We have the situation as in the figure. Water is poured into the container of cylindrical shape. The inflow Q is constant. It is assumed that the cross-section area of the container is much bigger than the area of the hole in the bottom of container. The water level in container is stabilized at the height H. The water is leaking out of the container through small hole in the bottom with diameter d. It is measured that during timet volume V leaks from the container. Find an expression for the outflow coefficient p as a function of given parameters. ed V, t Given parameters: D, d, H, V, t, g (gravity acceleration) Find out: p=?

We have the situation as in the figure. Water is poured into the container of cylindrical shape. The inflow Q is constant. It is assumed that the cross-section area of the container is much bigger than the area of the hole in the bottom of container. The water level in container is stabilized at the height H. The water is leaking out of the container through small hole in the bottom with diameter d. It is measured that during timet volume V leaks from the container. Find an expression for the outflow coefficient p as a function of given parameters. ed V, t Given parameters: D, d, H, V, t, g (gravity acceleration) Find out: p=?