Vemos nos mapas abaixo, que houve um aumento de 1°C já no período entre os dias 09 e 13 de dezembro de 2012 tanto no Atlântico Sul, quanto na região de El Niño no litoral do Equador, Peru e norte do Chile.
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)
Acima a temperatura no litoral do Equador era de 20°C e passou para 21°C. No Atlântico Sul, região sul do Brasil, temperatura era de 22°C e passou para 23°C.
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)
Vejamos aqui, as implicações nisso:
Aquecimento no oceano pode trazer chuva
Nenhuma área do Atlântico Sul apresenta temperatura do mar tão acima da média como a área entre a costa de Buenos Aires e o litoral do Rio Grande do Sul, neste momento. São várias as conseqüências deste aquecimento. Primeiramente, o mar aquecido tende a favorecer mais chuva no Leste gaúcho, Região Sul e Região Sudeste. Além disso, o Atlântico quente atenua um pouco os efeitos da neutralidade no Pacífico que torna a chuva mais irregular no território gaúcho, com potenciais prejuízos para o campo, sobretudo a cultura de milho nesta época.
Também é conseqüência o aumento da
intensidade dos ciclones e sistemas de baixa pressão que se formam ao
redor do Rio da Prata. O Uruguai teve dois intensos em setembro e
outubro. No mar aquecido, favorece a presença de águas-vivas. Nos últimos dias,
na praia do Cassino, em Rio Grande, foi observada uma grande quantidade
de medusas (águas-vivas).
![](data:image/jpeg;base64,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)
Fonte:
http://www.correiodopovo.com.br/Noticias/?Noticia=475998
Acima a temperatura no litoral do Equador era de 20°C e passou para 21°C. No Atlântico Sul, região sul do Brasil, temperatura era de 22°C e passou para 23°C.
Vejamos aqui, as implicações nisso:
Aquecimento no oceano pode trazer chuva
Nenhuma área do Atlântico Sul apresenta temperatura do mar tão acima da média como a área entre a costa de Buenos Aires e o litoral do Rio Grande do Sul, neste momento. São várias as conseqüências deste aquecimento. Primeiramente, o mar aquecido tende a favorecer mais chuva no Leste gaúcho, Região Sul e Região Sudeste. Além disso, o Atlântico quente atenua um pouco os efeitos da neutralidade no Pacífico que torna a chuva mais irregular no território gaúcho, com potenciais prejuízos para o campo, sobretudo a cultura de milho nesta época.
Fonte:
http://www.correiodopovo.com.br/Noticias/?Noticia=475998
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