Oil flows from a tank through 150 m of 150 mm pipe and then discharges into air as shown. If the head loss from pt. 1 to pt. 2 is 600 mm, determine the pressure needed at pt. 1 to cause 17 Liters/sec of oil to flow. El. 30 m Air, p El. 20 m Oil S = 0.84 a. 87.74 kPa b. 24.73 kPa c. 60.66 kPa d. 36.58 kPa 150m-150 mm Ø

Oil flows from a tank through 150 m of 150 mm pipe and then discharges into air as shown. If the head loss from pt. 1 to pt. 2 is 600 mm, determine the pressure needed at pt. 1 to cause 17 Liters/sec of oil to flow. El. 30 m Air, p El. 20 m Oil S = 0.84 a. 87.74 kPa b. 24.73 kPa c. 60.66 kPa d. 36.58 kPa 150m-150 mm Ø

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

Determine the pressure at point C in psi. Determine the pressure at point D in psi. Determine the flow rate in cfs. Determine the velocity at the pipe with 18 inches diameter in ft/s.
Water floes through a circular pipe with a constant radius of 8cm. The speed and pressure at point a is 6 m/s and 300000 Pa respectively.a.) what is the speed of fluid at point b?b.) what is the pressure at point b which is higher than point a for about 5cm?
topic: parallel pipes hydraulics
With a=4 b=1 c=1
Q-4 Define coeffecient of velocity, coefficient of discharge, coefficient of contraction. An oil of sp. gr. 0.8 is flowing through a venturimeter having inlet diameter 30 cm and throat diameter 15 cm and the oil- mercury differential manometer shown a reading of 25 cm. Calculate the discharge of oil through the horizontal venturimeter. Take C₁ = 0.98.
B4. An orifice meter with orifice area 1060 mm2 is inserted in a pipe of area 2120 mm2 .The pressure difference measured by a mercury oil differential manometer on the two sides of the orifice meter gives a reading of 55 cm of mercury. Find the rate of flow of oil of sp. gr. 0.85 when the co-efficient of discharge of the orifice meter =0 66 Head of water (in m) The discharge of water through pipe (in Litres/sec)
Fluid 5
English (United States) Oil at 80°C (p = 56.8 lbm/ft³ and μ = 0.00278 lbm/ft*s) is flowing steadily in a 0.5-in-diameter, 120-ft-long-pipe. During the flow, the pressure at the pipe inlet and exit is measured to be 120 psi and 14 psi, respectively. Determine the volumetric flow rate of oil through the pipe assuming the pipe is inclined 20° downward. Accessibility: Investigate X TO
Determine the discharge in pipes 1, pipe 2, pipe 3 and pipe 6 in the system shown if the total head loss from A to B is 100m and friction factor for all pipes is 0.02.