A storage tank contains ethanol (density 8.1×102kg/m3). The tank is 4.0 m in radius, the short pipe at the bottom of the tank is 1.0 cm in radius, and the height of ethanol in the tank is 3.2 m. The volume flow rate of ethanol from the short pipe is 4.4×10−3m3/s. What is the gauge pressure of the air inside the tank in the space above the ethanol?
A storage tank contains ethanol (density 8.1×102kg/m3). The tank is 4.0 m in radius, the short...
A cylindrical water-storage tank has a height of 8.1 m and a radius of 6.4 m. The storage tank tank is 30 m off the ground. A 12 cm diameter pipe runs vertically down from the tank and goes 1.9 m underground before turning horizontal. The water flow in the horizontal pipe is 77 L/s. full of water but is vented to the atmosphere. The bottom of the EXAMPLE оТES IMAGES DISCUSS UNITS STATS HELP Answer Description Chk History rt...
(b) A storage tank contains two immiscible liquids layered one on the top of the other The lighter fluid density is 900 kg/m3, while the denser fluid density is 1100 kg/m3. The height of the denser layer is 1.0 m, the height of the lighter layer is 0.5m and the diameter of the tank is 1.3m Find the expression for the variation of gauge pressure with depth, below the interface between the two liquids and calculate the gauge pressure at...
Question 1: (30 points) In the below figure, oil is stored in a storage tank which is equipped with a gauge at the bottom. The air pressure above the surface of the oil is 180 kPa absolute. The density of oil is 881 kg/m². As shown, the gauge reads 5 bar of pressure at the bottom of the tank. Calculate the height of the oil inside the tank? Heighth Oil Given: g = 9.81 m/s2
QUESTION5 A cylinder-shaped water storage tank contains 407 m3 of space. If its height is 6.00 m, what is its radius? See figure below. h6.00
4 A cylindrical water-storage tank has a height of 7.7 m and a radius of 6.3 m. The storage tank is full of water but is vented to the atmosphere. The bottom of the tank is 32 m off the ground. A 11 cm diameter pipe runs vertically down from the tank and goes 1.8 m underground before turning horizontal. The water flow in the horizontal pipe is 72 L/s. MPLE I NOIES | IMAGES İ Discuss | | uNITS...
A pipe leads from a storage tank on the roof of a building to the ground floor. The absolute pressure of the water in the storage tank where it connects to the pipe is 3.0×105Pa, the pipe has a radius of 1.0 cm where it connects to the storage tank, and the speed of flow in this pipe is 1.6 m/s. The pipe on the ground floor has a radius of 0.50 cm and is 9.0 m below the storage...
Oil (density = 910Kg/m3 and viscosity 3.1 x10-3 Pa-s) is pumped from an open tank to a pressurized tank held at 400KPa gauge. The oil is pumped from an inlet at the side of the open tank through a line of commercial steel pipe (inside diameter 0.8m) at a rate of 5x10-3 m3/s. The length of the straight pipe is 150 m, and the pipe contains 4 (90-degree) elbows and two globe valve half open. The level of the liquid...
4. A tank is filled with incompressible oil to a depth of (h) 6.43 m open tank The tank is being drained via a horizontal pipe that is attached at a height of (h2) 0.789 m above the tank bottom. Oil is flowing out of the tank into the pipe at a rate of 2.34 x 10 m'/s, but the tank is so large that the descent speed of the oil level at the top is negligible (0) The gauge...
show all work will thumbs up 5, A certain tank has a circular bottom area A 25 m2. It is drained by a pipe whose linear resistance is R = The tank contains water whose mass density is 1000 kg/m 120 m.s a) How long will it take for the tank to empty if the water height was initially 16 m? b) Suppose we dump water into the tank at a rate of 0.1 m3/s. If the tank is initially...
The absolute pressure at the bottom of a liquid store tank that is vented to the atmosphere is given by: Pabs,bottom = ρgh + Poutside Where: Pabs,bottom = the absolute pressure at the bottom of the storage tank (Pa)ρ = liquid density (kg/m3)g = acceleration due to gravity (m/s2)h = height of the liquid (m)Poutside = outside atmospheric pressure (Pa) Find Pabs,bottom in SI units if ρ = 1000 kg/m3, g = 32.2 ft/s2, h = 7 yd, and Poutside = 1 atm• Here are some tips to help you get started:o Remember your comment section and variable definitions o Use...