Calotas de gelo canadenses desaparecem, confirmando a previsão cientafica de 2017
Entre 1959 e 2015, as calotas polares haviam sido reduzidas a apenas cinco por cento da área anterior e encolheram visivelmente entre 2014 e 2015 em resposta ao vera£o especialmente quente de 2015.
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)
Este esboa§o das calotas polares de St. Patrick Bay, retirado do documento The Cryosphere 2017, ébaseado em fotografias aanãreas de agosto de 1959, pesquisas de GPS realizadas durante agosto de 2001 e para agosto de 2014 e 2015 do Radia´metro de Emissão e Reflexa£o Tanãrmica Advanced Spaceborne da NASA (aSTER). Ele mostra a área das calotas de gelo de St. Patrick Bay em 1959, 2001, 2014 e 2015. As calotas de gelo eram marcadamente menores em 2015 do que nos anos anteriores. Crédito: Universidade do Colorado em Boulder
As calotas de gelo de St. Patrick Bay, no Hazen Plateau, no nordeste da ilha de Ellesmere, em Nunavut, Canada¡, desapareceram, de acordo com imagens de satanãlite da NASA. Cientistas e colegas do Centro Nacional de Dados de Neve e Gelo (NSIDC) previram em um artigo de 2017 na Criosfera que as calotas de gelo derreteriam completamente nos pra³ximos cinco anos, e imagens recentes do Radia´metro de Emissão e Reflexa£o Tanãrmica do Espaço Avana§ado da NASA (ASTER) confirmou que essa previsão era precisa.
"Sabemos hámuito tempo que, a medida que a mudança climática ocorre, os efeitos sera£o especialmente pronunciados no artico", disse Serreze. "Mas a morte desses dois bonanãs que eu conhecia tão bem tornou a mudança climática muito pessoal. Tudo o que resta são algumas fotografias e muitas lembrana§as."
Mark Serreze, diretor do NSIDC, professor de geografia da Universidade do Colorado Boulder e autor principal do artigo, pisou pela primeira vez nas calotas polares da baaa de St. Patrick em 1982 como jovem estudante de graduação. Ele visitou as calotas polares com seu orientador, Ray Bradley, da Universidade de Massachusetts.
"Quando visitei as calotas de gelo pela primeira vez, elas pareciam um elemento permanente da paisagem", disse Serreze. "Observa¡-los morrer em menos de 40 anos me surpreende."
Em 2017, os cientistas compararam os dados do satanãlite ASTER de julho de 2015 com as fotografias aanãreas verticais tiradas em agosto de 1959. Eles descobriram que entre 1959 e 2015, as calotas polares haviam sido reduzidas a apenas cinco por cento da área anterior e encolheram visivelmente entre 2014 e 2014. 2015 em resposta ao vera£o especialmente quente de 2015. As calotas polares estãoausentes das imagens do ASTER tiradas em 14 de julho de 2020.
As calotas de gelo de St. Patrick Bay eram metade de um grupo de calotas de gelo pequenas no planalto de Hazen, que se formaram e provavelmente atingiram sua extensão máxima durante a Pequena Idade do Gelo, talvez vários séculos atrás. As calotas de Murray e Simmons, que compõem a segunda metade das calotas de Hazen Plateau, estãolocalizadas em uma altitude mais alta e, portanto, estãose saindo melhor, embora os cientistas prevejam que sua morte também seja iminente.
"Sabemos hámuito tempo que, a medida que a mudança climática ocorre, os efeitos sera£o especialmente pronunciados no artico", disse Serreze. "Mas a morte desses dois bonanãs que eu conhecia tão bem tornou a mudança climática muito pessoal. Tudo o que resta são algumas fotografias e muitas lembrana§as."