a closed tank of size 1.5 m 1.5 m in plain containg air at the top followed by oil and then by water each fluid has 1m height pr

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  In a very large closed tank, the absolute pressure of the air above the water is x 105 Pa. The water leaves the bottom of the tank through a nozzle that is directed straight upward. The opening of the nozzle is m below the surface of the water. (a) Find the speed at which the water leaves the nozzle. (b) Ignoring air resistance and viscous effects, determine the height (relative to

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  A tall barrel is closed on top except for a thin pipe extending up from the top. When the barrel is filled with water up to the base of the pipe ( deep) the water pressure on the bottom of the barrel is 15kPa . A tall barrel is closed on top except for a thin pipe extending 4.9

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  Figure shows a closed tank holding air and oil to which is connected a U tube mercury manometer and a pressure gage.Determine the reading of the pressure gage, in lbf/in.2 (gage). The densities of the oil and mercury are 55 and 845, respectively, each in lb/ft3.

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Point F: The change in elevation between point A & point F is 1.5 m with F higher than A. )∆PA−F=γoil×(−1.5 m )= (−1.5 =−13.2 kPa PF=PA+∆PA−F =0 kPa (gage) + ( 13.2) = 13.2 kPa Air Pressure: Since the air in the right hand side of the tank is exposed to the surface of the oil where P F=

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  The bottom pressuremust be the same whether we move downthrough the water or through the gasolineinto the third fluid: Fig. P2.133bottomp (9790 N/m )(1.5 m) (9790)(1.0) (9790)h 6670(2.5 h)= + = + −Solve for h Ans.= The closed tank in Fig. is at20°C. If the pressure at A is 95 kPaabsolute, determine p at B (absolute).

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A tank that is open to the atmosphere contains a layer of oil (ρ= 800 kg/m3) floating on a layer of water (ρ= 1000 kg/m3). Determine the pressure at elevations A, B, C,and D.NotethatBis midway between Aand C. Solution At a horizontal interface of two

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  The water leaves the bo0ttom of the tank through a nozzle that is directed straight upward. The opening of the nozzle is m below the surface of the water. (a)Find the speed at which the water leaves the nozzle. (b) Ignoring air resistance and viscous effects, determine the height to which the water rises.

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  A rectangular tank 6m long, 2m wide and 2m deep contains water to a depth of 1m. It is accelerated horizontally at 2.5 m/s2 in the direction of its length. Determine a) Slope of the free surface b) Maximum and minimum pressure intensities at bottom c) Total force due to water acting on each end of tank.

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