02. Gasoline at 20°C is pumped through a smooth 12-cm diameter pipe 10km long, at a flow rate of 75m /h (330 gal/min). The inlet is fed by a pump at an absolute pressure of 24atm. The exit is at standard atmospheric pressure and is 150m higher. Estimate the frictional head loss h, and compare it to the head of the flow V2/(2g).

02. Gasoline at 20°C is pumped through a smooth 12-cm diameter pipe 10km long, at a flow rate of 75m /h (330 gal/min). The inlet is fed by a pump at an absolute pressure of 24atm. The exit is at standard atmospheric pressure and is 150m higher. Estimate the frictional head loss h, and compare it to the head of the flow V2/(2g).

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Assume that 57 L/s of oil SG = 0.86 is pumped through a 300 mmdiameter pipeline of cast iron. If each pump produces 685 kPa,how far apart can they be placed in kilometers? (Assume f=0.031)
5
An oil of specific gravity 0.77 and viscosity 0.05 poise is flowing through a pipe of diameter240mm at a rate of 50 liters/s. Find the headloss due to friction for a 1000 m length of pipe. Also find the power required to maintain thisflow. Explain with clear writing and units and diagram Also if you use tables and equation mention it with explanation
Answer is 17.4N horizontally and 17.8N vertically.Please show steps in detail.
Q27
Water (3 m/s, 1 cp, 900 kg/m3) flows inside a rectangular duct of sides 3 cm and 2 cm. Calculate the Reynolds Number.
A pump delivering water at a temperature of 400 F (204.4 C) and a rate of 12,000 GPM (757 lit/s) to a pressurized vessel at 1000 psia. The discharge piping is 135 ft (41.15 m) long schedule 40 stainless steel, and nominal pipe size of 20 in (7.874 cm). Find the total dynamic discharge head.
Gasoline ( v= 4.06 E-7m^2/s) flows at 0.9L/s through a 100mm diameter pipe. Describe the type of flow.
Oil with a kinematic viscosity of 6 x 104 m2/s flows in a 0.9 m straight pipe at a rate of 0.05 m³/s. If the pipe length 100 m, Water density 1000 kg/m, Soll= 0.85, Find: Reynolds number. Darey friction factor, t. Head loss in the pipe, h (m).
B1. A crude oil of specific gravity 0.75 is flowing through a pipe of diameter 275 mm and the frictional head loss of 5 m of crude oil between the two ends of a pipe which are 525 m apart. Calculate the Reynold's Number, discharge of crude oil in the pipe. Take co - efficient of friction as 0.007 and kinematic viscosity as 10 stokes. (Enter only the values by referring the unit given. Also upload the hand written answers in the link provided) The velocity of flow of oil in the pipe is (m/s) The Reynold's Number for the flow is Discharge of crude oil through pipe (in m3/s) is
Last two