What is the volume of oil in L?
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Q: If a container with a volume of 1885 cubic inches can be filled with 27 kg of oil, determine the…
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A horizontal cylindrical tank has an inside diameter of 5 ft and an inside length of 18 ft and supplies bunker fuel to a power plant. Oil level was at first 45 inches below the top of the tank. What is the volume of oil in L?
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- A horizontal cylindrical tank has an inside diameter of 5 ft. and an inside length of 18 ft.Oil level was at first 45 inches below the top of the tank.What is the volume of oil in the tank after one week if the oil level rose 32.6 inches in litersA container holds two layers of different liquids, one fluid having a specific gravity of 1.1 is 30cm deep and the other fluid having a specific gravity of 1.6 is 40cm deep. A solid cubical metal having an edge dimension of 18cm and specific gravity of 6.5 is submerged such a manner that half of the cube is on the top layer and the other half in the bottom layer of fluids with the square base of the cube horizontal. Help me compute the weight WCUBE of the cubical metal in newtons, compute the buoyant force BFCUBE in newtons acting on the metal object, and compute the tension T in newtons in the wire holding the cube to maintain its position. please draw a figureA horizontal cylindrical tank has an inside diameter of 5 ft and an inside length of 18 ft and supplies bunker fuel to a power plant. Oil level was at first 45 inches below the top of the tank. Determine the (a) What is the volume of oil in L ; (b) the new volume of oil in the tank in ft^3 after one week if the oil level rose 36.2 inches?
- A trapezoidal oil tank has the following dimensions: B1 = 8 3/4", B2 = 15 1/2", the height is 65/8" and it is 10 7/8" long. How many gallons of oil will it hold? (231 cu. in. = 1 gallon)Problem 4: Laminar or Turbulent? Oil (s = 0.85 and v= 1.8x105 m²/s) flows through a 100 mm diameter pipe at 0.5 L/s. Part A Calculate the Reynolds number. Part B Is the flow laminar or turbulent, and why?Determine the volume of the storage tank.
- A hydraulic jack contains 2.0 litres of oil as the working fluid. The compressibility of the oil is 1.98 x 1010/ Pa. Given that, compressibility of a liquid bulk modulusof the liquid Calculate the absolute decrease in the volume of the oil when it is under a constant pressure of 1.50 x 10" N/m².2. What volume flow rate in gallons per minute of oil (sg = 0.80) is in the system?Problem II. A proposed elevated tank for a certain community has a diameter of 72 inches and a height of 120 inches. It is to draw water by a pump from an aquifer down below the ground. Two steel hoops, 24.4 in? in cross section, are installed around the tank, one at the bottom and one at the top, to prevent the bursting of the tank by the water pressure inside. (Use unit weight of water, ywater = 62.4 lb/ft³) a) Compute the internal stress at the bottom of the tank (in psf). b) Determine the tensile stress at the top (in psi). c) Determine the tensile stress at the bottom (in psi).
- An open cylindrical tank 4 ft in diameter and 6 ft deep is filled with water up to its rim and rotated about its axis at 60 rpm. (a) What is the height, h, of the paraboloid formed? Express the answer in ft. (b) How much water remained in the tank? Express the answer in ft'. (c) How much water is spilled? Express the answer in ft?.A horizontal cylindrical tank has an inside diameter of 5 ft and an inside length of 18 ft and supplies bunker fuel to a power plant. The oil level was at first 45 inches below the top of the tank. What is the volume of oil in L? What is the new volume of oil in the tank in ft^3 after one week if the oil level rose 36.2 inches?Oil with a specific weight of 8.64 KN/m²flow from A to B through the system shown in the figure below. Calculate the volume flow rate of the oil in m'/s. Show all the steps & relevant equations. Hint: additional info in "Appendix F: dimensions of Steel Pipes" at the back of your prescribed textbook. (In the figure oil is light grey; water is dark grey) 2-in Schedule 40 pipe 75 cm Flow 4-in Schedule 40 pipe 20 cm Water 25 cm