Uma nova pesquisa liderada pela Universidade de East Anglia (UEA) e pelo Laboratório Marinho de Plymouth (PML) descobriu que o Oceano Antártico absorve mais dióxido de carbono (CO 2 ) do que se pensava anteriormente.
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)
O sistema de fluxo que coletou dados para o estudo agora está sendo usado no novo navio de pesquisa RRS Sir David Attenborough (foto). Crédito: Tom Bell/PML
Uma nova pesquisa liderada pela Universidade de East Anglia (UEA) e pelo Laboratório Marinho de Plymouth (PML) descobriu que o Oceano Antártico absorve mais dióxido de carbono (CO 2 ) do que se pensava anteriormente.
Usando medições diretas de trocas ou fluxos de CO 2 entre o ar e o mar, os cientistas descobriram que o oceano ao redor da Antártida absorve 25% mais CO 2 do que estimativas indiretas anteriores baseadas em dados de bordo sugeriram.
O Oceano Antártico desempenha um papel importante na absorção de CO 2 emitido por atividades humanas, um processo vital para controlar o clima da Terra. No entanto, há grandes incertezas na magnitude e variabilidade desse fluxo.
Até agora, ele foi estimado usando medições de bordo, como aquelas coletadas para o Surface Ocean CO 2 Atlas (SOCAT) de navios de pesquisa e drones a vela, dados de flutuadores de perfil implantados no oceano e modelos globais de biogeoquímica oceânica. Essas diferentes abordagens produziram grandes variações nas estimativas.
Este novo estudo usou uma nova técnica chamada covariância de vórtices — com sistemas de fluxo montados nos mastros dianteiros dos navios — para medir diretamente os fluxos de CO 2 do ar para o mar durante sete cruzeiros de pesquisa na região.
Os resultados, publicados na revista Science Advances, mostram que o Oceano Antártico no verão provavelmente será um forte sumidouro de CO 2, desafiando as estimativas muito mais fracas baseadas em dados de flutuação e simulações de modelos, que os autores dizem que "subestimam substancialmente" a absorção observada de CO2.
Os autores argumentam que essa diferença pode ser explicada considerando variações de temperatura na parte superior do oceano e uma resolução limitada, por exemplo, calculando a média em uma escala de tempo muito longa ou amostrando em um intervalo muito grande, acrescentando que os modelos atuais e os dados de flutuação não levam em conta eventos pequenos e intensos de absorção de CO 2.
O autor principal Dr. Yuanxu Dong, do Centro de Ciências Oceânicas e Atmosféricas (COAS) e PML da UEA, está atualmente no GEOMAR Helmholtz Center for Ocean Research Kiel. Ele disse: "Esta é a primeira vez que um grande número de observações diretas de fluxo de CO 2 ar-mar foram usadas para avaliar produtos de fluxo existentes no Oceano Antártico. Nossas descobertas fornecem evidências observacionais diretas de que este oceano pode absorver mais CO 2 do que o reconhecido anteriormente.
"A quantificação precisa do sumidouro de CO2 do Oceano Antártico é essencial para a avaliação do clima da Terra. No entanto, é a região mais incerta em relação à estimativa de sua capacidade de sumidouro de CO2.
"Nosso estudo reduz essa incerteza e melhora a compreensão da absorção de CO2 do Oceano Antártico, e recomendamos que estimativas futuras incluam ajustes de temperatura e reconstrução e modelagem de maior resolução."
A equipe, que também incluiu cientistas dos Institutos Alfred Wegener e Max Planck na Alemanha, do Instituto Marinho de Flandres na Bélgica e da Universidade do Havaí nos EUA, investigou inconsistências nas estimativas existentes de fluxo de CO 2 e, em seguida, usou as observações de fluxo de covariância de vórtices para avaliar os diferentes conjuntos de dados.
Os dados do cruzeiro cobriram aproximadamente 3.300 horas — cerca de 175 dias — de medições no verão antártico de 2019 e 2020, definido como novembro a abril no estudo, sobre uma área de zonas frontais altamente dinâmicas. As medições foram feitas de hora em hora, em comparação, por exemplo, a aproximadamente a cada 10 dias para aquelas de flutuadores.
O Dr. Mingxi Yang, coautor do estudo e oceanógrafo químico da PML, disse: "O Oceano Antártico é um importante sumidouro de CO 2 , mas as magnitudes e os locais dessa absorção oceânica são incertos. O sistema de covariância de vórtices autônomo e de alta frequência da PML aumentou significativamente o número de medições diretas do fluxo de CO 2 ar-mar nesta região.
"Este artigo oferece a primeira comparação entre medições diretas de fluxo de CO 2 e estimativas de produtos de dados grosseiros e modelos globais em uma grande escala espacial/temporal. Ele ajudou a validar estes e lançar luz sobre maneiras de melhorá-los."
A falta de dados de inverno é um problema geral com navios por causa da dificuldade de acesso à região naquela época, que os flutuadores abordam parcialmente. Reconhecendo que seus dados de cruzeiro cobrem apenas algumas partes do Oceano Antártico no verão, os autores dizem que esforços contínuos em direção a observações de alta qualidade são essenciais para melhorar as estimativas dos fluxos de CO2 ar-mar.
Isso pode incluir uma expansão de medições para mais navios e a implantação adicional de bóias e drones de vela, particularmente na temporada de inverno. Observações adicionais no inverno por plataformas autônomas também podem ajudar a preencher a lacuna de dados sazonais.
O Prof. Tom Bell, coautor e Biogeoquímico Oceano-Atmosfera do PML, acrescentou: "Recentemente, mudamos nosso sistema de fluxo para o novo quebra-gelo, o RRS Sir David Attenborough, e coletamos o primeiro conjunto de medições de fluxo durante um cruzeiro de pesquisa no Mar de Weddell no início deste ano. Nosso objetivo é continuar este trabalho valioso nos próximos anos, o que é essencial para monitorar o clima atual e prever mudanças futuras."
Os pesquisadores também alertam que a quantidade de medições de CO 2 na superfície do oceano a bordo de navios diminuiu drasticamente nos últimos anos, em parte devido à pandemia de COVID, mas também a menos financiamento. O número de conjuntos de dados anuais no SOCAT, por exemplo, diminuiu 35% de 2017 a 2021 — e 40% para o Oceano Antártico.
A Dra. Dorothee Bakker, do COAS da UEA e presidente do SOCAT, disse: "Há uma necessidade real de financiamento sustentado e expandido para medições de CO2 na superfície do oceano e sua síntese SOCAT, a fim de restringir a absorção de CO2 no Oceano Antártico, para dar suporte à iniciativa de monitoramento Global Greenhouse Gas Watch da Organização Meteorológica Mundial e para informar a política climática."
Mais informações: Yuanxu Dong, Evidência observacional direta de forte absorção de CO2 no Oceano Antártico, Science Advances (2024). DOI: 10.1126/sciadv.adn5781 . www.science.org/doi/10.1126/sciadv.adn5781
Informações do periódico: Science Advances