A temperatura global média da era do gelo era 6 graus Celsius (11 F) mais fria do que hoje. Para fins de contexto, a temperatura global média do século 20 foi de 14 C (57 F).
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)
Crédito: UnsplashÂ
Uma equipe liderada pela Universidade do Arizona reduziu a temperatura da última era do gelo - o ašltimo Ma¡ximo Glacial de 20.000 anos atrás - para cerca de 46 graus Fahrenheit (7,8 C).
Suas descobertas permitem aos cientistas do clima entender melhor a relação entre os naveis crescentes de dia³xido de carbono atmosfanãrico - um dos principais gases do efeito estufa - e a temperatura global média .
O ašltimo Ma¡ximo Glacial, ou LGM, foi um período fragido em que enormes geleiras cobriram cerca de metade da Amanãrica do Norte, Europa e Amanãrica do Sul e muitas partes da asia, enquanto a flora e a fauna adaptadas ao frio prosperaram.
"Temos muitos dados sobre este período de tempo porque ele foi estudado por muito tempo", disse Jessica Tierney, professora associada do Departamento de Geociências do UArizona. "Mas uma questãopara a qual a ciência hámuito quer respostas ésimples: quanto fria era a era do gelo?"
Temperatura de rastreamento
Tierney éo autor principal de um artigo publicado hoje na Nature que descobriu que a temperatura global média da era do gelo era 6 graus Celsius (11 F) mais fria do que hoje. Para fins de contexto, a temperatura global média do século 20 foi de 14 C (57 F).
“Em sua experiência pessoal, isso pode não parecer uma grande diferença, mas, na verdade, éuma grande mudançaâ€, disse Tierney.
Ela e sua equipe também criaram mapas para ilustrar como as diferenças de temperatura variavam em regiaµes especaficas do globo.
"Na Amanãrica do Norte e na Europa, as partes mais ao norte estavam cobertas de gelo e eram extremamente frias. Mesmo aqui no Arizona, havia um grande resfriamento", disse Tierney. "Mas o maior resfriamento ocorreu em latitudes elevadas , como o artico, onde foi cerca de 14 C (25 F) mais frio do que hoje."
Suas descobertas se encaixam na compreensão cientafica de como os pa³los da Terra reagem a smudanças de temperatura.
"Os modelos clima¡ticos prevaªem que as latitudes altas ficara£o mais quentes mais rápido do que as latitudes baixas", disse Tierney. "Quando vocêolha para as projeções futuras, fica muito quente no artico. Isso éconhecido como amplificação polar. Da mesma forma, durante o LGM, encontramos o padrãoreverso. Latitudes mais altas são apenas mais sensaveis a smudanças climáticas e permanecera£o assim no futuro . "
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Contando Carbono
Saber a temperatura da era do gelo éimportante porque ela éusada para calcular a sensibilidade climática, ou seja, o quanto a temperatura global muda em resposta ao carbono atmosfanãrico.
Tierney e sua equipe determinaram que para cada duplicação do carbono atmosfanãrico, a temperatura global deve aumentar em 3,4 C (6,1 F), que estãono meio da faixa prevista pela última geração de modelos clima¡ticos (1,8 a 5,6 C).
Os naveis de dia³xido de carbono na atmosfera durante a era do gelo eram cerca de 180 partes por milha£o, o que émuito baixo. Antes da Revolução Industrial, os naveis subiam para cerca de 280 partes por milha£o e hoje atingem 415 partes por milha£o.
"O Acordo de Paris queria manter o aquecimento global em não mais que 2,7 F (1,5 C) em relação aos naveis pré-industriais, mas com os naveis de dia³xido de carbono aumentando do jeito que estão, seria extremamente difacil evitar mais de 3,6 F (2 C) ) de aquecimento ", disse Tierney. "Já temos cerca de 2 F (1,1 C) em nosso cinto, mas quanto menos aquecermos, melhor, porque o sistema terrestre realmente responde a smudanças no dia³xido de carbono."
Fazendo um modelo
Como não havia terma´metros na era do gelo, Tierney e sua equipe desenvolveram modelos para traduzir dados coletados de fa³sseis de pla¢ncton ocea¢nico em temperaturas dasuperfÍcie do mar. Eles então combinaram os dados fa³sseis com simulações de modelos clima¡ticos do LGM usando uma técnica chamada assimilação de dados, que éusada na previsão do tempo.
“O que acontece em um escrita³rio meteorola³gico éque medem a temperatura, pressão, umidade e usam essas medições para atualizar um modelo de previsão e prever o tempoâ€, disse Tierney. "Aqui, usamos o modelo clima¡tico do Centro Nacional de Pesquisa Atmosfanãrica de Boulder, Colorado, para produzir um hindcast do LGM e, em seguida, atualizamos esse hindcast com os dados reais para prever como era o clima."
No futuro, Tierney e sua equipe planejam usar a mesma técnica para recriar períodos quentes no passado da Terra.
"Se pudermos reconstruir climas quentes do passado", disse ela, "então podemos comea§ar a responder a perguntas importantes sobre como a Terra reage a naveis realmente altos de dia³xido de carbono e melhorar nossa compreensão do que asmudanças climáticas futuras podem trazer."