A cylinder-type tank filled with water is installed as follows. When draining the bottom of the tank with a pipe with a diameter of 5cm, the rate at which the water falls is v= route(2gh) where g is the gravity acceleration and h is the depth of the water in the tank at the outlet below the tank. The tank is 12 meters long and 0.6 meters in diameter. Assuming the tank is half full, how long does it take to drain?
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A cylinder-type tank filled with water is installed as follows. When draining the bottom of the...
A 10 cm jet of water issues from a 1 m diameter tank Assume that the...
A 10 cm jet of water issues from a 1 m diameter tank Assume that the velocity in the jet is /2gh m/s where h is the elevation of the water surface above the outlet jet. How long will it take for the water surface in the tank to drop from ho 2 m to h 0.50 m? Problem Definition Situation: Water draining by a 10 cm jet from 1 m diameter tank. Find: Time (in seconds) to drain from...
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Question 2 Water is draining from a pressurized tank as shown in the figure. The exit velocity is given by Ve=(2p/p+2gh)1/2 where p is the pressure in the tank, p is the water density, and h is the elevation of the water surface above the outlet. Constant pressure supply Control surface Exit e The depth of the water in the tank is 1.7 m. The tank has a cross-sectional area of 1.8 m2, and the exit area of the pipe...
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