A Corrente do Golfo éum dos maiores impulsionadores da produtividade climática e biológica da Fla³rida a Terra Nova e ao longo da costa oeste da Europa.
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)
A plataforma de reboque "Triaxus" rompe asuperfÍcie irregular do oceano durante uma tempestade. Ao rebocar essa plataforma com instrumentos de monitoramento atravanãs da a¡gua, alterando sua profundidade em um padrãode "ioia´" enquanto viajava, os cientistas criaram instanta¢neos de alta resolução de como um corante liberado a montante evoluaa na frente da corrente do Golfo. Crédito: Craig M. Lee, UW APL
Novas pesquisas fornecem a primeira evidência direta do efeito liquidificador da Corrente do Golfo, identificando um novo mecanismo de mistura de águaatravanãs da corrente que se move rapidamente. Os resultados tem implicações importantes para clima, clima e pesca, porque a mistura ocea¢nica desempenha um papel crítico nesses processos. A Corrente do Golfo éum dos maiores impulsionadores da produtividade climática e biológica da Fla³rida a Terra Nova e ao longo da costa oeste da Europa.
O estudo multi-institucional liderado por um pesquisador da Universidade de Maryland revelou que agitar-se ao longo das margens da Corrente do Golfo em áreas tão pequenas quanto um quila´metro pode ser uma das principais fontes de mistura ocea¢nica entre as a¡guas dos dois lados da corrente. O estudo foi publicado no Proceedings da Academia Nacional de Ciências em 6 de julho de 2020.
"Este debate de longa data sobre se a Corrente do Golfo age como um misturador ou uma barreira para a mistura ocea¢nica considerou principalmente grandes redemoinhos oceânicos, com dezenas de quila´metros a cem quila´metros de dia¢metro", disse Jacob Wenegrat, professor assistente do Departamento de Atmosfera da UMD. e Oceanic Science e o principal autor do estudo. "O que estamos acrescentando a esse debate éessa nova evidência de que a variabilidade na escala de quila´metros parece estar misturando bastante. E essas escalas são realmente difaceis de monitorar e modelar".
Amedida que a corrente do Golfo percorre a costa leste dos EUA e do Canada¡, ela traz águaquente e salgada dos tra³picos para o norte do Atla¢ntico. Mas a corrente também cria uma parede invisível de águaque divide duas regiaµes oceânicas: distintas: as a¡guas mais frias e frescas ao longo da borda norte da Corrente do Golfo, que giram no sentido anti-hora¡rio, e as a¡guas mais quentes e salgadas na borda sul da corrente. que circulam no sentido hora¡rio.
Uma equipe de pesquisa implantou uma ba³ia do R / V Knorr antes de liberar um corante
fluorescente na a¡gua. Os cientistas acompanharam a deriva de ambos os corantes
e flutuam atravanãs da corrente do Golfo, revelando uma mistura significativa
de a¡guas atravanãs da corrente rápida. Crédito: Craig M. Lee, UW APL
Quanta mistura ocea¢nica ocorre na corrente do Golfo tem sido motivo de debate cientafico. Como resultado, os modelos oceânicos que prevaªem clima, clima e produtividade biológica não foram totalmente responsa¡veis ​​pela contribuição da mistura entre os dois tipos muito diferentes de águaem ambos os lados da corrente.
Para conduzir o estudo, os pesquisadores tiveram que levar seus instrumentos a fonte: a beira da corrente do Golfo. Duas equipes de cientistas a bordo de dois navios de pesquisa de classe global enfrentaram tempestades de inverno no Oceano Atla¢ntico para liberar um corante fluorescente ao longo da frente norte da corrente do Golfo e trazr seu caminho nos dias seguintes.
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A primeira equipe lançou o corante junto com uma ba³ia contendo um farol acaºstico. A jusante, a segunda equipe rastreou a ba³ia e monitorou a concentração do corante, juntamente com a temperatura da água, salinidade, química e outras características.
De volta a costa, Wenegrat e seus co-autores desenvolveram simulações de alta resolução dos processos fasicos que poderiam causar a dispersão do corante na águada maneira que as equipes de campo registravam. Seus resultados mostraram que a turbulaªncia em áreas tão pequenas quanto um quila´metro exerceu uma influaªncia importante no caminho do corante e resultou em uma mistura significativa das propriedades da a¡gua, como salinidade e temperatura.
O corante fluorescente fornece uma maneira única de acompanhar a evolução e a
mistura de águana corrente do Golfo. Em um estudo recente, o corante fluoresceana
(como mostrado aqui) foi lana§ado ao longo da parede norte da Corrente do Golfo
e rastreado por navio enquanto se misturava horizontalmente ao longo
da corrente. Crédito: Lance Wills, WHOI
"Esses resultados enfatizam o papel da variabilidade em escalas muito pequenas que atualmente são difaceis de observar usando manãtodos padra£o, como observações de satanãlite", disse Wenegrat. "A variabilidade nessa escala não estãoatualmente resolvida nos modelos clima¡ticos globais e não seránas próximas décadas, por isso nos leva a pensar: o que estamos perdendo?"
Ao mostrar que a mistura em pequena escala na corrente do Golfo pode ter um impacto significativo, o novo estudo revela um importante e sub-reconhecido colaborador da circulação ocea¢nica, biologia e potencialmente clima.
Por exemplo, a Corrente do Golfo desempenha um papel importante no que éconhecido como bomba biológica ocea¢nica - um sistema que retanãm o excesso de dia³xido de carbono, protegendo o planeta do aquecimento global. Nas a¡guas superficiais da regia£o da Corrente do Golfo, a mistura ocea¢nica influencia o crescimento do fitopla¢ncton - a base da cadeia alimentar do oceano. Estes fitopla¢ncton absorvem dia³xido de carbono perto dasuperfÍcie e depois afundam no fundo, levando carbono com eles e prendendo-o no fundo do oceano. Os modelos atuais da bomba biológica ocea¢nica não respondem pelo grande efeito que a mistura em pequena escala na corrente do Golfo poderia ter no crescimento do fitopla¢ncton.
"Para progredir nisso, precisamos encontrar maneiras de quantificar esses processos em uma escala mais fina usando a teoria, modelos numanãricos de ponta e novas técnicas de observação", disse Wenegrat. "Precisamos ser capazes de entender seu impacto na circulação em larga escala e na biogeoquímica do oceano".
O artigo de pesquisa, "Mistura aprimorada atravanãs do limite do giro na frente da corrente do Golfo", Jacob O. Wenegrat, Leif N. Thomas, Miles A. Sundermeyer, John R. Taylor, Eric A. D'Asaro, Jody M. Klymak, R. Kipp Shearman e Craig M. Lee, foram publicados na edição de 6 de julho de 2020 da Proceedings da Academia Nacional de Ciências .