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Q2 (10 pts): Water flow through a Venturi meter as shown in the figure below. Determine...
Q2 (10 pts): Water flow through a Venturi meter as shown in the figure below. Determine the discharge coefficient of the Venturi meter if the discharge is determined to be 2.12 cfs. 12 in Flow 4 in Water 9 in Mercury
please provide a step by step solution and a Sketch and highlight answer! Q2 (10 pts): Water flow through a Venturi meter as shown in the figure below. Determine the discharge coefficient of the Venturi meter if the discharge is determined to be 2.12 cfs. 12 in Flow 4 in Water 9 in Mercury
(c) A venturi meter is mounted in a pipeline of diameter 150 mm, which is inclined at 30° from the horizontal. Water is flowing upwards through the pipeline. The throat diameter of the venturi meter is 90 mm. One static pressure tapping is located at the throat and another 0.3 m upstream in the pipeline. The pressure difference measured between the two tappings is 200 mm of mercury. The coefficient of discharge for the meter is 0.97. Determine the actual...
A vertical Venturi meter equipped with a differential U-tube manometer as shown in Figure , is used to measure the flow rate of liquid propane at 10°C (p = 514.7 kg/m3) flowing through a 'd1' mm diameter vertical pipe. For a discharge coefficient of 'cd', determine the actual volume flow rate of propane through the pipe with the given data. Pipe dia., d1 = Throat dia., d2 = Vertical dist., Y1 = Vertical dist., Y2 = Disch. Coeff., Cd =...
PROBLEM 2 = Water flows through a Venturi meter, as shown in Figure 1. The pressure of the water in the pipe supports columns of water that differ in height by L = 25 cm. The atmospheric pressure is Patm 101.3 kPa, the specific volume of water is v = 0.001 mº kg-1, and the acceleration of gravity is g = 9.81 ms-2. Patm = 101,3 kPa 8 = 9.8 m/s? L = 250 mm Water v = 0.001 m?/kg...
A venturi meter was installed in a pipe to measure the flow of the water inside. The inlet diameter of the venturi is 25.4mm and the throat diameter is 12.7mm. Determine the actual flow rate in gpm if the throat Reynolds number is 10^5. The density and viscosity of the fluid is 62.4 Ibm/ft^3 and 3.511kg/m-hr, respectively. The venturi coefficient of discharge is 0.95.( do include unit/s in your answer and use two decimal places)
A vertical venturi-meter is connected to a vertical pipe which carries water as shown in the figure. the diameters at the entrance and throat are 150 mm and 75 mm, respectively. The the mercury (specific gravity +13.6). U-tube mercury manometer connected to the entrance and throat of the meter . the height difference between the throat and entrance is 150mm.If the actual rate is 40 liters/s and the coefficient of discharge is 0.96, calculate (a) the pressure difference between entrance and...
VENTURI METER Problem 6 - 44 A vertical Venturi meter, 150 nm in diameter is connected to a 300-mm diameter pipe. The vertical distance from the inlet to the throat being 750 nm. If the deflection of mercury in the differential manometer connected from the inlet to the throat is 360 mm, determine the flow of water through the meter if the meter coefficient is 0.68. Determine also the head lost from the inlet to the throat 750 mm 360...
Kerosene with a specific gravity of 0.823 is flowing downward through the venturi meter shown in Figure 4 a) 100 mm inside diameter 50 mm inside diameter Mercury (SG 13.6) Figure 4: Venturi meter ) By using the Bemoulli and the continuity equations, show that the manometer deflection, h, in the Figure 4 is given by 15吸 31.05g (8 Marks) manometer deflection h is 700 mm, compute the volume flow rate of the
Venturi meter provided in a vertical pipeline carries oil of specific gravity 0.88 as shown in the Figure below. The diameter at the entrance and throat are 30 cm and 15 cm, respectively. A U-tube manometer filled with mercury of density 13600kg/m3 is connected to the entrance and throat of the meter . The height difference between the throat and entrance is 30cm. if the actual flow rate is 80 L/s and the coefficient of discharge of the meter is...