Como já vimos anteriormente, as temperturas do oceano Atlântico Sul continuam a subir rapidamente. No dia de Natal, na região Sudeste e Sul, estava com 26°C.
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)
Agora, hoje 28.12.2012 subiu mais 1°C, ficando em 27°C conforme se vê no mapa abaixo.
Sabemos que isso tem severas implicações no Clima do Brasil, principalmente na parte litorânea. Com o aumento da temperatura, aumenta a evaporação. Com umidade mais alta, aumentam os temporais. E lembro ainda, que se continuar assim, há riscos de ciclones fortes para o final do Verão.
Aqui imagem do Furacão Catarina em março de 2004, quando também as temperaturas do oceano Atlântico Sul estavam em 26 e 27°C.
Como qualquer chuvinha, o furacão se forma a partir da evaporação de água para a atmosfera. Óbvio que o furacão não é uma chuvinha qualquer: é uma megatempestade, com torós que podem durar uma semana e ventos que ultrapassam os 200 km/h. A evaporação de água também ocorre em grandes proporções, numa área de centenas de quilômetros, e em condições especiais: no meio dos oceanos, em regiões de águas muito quentes e ventos calmos. Por isso, os furacões são fenômenos tipicamente tropicais. No Brasil, os cientistas achavam que era impossível ocorrer algum furacão - as águas do Atlântico Sul têm temperatura inferior aos 27 ºC necessários para gerar o fenômeno. Mas muitos pesquisadores mudaram de opinião em março de 2004, quando a tempestade Catarina atingiu o sul do país. "Naquela época, a temperatura da água estava acima do normal, permitindo a formação do primeiro furacão brasileiro. E a estrutura do Catarina era idêntica à de um furacão", diz o meteorologista Augusto José Pereira Filho, da Universidade de São Paulo (USP). Também vale a pena esclarecer uma dúvida comum: qual a diferença entre furacão, ciclone, tufão e tornado? Furacão, ciclone e tufão são nomes diferentes para o mesmo fenômeno: na Índia e Austrália, as tempestades oceânicas são chamadas de ciclones. No Japão e na Indonésia, tufões. E na América, a denominação mais comum é furacão. Já os tornados são outra coisa. Eles se formam no continente e são muito menores - têm entre 100 e 600 metros de diâmetro - duram alguns minutos e são bem mais destruidores: seus ventos podem ultrapassar 500 km/h.
Fonte:
http://mundoestranho.abril.com.br/materia/como-se-forma-um-furacao
Agora, hoje 28.12.2012 subiu mais 1°C, ficando em 27°C conforme se vê no mapa abaixo.
Sabemos que isso tem severas implicações no Clima do Brasil, principalmente na parte litorânea. Com o aumento da temperatura, aumenta a evaporação. Com umidade mais alta, aumentam os temporais. E lembro ainda, que se continuar assim, há riscos de ciclones fortes para o final do Verão.
Aqui imagem do Furacão Catarina em março de 2004, quando também as temperaturas do oceano Atlântico Sul estavam em 26 e 27°C.
Como qualquer chuvinha, o furacão se forma a partir da evaporação de água para a atmosfera. Óbvio que o furacão não é uma chuvinha qualquer: é uma megatempestade, com torós que podem durar uma semana e ventos que ultrapassam os 200 km/h. A evaporação de água também ocorre em grandes proporções, numa área de centenas de quilômetros, e em condições especiais: no meio dos oceanos, em regiões de águas muito quentes e ventos calmos. Por isso, os furacões são fenômenos tipicamente tropicais. No Brasil, os cientistas achavam que era impossível ocorrer algum furacão - as águas do Atlântico Sul têm temperatura inferior aos 27 ºC necessários para gerar o fenômeno. Mas muitos pesquisadores mudaram de opinião em março de 2004, quando a tempestade Catarina atingiu o sul do país. "Naquela época, a temperatura da água estava acima do normal, permitindo a formação do primeiro furacão brasileiro. E a estrutura do Catarina era idêntica à de um furacão", diz o meteorologista Augusto José Pereira Filho, da Universidade de São Paulo (USP). Também vale a pena esclarecer uma dúvida comum: qual a diferença entre furacão, ciclone, tufão e tornado? Furacão, ciclone e tufão são nomes diferentes para o mesmo fenômeno: na Índia e Austrália, as tempestades oceânicas são chamadas de ciclones. No Japão e na Indonésia, tufões. E na América, a denominação mais comum é furacão. Já os tornados são outra coisa. Eles se formam no continente e são muito menores - têm entre 100 e 600 metros de diâmetro - duram alguns minutos e são bem mais destruidores: seus ventos podem ultrapassar 500 km/h.
Fonte:
http://mundoestranho.abril.com.br/materia/como-se-forma-um-furacao
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