Nossas células são cercadas por uma membrana frágil com apenas 5 nanômetros de espessura, 1/20 de uma bolha de sabão. As células são facilmente danificadas por atividades fisiológicas, incluindo contração muscular e lesão tecidual.
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)
Kintsugi, a arte tradicional japonesa de reparar cerâmica quebrada remendando rachaduras com laca e ouro. Kintsugi incorpora visivelmente a história de um objeto em sua nova forma. Nesta analogia, a membrana celular danificada é reparada, no entanto, em vez de restaurar a célula à sua forma original, a nova natureza celular é irreversivelmente alterada e as células comportam-se de forma diferente no nosso corpo. Crédito: Amy Cao, Instituto Salk
Nossas células são cercadas por uma membrana frágil com apenas 5 nanômetros de espessura, 1/20 de uma bolha de sabão. As células são facilmente danificadas por atividades fisiológicas, incluindo contração muscular e lesão tecidual. Para lidar com esses danos, as células são equipadas com mecanismos que podem reparar os danos à membrana até certo ponto.
Anteriormente, acreditava-se que danos mecânicos à membrana celular desencadeiam dois resultados celulares simples: recuperação ou morte. Num novo estudo, contudo, os investigadores descobriram um terceiro resultado – a senescência celular. O trabalho aparece na Nature Aging.
“Quando comecei este projeto, meu objetivo era simplesmente compreender os mecanismos de reparo da membrana celular danificada”, lembra a professora Keiko Kono, chefe da unidade de Membranologia do Instituto de Ciência e Tecnologia de Okinawa e autora sênior do estudo, que envolveu vários membros do unidade, incluindo Kojiro Suda, Yohsuke Moriyama, Nurhanani Razali e colegas. “Inesperadamente, acabamos descobrindo que o dano à membrana celular, de certa forma, muda o destino da célula”.
A chave para determinar o destino celular é a extensão do dano e o subsequente influxo de íons cálcio. O dano à fina membrana celular pode ser facilmente reparado, permitindo que as células continuem a divisão celular sem qualquer problema. O nível mais alto de dano à membrana celular induz a morte celular. No entanto, um nível médio de dano à membrana celular transforma as células em células senescentes vários dias depois, embora a nova vedação da membrana pareça bem-sucedida.
As células cancerígenas se dividem ilimitadamente. Em contraste, as células normais não cancerosas têm uma capacidade limitada de divisão celular – cerca de 50 vezes antes da divisão ser irreversivelmente interrompida e as células entrarem num estado conhecido como senescência celular. As células senescentes ainda são metabolicamente ativas, mas, diferentemente das células jovens e saudáveis, produzem várias proteínas secretoras que regulam positivamente as respostas imunes em tecidos próximos e em órgãos distantes. Este mecanismo pode induzir alterações benéficas e prejudiciais no nosso corpo, incluindo aceleração da cicatrização de feridas, promoção do cancro e envelhecimento.
Durante a última década, numerosos estudos relataram que existem células senescentes em corpos de animais, incluindo humanos, e que a remoção de células senescentes pode rejuvenescer as funções corporais em animais experimentais. No entanto, a causa da senescência celular no corpo humano permanece um tema controverso.
“O perfil de expressão genética e a bioinformática sugeriram que os danos na membrana celular explicam a origem das células senescentes no nosso corpo, especificamente aquelas próximas dos tecidos danificados”, explica o professor Kono.
O indutor mais bem estabelecido da senescência celular é a divisão celular repetida. Muitos outros estresses também induzem a senescência celular em laboratório, como danos ao DNA, ativação de oncogenes e alterações epigenéticas. O dogma de longa data no campo da pesquisa era que vários estresses induzem a senescência celular, em última análise, através da ativação da resposta ao dano no DNA.
No entanto, os autores descobriram que o dano à membrana celular induz a senescência celular através de um mecanismo diferente que envolve íons de cálcio e o gene supressor de tumor p53. Estas descobertas podem contribuir para o desenvolvimento de uma estratégia para alcançar uma longevidade saudável no futuro.
Mais informações: Danos na membrana plasmática limitam a vida replicativa em leveduras e induzem senescência prematura em fibroblastos humanos, Nature Aging (2024). DOI: 10.1038/s43587-024-00575-6
Informações da revista: Nature Aging