doença de Alzheimer
Estudo mostra como determinar os movimentos indescritaveis de proteanas que permanecem desordenadas.
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)
Placas beta-amila³ides e tau no cérebro - Crédito: NIH Image Gallery
O movimento constante da beta-amiloide éuma das razões pelas quais tem sido tão difacil de atingir - équase como tentar pegar fumaa§a com as ma£os
Michele Vendruscolo
Pesquisadores da Universidade de Cambridge, do Google Research e da Universidade de Mila£o usaram técnicas de aprendizado de ma¡quina para prever como as proteanas, particularmente aquelas implicadas em doenças neurolégicas, mudam completamente suas formas em questãode microssegundos.
Eles descobriram que quando o beta-amila³ide, uma proteana-chave implicada na doença de Alzheimer, adota uma coleção de formas desordenadas, na verdade torna-se menos prova¡vel que se junte e forme os aglomerados ta³xicos que levam a morte das células cerebrais.
Os resultados , relatados na revista Nature Computational Science , podem ajudar no desenvolvimento futuro de tratamentos para doenças que envolvem proteanas desordenadas, como a doença de Alzheimer e a doença de Parkinson.
“Estamos acostumados a pensar em proteanas como moléculas que se dobram em estruturas bem definidas: descobrir como esse processo acontece tem sido um grande foco de pesquisa nos últimos 50 anosâ€, disse a professora Michele Vendruscolo do Centro de Doena§as de Misfolding de Cambridge, que liderou a pesquisa. “No entanto, cerca de um tera§o das proteanas em nosso corpo não se dobram e, em vez disso, permanecem em formas desordenadas, como um macarra£o na sopaâ€.
Nãosabemos muito sobre o comportamento dessas proteanas desordenadas, uma vez que os manãtodos tradicionais tendem a resolver o problema de determinar estruturas esta¡ticas, não estruturas em movimento. A abordagem desenvolvida pelos pesquisadores aproveita o poder da infraestrutura de computação em nuvem do Google para gerar um grande número de trajeta³rias curtas. “Extensas simulações de computador nos permitem capturar os movimentos emnívelmolecular de milhares de ca³pias de uma proteana em paralelo e reproduzi-los como um filmeâ€, disse o co-autor, Dr. Kai Kohlhoff, do Google Research.
Os tipos de movimentos mais comuns aparecem várias vezes nesses filmes, tornando possível definir as frequências pelas quais proteanas desordenadas saltam entre diferentes estados.
“Ao contar esses movimentos, podemos prever quais estados a proteana ocupa e com que rapidez ela faz a transição entre elesâ€, disse o primeiro autor Thomas La¶hr, do Departamento de Química Yusuf Hamied de Cambridge.
Os pesquisadores focaram sua atenção no peptadeo beta-amila³ide, um fragmento de proteana associado a doença de Alzheimer, que se agrega para formar placas amila³ides no cérebro de indivíduos afetados. Eles descobriram que o beta-amiloide salta entre estados amplamente diferentes milhões de vezes por segundo, sem nunca parar em nenhum estado particular. Essa éa marca registrada da desordem, e a principal razãopela qual a beta-amiloide foi considerada "impossível de ser tratada" atéagora.
“O movimento constante do beta-amiloide éum dos motivos pelos quais tem sido tão difacil de atingir - équase como tentar pegar fumaa§a com as ma£osâ€, disse Vendruscolo.
No entanto, ao estudar uma variante do beta-amiloide, em que um dos aminoa¡cidos émodificado por oxidação, os pesquisadores obtiveram um vislumbre de como torna¡-lo resistente a agregação. Eles descobriram que o beta-amiloide oxidado muda de forma ainda mais rápido do que sua contraparte não modificada, fornecendo uma justificativa para explicar a tendaªncia diminuada de agregação da versão oxidada.
“Do ponto de vista quamico, esta modificação éuma pequena alteração. Mas o efeito sobre os estados e as transições entre eles édra¡stico â€, disse La¶hr.
“Ao tornar as proteanas desordenadas ainda mais desordenadas, podemos evitar que elas se autoassociam de maneiras aberrantesâ€, disse Vendruscolo.
A abordagem fornece uma ferramenta poderosa para investigar uma classe de proteanas com movimentos rápidos e desordenados, que permaneceram elusivas atéagora, apesar de sua importa¢ncia na biologia e na medicina.