If the flow rate is 50 liters per second, what is the head loss in meters per kilometer on a 150 mm diameter pipeline with a coefficient of friction f = 0.025?
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- If the flow rate is 50 LPS, what is the head loss in meters per kilometer on a 150 mm diameter pipeline with a coefficient of friction f = 0.025?Calculate the head loss of a pipeline with a discharge of 2100 m3/hr flowing through a pipe 450mm in diameter and 95m in length. use C = 120Determine the head loss per kilometer required to maintain a 3 m/s of fluid velocity in a 20 mmdiameter pipe if flow is laminar. Given that kinematic viscosity is 4 x 10-5 m2/s.
- A 200 mmФ pipeline whose length and friction factor (f) are 2.5 km and 0.018 respectively connects two tanks A and B. Assuming minor loss to be 10% of friction loss, and reservoir A 15 m higher than B, find the rate of flow * a. 0.03426 m³/s b. 0.05426 m³/s c. 0.04426 m³/s d. 0.06426 m³/sWith a friction factor = 0.017, what diameter for a pipeline to carry 1200 m3/hr with a head of 2.5m per kilometer.A 150mm x 50mm venturi meter set up is installed in a vertical pipeline.Determine the flow if the meter coefficient of the device is 0.97.
- A 150mm x 50mm venturi meter set up is installed in a vertical pipeline. Determine the flow if the meter coefficient of the device is 0.97.What will be the discharge of a closed conduit 1 m in diameter if it is ¼ full and the velocity of flow in the conduit is 10 m/s?A discharge of 600 liters/sec flows through a pipe having a diameter of 400 mm., length of 40 m. long. A. Compute the head loss of the pipeline using Darcy Weisback formula with f = 0.012. B. Compute the head loss of the pipeline using Mannings Equation with n = 0.013.
- The head loss in a 759mm by 1400mm pipe conveying water is estimated to be 0.03m for every meter of length . If the said pipe is completely full of water and its friction factor f= 0.031, what should be the discharge Q?A hydraulic jump occurs in a triangular channel having a side slope of 1H:1V, The flow rate is 0.59 m3/s and the depth before the jump is 0.39m. Compute the height of the jump Choices 1.64 0.64 1.46 0.46 Note please base your answer on the given choices thanksA flow meter in the return line to a hydraulic reservoir reads 18 gal/min. How large would the suction line have to be to limit the velocity to 3 ft/sec?