Os mapas 3D podem ajudar os pesquisadores a rastrear e prever a resposta do oceano a smudanças climáticas.
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)
Intensidade da zona com deficiência de oxigaªnio no leste do Oceano Pacafico, onde as cores de cobre representam os locais de concentrações de oxigaªnio consistentemente mais baixas e o azul-petra³leo profundo indica regiaµes sem oxigaªnio dissolvido suficientemente baixo. Crédito: Jarek Kwiecinski e Andrew Babbin
A vida estãofervilhando em quase todos os lugares dos oceanos, exceto em certos bolsaµes onde o oxigaªnio cai naturalmente e as a¡guas se tornam invia¡veis ​​para a maioria dos organismos aera³bicos. Essas piscinas desoladas são “zonas deficientes de oxigaªnio†ou ODZs. E embora representem menos de 1% do volume total do oceano, são uma fonte significativa de a³xido nitroso, um potente gás de efeito estufa. Seus limites também podem limitar a extensão da pesca e dos ecossistemas marinhos.
Agora, os cientistas do MIT geraram o “atlas†tridimensional mais detalhado dos maiores ODZs do mundo. O novo atlas fornece mapas de alta resolução dos dois principais corpos d' águacarentes de oxigaªnio no Pacafico tropical. Esses mapas revelam o volume, a extensão e as profundidades varia¡veis ​​de cada ODZ, junto com recursos em escala fina, como faixas de águaoxigenada que invadem zonas de outra forma esgotadas.
A equipe usou um novo manãtodo para processar dados oceânicos de mais de 40 anos, compreendendo quase 15 milhões de medições feitas por muitos cruzeiros de pesquisa e robôs auta´nomos implantados em todo o Pacafico tropical. Os pesquisadores compilaram então analisaram esses dados vastos e refinados para gerar mapas de zonas com deficiência de oxigaªnio em várias profundidades, semelhantes a s muitas fatias de uma varredura tridimensional.
A partir desses mapas, os pesquisadores estimaram o volume total das duas principais ODZs no Pacafico tropical, com mais precisão do que os esforços anteriores. A primeira zona, que se estende desde a costa da Amanãrica do Sul, mede cerca de 600.000 quila´metros caºbicos - aproximadamente o volume de águaque encheria 240 bilhaµes de piscinas olampicas. A segunda zona, na costa da Amanãrica Central, écerca de três vezes maior.
O atlas serve como uma referaªncia para onde se encontram os ODZs hoje. A equipe espera que os cientistas possam fazer acranãscimos a este atlas com medições contanuas, para rastrear melhor asmudanças nessas zonas e prever como elas podem mudar com o aquecimento do clima.
“a‰ amplamente esperado que os oceanos percam oxigaªnio a medida que o clima esquenta. Mas a situação émais complicada nos tra³picos, onde hágrandes zonas com deficiência de oxigaªnio â€, diz Jarek Kwiecinski '21, que desenvolveu o atlas junto com Andrew Babbin, o professor de desenvolvimento de carreira verde Cecil e Ida no Departamento de Terra, Atmosfera e Ciências Planeta¡rias. “a‰ importante criar um mapa detalhado dessas zonas para que tenhamos um ponto de comparação paramudanças futuras.â€
O estudo da equipe aparece hoje na revista Global Biogeochemical Cycles.
Exibindo artefatos
As zonas com deficiência de oxigaªnio são regiaµes grandes e persistentes do oceano que ocorrem naturalmente, como consequaªncia dos micróbios marinhos devorando o fitopla¢ncton afundando junto com todo o oxigaªnio disponavel nas redondezas. Essas zonas ficam em regiaµes que deixam de passar as correntes oceânicas:, que normalmente reabasteceriam as regiaµes com águaoxigenada. Como resultado, os ODZs são locais de a¡guas relativamente permanentes e pobres em oxigaªnio, e podem existir em profundidades meso-oceânicas: de cerca de 35 a 1.000 metros abaixo dasuperfÍcie. Para alguma perspectiva, os oceanos tem, em média, cerca de 4.000 metros de profundidade.
