Aves mergulhadoras como pinguins, papagaios-do-mar e corvos-marinhos podem ser mais propensas à extinção do que as aves que não mergulham, de acordo com um novo estudo do Milner Center for Evolution da Universidade de Bath.
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)
Múltiplas aquisições convergentes de mergulho dentro de Aequorlitornithes.
Reconstruções de estado ancestral para o sistema de dois estados: mergulho (vermelho) versus não mergulho (azul). Nossas análises recuperaram uma média de 13,6 transições independentes para mergulho sem reversão, com base em 100 simulações. O mergulho evoluiu convergentemente em 8 das 11 ordens dentro de Aequorlitornithes. Ordens aviárias são mostradas ao redor da circunferência. Crédito: Proceedings of the Royal Society B: Ciências Biológicas (2022). DOI: 10.1098/rspb.2022.2056
Aves mergulhadoras como pinguins, papagaios-do-mar e corvos-marinhos podem ser mais propensas à extinção do que as aves que não mergulham, de acordo com um novo estudo do Milner Center for Evolution da Universidade de Bath. Os autores sugerem que isso ocorre porque eles são altamente especializados e, portanto, menos capazes de se adaptar a ambientes em mudança do que outras aves.
A habilidade de mergulhar é bastante rara nas aves , com menos de um terço das 727 espécies de aves aquáticas usando essa forma de caça para se alimentar.
Os cientistas evolutivos Joshua Tyler e Dra. Jane Younger estudaram a evolução do mergulho nas aves aquáticas modernas para investigar como o mergulho impactava: as características físicas das aves (morfologia); como as espécies evoluíram para aumentar a diversidade (taxa de especiação); e como as espécies eram propensas à extinção.
O estudo, publicado na revista Proceedings of the Royal Society B , descobriu que o mergulho evoluiu de forma independente 14 vezes e que, uma vez que um grupo desenvolveu a capacidade de mergulhar, a evolução subsequente não reverteu essa característica.
Os pesquisadores descobriram que o tamanho do corpo entre as aves mergulhadoras evoluiu de forma diferente, dependendo do tipo de mergulho que fizeram.
Mergulhadores alados, como pinguins e papagaios-do-mar, usam suas asas para se impulsionarem na água. Essas aves tendem a ter tamanhos corporais maiores adaptados para nadar.
Aves que "mergulham com os pés", como os corvos-marinhos, chutam os pés para nadar e são igualmente maiores em tamanho corporal que os mergulhadores de asa.
Em contraste, os chamados "mergulhadores de mergulho", como gaivotas e gansos-patola, mergulham verticalmente do ar para capturar suas presas. Os pesquisadores descobriram que essas espécies tendiam a ser mais restritas em seu tamanho corporal , pois eram mais adaptadas para voar do que para nadar.
Embora a pesquisa não tenha encontrado nenhuma diferença significativa na taxa de especiação de aves mergulhadoras versus espécies não mergulhadoras, eles também descobriram que muitas aves mergulhadoras pareciam ser mais propensas à extinção do que as espécies não mergulhadoras.
As técnicas usadas pelos pesquisadores podem ser usadas para ajudar os conservacionistas a prever quais espécies correm maior risco de extinção de uma perspectiva evolutiva .
Josh Tyler, primeiro autor do artigo e Ph.D. estudante do Milner Center for Evolution da Universidade de Bath, disse: "Nosso trabalho mostra que, em vez de ser um processo aleatório , existem padrões previsíveis para a evolução".
“As aves aquáticas foram agrupadas como altamente relacionadas após a análise genética da árvore genealógica das aves em 2015, então eu queria investigar como a evolução para poder mergulhar afetou a forma do corpo, a adaptação ao nicho e a diversidade evolutiva”.
"Por exemplo, os pinguins são altamente adaptados ao seu ambiente - eles têm um corpo em forma de torpedo que os ajuda a nadar rápido, mas eles não voam e não conseguem se mover muito bem em terra."
"Isso significa que eles não podem se adaptar facilmente a outros ambientes ou tipos de dieta. Em contraste, mergulhadores como as gaivotas são mais generalistas - eles comem de tudo, desde peixe a pastéis da Cornualha - e descobrimos que eles estão explodindo em diversidade".
“Nossos dados mostram que as aves especializadas estão com mais problemas em termos de extinção futura e podem estar evoluindo para um beco sem saída evolutivo”.
Os pesquisadores esperam que o estudo possa ajudar a informar o trabalho de conservação , prevendo quais espécies têm maior probabilidade de estar em risco no futuro.
Mais informações: Joshua Tyler et al, Mergulhando em um beco sem saída: a evolução assimétrica do mergulho impulsiona mudanças de diversidade e disparidade em aves aquáticas, Proceedings of the Royal Society B: Biological Sciences (2022). DOI: 10.1098/rspb.2022.2056
Informações do jornal: Proceedings of the Royal Society B