A formação de montanhas e monções antigas ajudou a criar um hotspot de biodiversidade moderno
Em um novo estudo na Science, os pesquisadores examinaram a vida vegetal nas montanhas Hengduan da China, no Himalaia e no plata´ Qinghai-Tibet
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)
Uma prensa de plantas usada pelos pesquisadores que realizam trabalhos de campo nas montanhas Hengduan. Crédito: Deren Eaton
Uma das grandes questões da biologia épor que certas plantas e animais são encontrados em alguns lugares e não em outros. Descobrir como as espanãcies evoluem e se espalham, e por que alguns lugares são mais ricos em espanãcies do que outros, éfundamental para entender e proteger o mundo ao nosso redor. As montanhas são um bom laboratório para os cientistas que enfrentam essas questões: as montanhas abrigam toneladas de biodiversidade, em parte devido a todos os habitats diferentes em diferentes altitudes. Em um novo estudo na Science, os pesquisadores examinaram a vida vegetal nas montanhas Hengduan da China, no Himalaia e no plata´ Qinghai-Tibet. Usando o DNA para construir a¡rvores geneala³gicas de espanãcies, eles aprenderam que a diversidade de plantas naquela regia£o hoje pode ser rastreada atémontanhas recanãm-formadas 30 milhões de anos atrás, e monções que vieram depois. a‰ um exemplo concreto de como asmudanças climáticas e ambientais influenciam a vida na Terra.
"Este artigo aborda a questãofundamental de por que existem tantas espanãcies em algumas partes do mundo e não em outras", diz Rick Ree, curador do Field Museum de Chicago e autor correspondente do estudo da Science . "A formação dessa comunidade rica em espanãcies foi alimentada pela construção de montanhas antigas e pelos efeitos subsequentes das monções. A biodiversidade que vemos hoje foi profundamente moldada pela geologia e pelo clima".
O artigo foca nas plantas que crescem acima da linha das a¡rvores (chamada de zona alpina) nas montanhas Hengduan, no sudoeste da China. "a‰ uma parte incrivelmente interessante do mundo, éuma área relativamente pequena que abriga um tera§o de todas as espanãcies de plantas na China", diz Ree. "Nas montanhas Hengduan, vocêpode ver florestas de conaferas, correntes glaciais correndo, vales escarpados e prados repletos de flores silvestres". Algumas das flores, observa Ree, podem ser familiares aos jardineiros ocidentais, incluindo rododendros e delfanios.
Ree e seus colegas queriam descobrir como as plantas são distribuadas nas regiaµes alpinas das montanhas Hengduan, Himalaia e Qinghai-Tibet Plateau, e como chegaram la¡ em primeiro lugar. Para descobrir, eles se voltaram para reconstruções filogenanãticas: essencialmente, usando DNA e pea§as-chave de evidaªncias fa³sseis para juntar as a¡rvores geneala³gicas das plantas, remontando dezenas de milhões de anos.
Um prado alpino cheio de flores nas montanhas Hengduan.
Crédito: Rick Ree, Field Museum
Os pesquisadores compararam o DNA de diferentes espanãcies de plantas que vivem na regia£o, determinando quanto estreitamente relacionadas elas estavam entre si e como elas evoluaram. Se vocêtiver sequaªncias de DNA para um monte de plantas diferentes, observando as diferenças em seu DNA e usando plantas fa³sseis como referaªncia para quanto tempo leva para novas espanãcies surgirem, vocêpode adivinhar quanto tempo hámuito tempo seu ancestral comum viveu e descobrir a a¡rvore geneala³gica que faz mais sentido.
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Neste estudo, Ree e seus colegas foram capazes de rastrear as origens das plantas alpinas no planalto de Hengduan, Himalaia e Qinghai-Tibete. Muitas das plantas evoluaram pela primeira vez nas montanhas Hengduan. Então, quando a placa tecta´nica da andia colidiu com a asia, criando lentamente novas montanhas, um monte de novos habitats formaram os lados das montanhas e nos vales abaixo. E quando as novas montanhas se formaram, a regia£o começou a experimentar monções mais intensas, possivelmente porque as montanhas alteravam os ventos predominantes, criando novas condições climáticas.
"O efeito combinado da construção de montanhas e monções foi como despejar combustavel de jato nessa chama de origem das espanãcies", diz Ree. "A monção não estava simplesmente dando mais águapara as plantas crescerem, ele tinha um papel enorme na criação de uma topografia mais acidentada. Causava erosão, resultando em vales mais profundos e cordilheiras mais incisas ".
"A teoria éque, se vocêaumentar a robustez de uma paisagem, émais prova¡vel que vocêtenha populações restritas em seus movimentos, porque émais difacil atravessar um vale mais profundo do que um vale raso. Portanto, a qualquer momento, vocêcomea§a a aumentar a desigualdade e as barreiras entre populações, vocêespera que a evolução acelere ", diz Ree.
Os picos nevados das montanhas Hengduan, com plantas em primeiro plano.
Crédito: Rick Ree, Field Museum
E foi exatamente isso que a equipe encontrou na reconstrução da a¡rvore geneala³gica genanãtica das plantas: a medida que a paisagem se tornava mais acidentada ao longo do tempo, as populações agora isoladas de plantas se desviavam para suas próprias espanãcies separadas, resultando na biodiversidade que vemos hoje.
Além de mostrar como asmudanças geola³gicas e climáticas nos últimos 30 milhões de anos afetam a disseminação atual de plantas, Ree observa que o estudo tem implicações para melhor entender a mudança climática que a Terra estãopassando atualmente.
"Este estudo lana§a luz sobre as condições em que ficamos ricos versus a pobre biodiversidade", diz Ree. "Os ecossistemas das montanhas tendem a ser muito sensaveis a coisas como o aquecimento global, porque os organismos que vivem la¡ dependem de uma faixa estreita de elevação e temperatura. Entender como asmudanças ambientais hista³ricas afetaram as plantas alpinas hávinte milhões de anos pode nos ajudar a prever como o clima atual mudança afetara¡ seus descendentes ".