Nos últimos 40 anos, os cruzeiros de pesquisa exploraram essas regiaµes, jogando garrafas em várias profundidades e puxando a águado mar que os cientistas mediram em busca de oxigaªnio.
“Mas existem muitos artefatos que vão da medição de uma garrafa quando vocêestãotentando medir o oxigaªnio realmente zeroâ€, diz Babbin. “Todo o pla¡stico que implantamos em profundidade estãocheio de oxigaªnio que pode vazar para a amostra. Quando tudo estiver dito e feito, o oxigaªnio artificial infla o verdadeiro valor do oceano. â€
Em vez de depender de medições de amostras de garrafas, a equipe analisou dados de sensores anexados ao exterior das garrafas ou integrados a plataformas roba³ticas que podem alterar sua flutuabilidade para medir águaem diferentes profundidades. Esses sensores medem uma variedade de sinais, incluindomudanças nas correntes elanãtricas ou na intensidade da luz emitida por um corante fotossensavel para estimar a quantidade de oxigaªnio dissolvido na a¡gua. Em contraste com as amostras de águado mar que representam uma única profundidade discreta, os sensores gravam sinais continuamente conforme eles descem pela coluna de a¡gua.
Os cientistas tentaram usar esses dados do sensor para estimar o valor real das concentrações de oxigaªnio em ODZs, mas descobriram que éincrivelmente complicado converter esses sinais com precisão, especialmente em concentrações próximas de zero.
“Adotamos uma abordagem muito diferente, usando medições não para olhar seu valor real, mas sim como esse valor muda dentro da coluna d'a¡guaâ€, disse Kwiecinski. Dessa forma, podemos identificar a¡guas ana³xicas, independentemente do que um sensor especafico diga.â€
Afundando
A equipe raciocinou que, se os sensores mostrassem um valor constante e imuta¡vel de oxigaªnio em uma seção vertical contanua do oceano, independentemente do valor verdadeiro, então provavelmente seria um sinal de que o oxigaªnio havia chegado ao fundo do poa§o e que a seção fazia parte de uma zona deficiente em oxigaªnio.
Os pesquisadores reuniram cerca de 15 milhões de medições de sensores coletadas ao longo de 40 anos por vários cruzeiros de pesquisa e flutuadores robóticos e mapearam as regiaµes onde o oxigaªnio não mudou com a profundidade.
“Agora podemos ver como a distribuição de águaana³xica no Pacafico muda em trêsDimensões â€, diz Babbin.Â
A equipe mapeou os limites, o volume e a forma de dois ODZs principais no Pacafico tropical, um no hemisfanãrio norte e outro no hemisfanãrio sul. Eles também puderam ver pequenos detalhes dentro de cada zona. Por exemplo, as a¡guas pobres em oxigaªnio são “mais espessas†ou mais concentradas no meio e parecem afinar em direção a s bordas de cada zona.
“Tambanãm podaamos ver lacunas, onde parecia que grandes mordidas foram tiradas de a¡guas ana³xicas em profundidades rasasâ€, diz Babbin. “Ha¡ algum mecanismo que leva oxigaªnio para esta regia£o, tornando-a oxigenada em comparação com a águaao seu redor.â€
Essas observações das zonas de deficiência de oxigaªnio do Pacafico tropical são mais detalhadas do que o que foi medido atéagora.
“A forma como as fronteiras dessas ODZs são moldadas e atéque ponto elas se estendem não poderia ser resolvido anteriormenteâ€, diz Babbin. “Agora temos uma ideia melhor de como essas duas zonas se comparam em termos de extensão e profundidade da área.â€
“Isso da¡ a vocêum esboa§o do que poderia estar acontecendoâ€, diz Kwiecinski. “Ha¡ muito mais que se pode fazer com essa compilação de dados para entender como o suprimento de oxigaªnio do oceano écontrolado.â€
Esta pesquisa éapoiada, em parte, pela Fundação Simons.