A maioria das espécies evolui adaptando-se a pressões ambientais semelhantes em grande escala, segundo estudo
Desde os dias de Charles Darwin, os biólogos evolutivos acreditam amplamente que a maioria das novas espécies se forma porque se adaptou a diferentes ambientes – mas um novo estudo da Universidade de Toronto sugere o contrário.
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)
A ave amazônica Lepidothrix natererei, mais conhecida como tangará, e seu parente próximo estavam entre os 3.000 pares de animais estudados. Crédito: Maya Faccio
Desde os dias de Charles Darwin, os biólogos evolutivos acreditam amplamente que a maioria das novas espécies se forma porque se adaptou a diferentes ambientes – mas um novo estudo da Universidade de Toronto sugere o contrário.
O estudo, publicado na revista Science , lança luz sobre o que os pesquisadores apelidaram de " ponto cego " em nossa compreensão de por que novas espécies se formam.
"Descobrimos que as espécies estão se adaptando consistentemente a pressões ambientais semelhantes", diz Sean Anderson, co-autor do artigo com o professor Jason Weir enquanto obtinha seu Ph.D. na U of T Scarborough. “Eles estão passando por uma adaptação darwiniana clássica, mas não em ambientes muito diferentes ”.
Embora seja geralmente aceito que as populações devem ser separadas fisicamente para começar a evoluir para novas espécies, os pesquisadores dizem que o que acontece durante esse isolamento tem sido obscuro. Por décadas, a teoria predominante tem sido a especiação ecológica – que os grupos evoluem porque migram para diferentes ambientes e sofrem pressões que o restante de suas espécies não enfrenta, sejam novas fontes de alimento ou predadores. Chamadas de adaptação divergente, as características ambientais conduzem a seleção natural que faz com que uma nova espécie se forme. Os tentilhões de Darwin, que desenvolveram bicos mais adequados para sementes do que insetos, são um exemplo.
Mas também é comum ver espécies que evoluíram a ponto de não poderem mais procriar com seus parentes mais próximos, mas ainda compartilham a maioria das mesmas características de suas contrapartes. Isso deu aos pesquisadores o palpite de que os ambientes em que a evolução ocorreu, embora geograficamente distantes, podem não ter sido tão distintos. É uma explicação estabelecida, mas menos adotada, conhecida como adaptação paralela.
"Ideias de adaptação divergente foram dominadas em grande parte pelo estudo de organismos modelo - as espécies que têm essas grandes diferenças ecológicas", diz Anderson. "Queríamos ver quais padrões poderíamos encontrar estudando o maior número possível de espécies."
Lepidothrix iris (esquerda) e Lepidothrix natererei (direita), duas espécies de tangará, descendem de populações que começaram a evoluir em ambientes
separados. Crédito: Maya Faccio
Os pesquisadores usaram o maior e mais amplo conjunto de dados de características divergentes encontradas em espécies e seus parentes mais próximos – chamados pares de irmãs – já reunidos. Eles também criaram um modelo estatístico que pode, pela primeira vez, estimar se uma espécie evoluiu sob adaptação paralela ou divergente. Em quase 3.000 pares irmãos de pássaros, mamíferos e anfíbios, as espécies evoluíram de forma esmagadora sob pressões ambientais semelhantes em larga escala.
"Encontramos essa assinatura realmente consistente, onde a adaptação paralela parece ser o que domina - e não importa quais características você olha, é a mesma em quase todos os grupos de pares de espécies que você tem", diz Anderson, que é agora concluindo pesquisa de pós-doutorado na Universidade da Carolina do Norte em Chapel Hill. "Ficamos surpresos com a consistência dessa assinatura."
Anderson diz que, em alguns casos, as espécies podem estar desenvolvendo características semelhantes enquanto sofrem mudanças no nível genético. Isso pode levá-los a se tornarem espécies diferentes.
“Muitas vezes não é apenas uma pressão – as espécies estão enfrentando toda uma coleção de pressões semelhantes”, diz Anderson. "E o ambiente externo não é a única coisa que pode lançar desafios para uma espécie. Seu próprio genoma pode fazer isso produzindo coisas como elementos genéticos egoístas."
Os resultados podem ter implicações de longo alcance, já que as teorias sobre o que causa a evolução das espécies ajudam os biólogos a tirar conclusões sobre a biodiversidade. Se a maioria das espécies evolui sob adaptação divergente, a construção da biodiversidade requer diversos habitats com diferentes recursos e desafios. Mas se for uma adaptação paralela, a biodiversidade depende da distância geográfica e do tempo.
“O impacto que espero que isso tenha é que as pessoas não assumirão necessariamente que a adaptação divergente impulsiona a especiação”, diz Anderson. “Esses resultados também podem mudar a maneira como vemos a evolução da biodiversidade e os fatores que consideramos mais importantes”.
Mais informações: Sean AS Anderson et al, O papel da adaptação ecológica divergente durante a especiação alopátrica em vertebrados, Science (2022). DOI: 10.1126/science.abo7719
Informações da revista: Science