Ele calcula os fluxos de CO2 de 1992 a 2018, encontrando atéo dobro do fluxo laquido em determinados hora¡rios e locais, em comparaça£o com modelos não corrigidos.
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)
Domanio paºblico
Os oceanos do mundo absorvem mais carbono do que a maioria dos modelos cientaficos sugere, de acordo com novas pesquisas.
Estimativas anteriores do movimento de carbono (conhecido como "fluxo") entre a atmosfera e os oceanos não levaram em consideração as diferenças de temperatura nasuperfÍcie da águae alguns metros abaixo.
O novo estudo, liderado pela Universidade de Exeter, inclui isso - e encontra um fluxo laquido significativamente maior de carbono para os oceanos.
Ele calcula os fluxos de CO2 de 1992 a 2018, encontrando atéo dobro do fluxo laquido em determinados hora¡rios e locais, em comparação com modelos não corrigidos.
“Metade do dia³xido de carbono que emitimos não fica na atmosfera, mas éabsorvido pelos oceanos e pela vegetação terrestre 'afunda'â€, disse o professor Andrew Watson, do Instituto de Sistemas Globais de Exeter.
"Os pesquisadores montaram um grande banco de dados de medições de dia³xido de carbono próximas a superfÍcie - o" Atlas de Carbono do Oceano na Superfacie "( http://www.socat.info ) - que pode ser usado para calcular o fluxo de CO2 da atmosfera para o oceano .
"Estudos anteriores que fizeram isso, no entanto, ignoraram pequenas diferenças de temperatura entre asuperfÍcie do oceano e a profundidade de alguns metros onde as medições são feitas.
“Essas diferenças são importantes porque a solubilidade do dia³xido de carbono depende fortemente da temperatura.
"Usamos dados de satanãlite para corrigir essas diferenças de temperatura e, quando fazemos isso, faz uma grande diferença - obtemos um fluxo substancialmente maior indo para o oceano.
"A diferença na absorção do oceano que calculamos equivale a cerca de 10 por cento das emissaµes globais de combustaveis fa³sseis."
O Dr. Jamie Shutler, do Centro de Geografia e Ciências Ambientais do Campus Penryn de Exeter, na Cornualha, acrescentou: "Nossa estimativa revisada concorda muito melhor do que anteriormente com um manãtodo independente de calcular quanto dia³xido de carbono estãosendo absorvido pelo oceano.
“Esse manãtodo faz uso de uma pesquisa global do oceano por navios de pesquisa ao longo de décadas, para calcular como o estoque de carbono no oceano aumentou.
"Essas duas estimativas de 'big data' do sumidouro ocea¢nico de CO2 agora concordam muito bem, o que nos da¡ mais confianção nelas."
O artigo, publicado na Nature Communications , éintitulado: "As estimativas revisadas do fluxo de CO2 do oceano para a atmosfera são consistentes com o inventa¡rio de carbono do oceano ."