O aumento das angiospermas (plantas com flores) começou hácerca de 140 milhões de anos, desencadeando uma das mais drama¡ticas revolua§aµes biológicas da história recente do nosso planeta.
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)
Angiosperma (plantas com flores) "a¡rvore do tempo". Crédito: Dr. Santiago Ramarez-Barahona
Novas pesquisas publicadas hoje na Nature Ecology & Evolution por cientistas da Austra¡lia e do Manãxico revelam a primeira "a¡rvore do tempo" angiosperma completa do mundo - uma reconstrução da evolução das plantas com flores da Terra ao longo do tempo.
O aumento das angiospermas (plantas com flores) começou hácerca de 140 milhões de anos, desencadeando uma das mais drama¡ticas revoluções biológicas da história recente do nosso planeta.
Questaµes cruciais sobre o momento e a localização da origem das famalias envolvidas na criação do tipo mais diverso de plantas na Terra atéagora estavam em grande parte sem resposta.
O Dr. HervéSauquet, do Instituto Australiano de Ciência Bota¢nica e pesquisador saªnior da Universidade de NSW, estãobaseado no Royal Botanic Garden Sydney e coordenou o conjunto de dados de 238 calibrações fa³sseis de angiospermas, as maiores já montadas.
"Os fa³sseis são as evidaªncias mais importantes necessa¡rias para entender essas importantes questões evolutivas em torno dos tempos de divergaªncia dos angiospermas", disse o Dr. Sauquet.
"Estudos anteriores dessa natureza usavam apenas 30 a 60 registros fa³sseis e queraamos aumentar esse número significativamente e estabelecer um padrãomais alto para calibração fa³ssil, documentando todas as partes do processo. Muitas vezes, tanhamos que traduzir registros de diferentes idiomas e fazer detetives incansa¡veis trabalhar para obter séculos de idade, bem como as últimas descrições fa³sseis em nossas ma£os ", disse Sauquet.
Os pesquisadores também analisaram a distribuição geogra¡fica das plantas existentes e analisaram como as idades das famalias de angiospermas foram distribuadas em todo o mundo, combinando sua nova "a¡rvore do tempo" com mais de 16 milhões de registros de ocorraªncia de espanãcies de angiospermas.
O principal autor do estudo da Universidade Nacional Auta´noma do Manãxico, Dr. Santiago Ramarez-Barahona, disse que agora temos a confirmação mais abrangente atéo momento de que as angiospermas se originaram em ambientes tropicais.
"Mas háuma reviravolta, embora os ecossistemas tropicais sejam o lar de famalias antigas, nossos resultados sugerem que as florestas tropicais dominadas por angiospermas de hoje são um desenvolvimento relativamente recente na história da Terra", disse Ramarez-Barahona.
"Todo grupo de espanãcies vivas na Terra tem uma idade de" caule "(a idade de sua origem) e uma idade de" coroa "(o inicio de sua diversificação para as espanãcies vivas que vemos hoje) e os pa¡ssaros são um a³timo exemplo disso. A idade do caule das aves émarcada pela separação dos crocodilos hácerca de 240 milhões de anos e a idade da coroa émarcada pelo ancestral comum mais recente de todas as aves vivas, hácerca de 100 milhões de anos.O que aconteceu entre as idades do caule e da coroa émuito interessante porque isso quando os dinossauros vagavam pela Terra. Tambanãm foi quando todos os traa§os que definem os pa¡ssaros modernos evoluaram e éexatamente isso que nos propusemos a entender em nosso estudo sobre angiospermas ", disse o Dr. Ramarez-Barahona.
Eupomatia laurina. Goiaba nativa da Austra¡lia. Esta espanãcie émembro de uma
linhagem que poderia ter existido (a linhagem, não a espanãcie) quando o antigo
super continente Gondwana ainda estava quebrando cerca de 180 milhões
de anos atrás. Crédito: Dr HervéSauquet
A autora saªnior da Universidade Nacional Auta´noma do Manãxico, Professora Susana Magalla³n, disse que o estudo apa³ia ainda mais a idanãia de que o domanio ecola³gico das espanãcies floridas modernas foi adiado para depois do fim dos dinossauros, cerca de 66 milhões de anos atrás.
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"Ao estimar a idade do caule e da coroa para as famalias de angiospermas, encontramos uma diferença de 37 a 56 milhões de anos entre as origens da familia e o inicio de sua diversificação nas espanãcies vivas que vemos hoje", disse o professor Magalla³n. "Para colocar isso em contexto, o atraso manãdio corresponde a cerca de um tera§o de toda a duração da evolução da angiosperma, que éde pelo menos 140 milhões de anos".
Sauquet disse que o novo estudo lana§a uma nova luz sobre aspectos temporais e geogra¡ficos cruciais das fases mais craticas da evolução dos angiospermas após sua origem.
Akebia quinata. Comumente conhecido como 'videira de chocolate' e énativo do
Japa£o, China e Coranãia. Crédito: Dr Herve Sauquet
"Durante esse período, as plantas com flores passaram a ser o grupo dominante e mais importante de plantas terrestres - a principal fonte de alimento para a maioria dos organismos em terra e praticamente todas as culturas agracolas humanas", disse o Dr. Sauquet.
A nova pesquisa também ajudara¡ a contribuir para o entendimento mais amplo de toda a evolução na Terra, adicionando outra pea§a-chave ao quebra-cabea§a da vida.
Todas as instalações cientaficas, programas e coleções vivas do Jardim Bota¢nico Real de Sydney, Jardim Bota¢nico Australiano Mount Annan e Jardim Bota¢nico Blue Mountains Mount Tomah foram unidos sob o novo Instituto Australiano de Ciência Bota¢nica.
O novo Instituto estãoavaçando conhecimento fundamental da flora e conduzindo soluções eficazes de conservação para garantir a sobrevivaªncia das plantas e toda a vida que delas depende.