Q2: Tank filled with liquid at a height (ho). The tank's base is connected to a valve. If the valve is opened, derive the relationship between the height variation and the time? given that the flow...

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Q2: Tank filled with liquid at a height (ho). The tank's base is connected to a valve. If<br>the valve is opened, derive the relationship between the height variation and the<br>time? given that the flow through the valve is laminar<br>q1<br>R<br>q2<br>ho<br>

Extracted text: Q2: Tank filled with liquid at a height (ho). The tank's base is connected to a valve. If the valve is opened, derive the relationship between the height variation and the time? given that the flow through the valve is laminar q1 R q2 ho

Jun 08, 2022

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Q2: Tank filled with liquid at a height (ho). The tank's base is connected to a valve. If the valve is opened, derive the relationship between the height variation and the time? given that the flow...

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