Considere o reservatório de abastecimento de água ilustrado ...
Próximas questões
Com base no mesmo assunto
Ano: 2016
Banca:
INSTITUTO AOCP
Órgão:
CASAN-SC
Prova:
INSTITUTO AOCP - 2016 - CASAN - Técnico de Eletrônica |
Q1718635
Engenharia Hidráulica
Considere o reservatório de abastecimento de água ilustrado na figura a seguir, onde se tem uma
alimentação constante de água e um escoamento livre em sua parte mais profunda. Conforme o
gráfico ilustrado, tem-se que, a partir de um instante de tempo t = t2
, houve um aumento súbito na
vazão de entrada, mantendo-se tal incremento constante após certo tempo, e um escoamento livre
em sua parte mais profunda. Tendo como saída do sistema a altura (nível) de água no reservatório, é
correto afirmar que ![Imagem associada para resolução da questão](data:image/png;base64,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)