Asked by melisa
An open-topped tank completely filled with water has a release valve near its bottom. The valve is 1.63 m below the water surface. Water is released from the valve to power a turbine, which generates electricity. The area of the top of the tank, AT, is a = 12.3 times the cross-sectional area, AV, of the valve opening.
a) Calculate the speed of the water as it exits the valve. Neglect friction and viscosity
b) In addition, calculate the speed of a drop of water released from rest at h = 1.63 m when it reaches the elevation of the valve.
a) Calculate the speed of the water as it exits the valve. Neglect friction and viscosity
b) In addition, calculate the speed of a drop of water released from rest at h = 1.63 m when it reaches the elevation of the valve.
Answers
Answered by
Long
b= sqrt(2gh)
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