O plano do equador forma com o da órbita da Terra um ângulo ...
Próximas questões
Com base no mesmo assunto
Ano: 2019
Banca:
NUCEPE
Órgão:
Prefeitura de Teresina - PI
Prova:
NUCEPE - 2019 - Prefeitura de Teresina - PI - Professor de 2º Ciclo (6º ao 9º ano) - Geografia |
Q1729008
Geografia
O plano do equador forma com o da órbita da Terra um ângulo de, aproximadamente, 23°27’. Isso significa
que o eixo da Terra tem a mesma inclinação com respeito à vertical do plano da eclíptica, o que provoca
efeitos extremamente importantes. ![Imagem associada para resolução da questão](data:image/png;base64,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)
Para que se possa visualizar melhor tais efeitos é necessário que se entenda como varia a declinação do Sol ao longo do ano. Com esse objetivo, considere-se um observador hipoteticamente instalado no centro da Terra. Por causa do movimento de rotação, esse observador veria o sol mover-se em redor da Terra, deslocando-se de leste para oeste. Veria, ainda, que a posição do sol, a uma mesma hora, mudaria de um dia para outro, ou seja: que sua declinação variaria com o tempo.
(VAREJÃO-SILVA, M. A. Meteorologia e Climatologia. Versão digital. Recife-PE, 2006. – Adaptado)
Uma consequência da inclinação do eixo da Terra diz respeito
Para que se possa visualizar melhor tais efeitos é necessário que se entenda como varia a declinação do Sol ao longo do ano. Com esse objetivo, considere-se um observador hipoteticamente instalado no centro da Terra. Por causa do movimento de rotação, esse observador veria o sol mover-se em redor da Terra, deslocando-se de leste para oeste. Veria, ainda, que a posição do sol, a uma mesma hora, mudaria de um dia para outro, ou seja: que sua declinação variaria com o tempo.
(VAREJÃO-SILVA, M. A. Meteorologia e Climatologia. Versão digital. Recife-PE, 2006. – Adaptado)
Uma consequência da inclinação do eixo da Terra diz respeito