De acordo com as informações fornecidas, esse aerogerador po...
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Q583170
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![](https://s3.amazonaws.com/qcon-assets-production/images/provas/45901/5ae1d831cf592263cbf7.png)
A escolha do local para instalação de parques eólicos depende, dentre outros fatores, da velocidade média dos ventos que sopram na região. Examine este mapa das diferentes velocidades médias de ventos no Brasil e, em seguida, o gráfico da potência fornecida por um aerogerador em função da velocidade do vento.
![](https://s3.amazonaws.com/qcon-assets-production/images/provas/45901/5ae1d831cf592263cbf7.png)
De acordo com as informações fornecidas, esse aerogerador poderia produzir, em um ano, 8,8 GWh de energia, se fosse instalado no
De acordo com o enunciado, tem-se:
energia a ser produzida: 8,8 GWh
potência x tempo = energia
potência x 8800 horas = 8,8 . 109 Wh
potência = 8,8 . 109 / 8800
potência = 106 W
Utilizando o gráfico, verifica-se que para uma potência 106 W ou 1000 kW são necessários ventos com velocidade superior à 8,5m/s ( fato comprovado interpolando o intervalo de 6 à 11).
![](data:image/png;base64,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)
Finalizando, de acordo com o mapa, regiões com ventos que possuem velocidades maiores que 8,5 m/s estão no nordeste do Amapá.
Resposta B)
energia a ser produzida: 8,8 GWh
potência x tempo = energia
potência x 8800 horas = 8,8 . 109 Wh
potência = 8,8 . 109 / 8800
potência = 106 W
Utilizando o gráfico, verifica-se que para uma potência 106 W ou 1000 kW são necessários ventos com velocidade superior à 8,5m/s ( fato comprovado interpolando o intervalo de 6 à 11).
Finalizando, de acordo com o mapa, regiões com ventos que possuem velocidades maiores que 8,5 m/s estão no nordeste do Amapá.
Resposta B)