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ENCN242-25S2 - Fluid Mechanics and Hydrology
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Ignoring frictional losses, what quantities will be conserved between the inlet at (1) and the outlet at (2)?
The flow rate at inlet (1) and outlet (2) is 2 m3/s and the pipe area is 0.5 m2 in both locations.If the angle a is 30o and the density of the fluid is 1000 kg/m3, calculate the force on the fluid in the x direction (in Newtons).
The pipe area at the inlet (1) is 1 m2 and the velocity is 0.2 m/s.If the area at the outlet (2) is 0.4 m2, calculate the velocity in m/s.
Ignoring frictional losses, what quantities will be conserved between the inlet at (1) and the outlet at (2)?
The flow rate at inlet (1) and outlet (2) is 2 m3/s and the pipe area is 0.5 m2 in both locations.If the angle a is 30o and the density of the fluid is 1000 kg/m3, calculate the force on the fluid in the x direction (in Newtons).
The pipe area at the inlet (1) is 1 m2 and the velocity is 0.2 m/s.If the area at the outlet (2) is 0.4 m2, calculate the velocity in m/s.
Is there anything that was unclear in the lecture notes that you want clarified in the summary lecture?
Ignoring frictional losses, what quantities will be conserved between the inlet at (1) and the outlet at (2)?
I knock a glass off my desk. The fluid in the glass initially has zero velocity and atmospheric pressure.After falling 1 m the fluid is about to hit the ground and is still at atmospheric pressure.Use the energy equation to calculate the velocity of the fluid after it's fallen 1 m (in m/s).
The flow rate at inlet (1) and outlet (2) is 2 m3/s and the pipe area is 0.5 m2 in both locations.If the angle a is 30o and the density of the fluid is 1000 kg/m3, calculate the force on the fluid in the x direction (in Newtons).