Biólogos descobrem que o aumento da temperatura acelera o envelhecimento dos mosquitos, enfraquecendo o seu sistema imunológico
Um estudo publicado em 10 de janeiro de 2024 na PLOS Pathogens descobriu que os mosquitos envelhecem mais rapidamente quando as temperaturas são mais altas. Esse envelhecimento, por sua vez, enfraquece o sistema imunológico...
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)
Vista aproximada do abdômen de um mosquito que contém depósitos escuros de melanina. Crédito: Universidade Vanderbilt
Um estudo publicado em 10 de janeiro de 2024 na PLOS Pathogens descobriu que os mosquitos envelhecem mais rapidamente quando as temperaturas são mais altas. Esse envelhecimento, por sua vez, enfraquece o sistema imunológico dos mosquitos e aumenta a probabilidade de eles serem infectados por doenças. Como a temperatura global está a aumentar devido às alterações climáticas, as descobertas, da estudante de pós-graduação em biologia da Vanderbilt, Lindsay Martin, e do professor centenário de Ciências Biológicas Julián Hillyer, podem ter graves implicações para a população de mosquitos e para a transmissão de doenças.
De acordo com a Organização Mundial da Saúde, doenças transmitidas por vetores, como a malária e o vírus Zika, causam mais de 700 mil mortes anualmente. Eles representam aproximadamente 17% de todas as doenças infecciosas e são transmitidos por insetos sugadores de sangue, como os mosquitos. O terrível impacto das doenças transmitidas por vectores deve-se, em parte, a um mecanismo de transmissão estranhamente simples – uma picada de um mosquito infectado.
Geralmente, quando pessoas imunocompetentes adoecem, o corpo monta uma série de respostas imunológicas (pense na febre desagradável que acompanha o COVID-19) para eliminar a infecção. Os mosquitos também desenvolvem respostas imunológicas para eliminar infecções, mas o seu sistema imunológico evoluiu para ser muito sensível ao ambiente circundante. Isso ocorre porque os mosquitos são ectotérmicos, portanto a temperatura corporal flutua em relação à temperatura ambiente.
Segundo Martin, “isso significa que a temperatura corporal do mosquito aumentará em um clima mais quente”.
Os mosquitos, tal como os humanos, também sofrem senescência, o que é um enfraquecimento da sua fisiologia com o envelhecimento. “Se os mosquitos estão envelhecendo, eles estão sofrendo um enfraquecimento do sistema imunológico enquanto são expostos a temperaturas mais altas”, disse Martin, “queríamos saber: quais são os efeitos agravados?”
Para medir a resposta dos mosquitos às mudanças de temperatura, Martin criou os mosquitos desde o nascimento até a morte em três câmaras separadas com temperatura e umidade controladas. Ela então infectou mais de 7.000 mosquitos e estudou suas respostas imunológicas em três idades e temperaturas diferentes.
"Se você fizer as contas, isso acaba sendo 48 combinações diferentes entre três variáveis diferentes", disse o biólogo Julián Hillyer, da Vanderbilt, que é orientador da tese de Martin e coautor do artigo, "a análise é, computacionalmente, bastante complexa. "
O artigo de Martin e Hillyer concentrou-se especificamente em uma resposta imunológica chamada melanização, pela qual os mosquitos formam cascas duras de melanina em torno dos patógenos para privá-los de nutrientes. A melanização pode ser observada ao microscópio ao longo da parede abdominal do mosquito. Martin descobriu que os mosquitos envelheciam mais rapidamente a temperaturas mais elevadas, o que por sua vez enfraqueceu a resposta à melanização.
Em trabalhos futuros, Martin e o laboratório Hillyer planejam estudar como o aumento da temperatura afeta as respostas imunológicas além da melanização. Esperam também estabelecer uma ligação entre o enfraquecimento do sistema imunitário e a sobrevivência dos mosquitos, o que poderá ter implicações nas taxas de transmissão de doenças.
“É complexo, porque se os mosquitos têm uma resposta imunitária mais fraca e têm maior probabilidade de serem infectados, também têm potencialmente maior probabilidade de morrer de infecção”, disse Martin, “e se morrerem antes de serem capazes de picar o próximo ser humano. vítima, isso pode reduzir a transmissão da doença."
Martin também enfatiza as implicações que este trabalho pode ter para outros insetos ectotérmicos, além dos mosquitos. “Os mosquitos são ectotérmicos, mas a maioria dos insetos também o são”, acrescentou ela, “nós realmente precisamos investigar como o aumento da temperatura afetará nossos sistemas agrícolas, polinizadores e outros insetos transmissores de doenças”.
Mais informações: Lindsay E. Martin et al, A temperatura mais alta acelera o enfraquecimento da resposta imune à melanização em mosquitos, dependente do envelhecimento, PLOS Pathogens (2024). DOI: 10.1371/journal.ppat.1011935
Informações do periódico: PLoS Pathogens