A pipeline 0.3 m in diameter divides at a Y into two branches of 200 mm and 150 mm in diameter. If the velocity in the main line is 3 m/s and the velocity is 2.5 m/s in the 200 mm branch, what is the flow rate in the 150 mm branch? O 0.212 m^3/s O 0.134 m^3/s O 0.0785 m^3/s O 0.652 m^3/s Activate Windows

A pipeline 0.3 m in diameter divides at a Y into two branches of 200 mm and 150 mm in diameter. If the velocity in the main line is 3 m/s and the velocity is 2.5 m/s in the 200 mm branch, what is the flow rate in the 150 mm branch? O 0.212 m^3/s O 0.134 m^3/s O 0.0785 m^3/s O 0.652 m^3/s Activate Windows

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

A fluid flow in 75mm diameter pipes at a rate of 0.002 m^3/sec. Determine whether the flow is laminar or turbulent Hydrogen (v = 1.28x10^-4 m^2/s) Air (v = 1.41x10^-5 m^2/s) Gasoline (v = 4.09x10^-7 m^2/s)
asap pls
The figure shown below is a series pipeline system used to draw a fluid from a lower source open tank to a higher destination open tank . The flow and geometric layout for the system are listed below: Fluid: water Volume flow rate: Q=0.015 m3/s Elevation difference: h=8.0m of two free surfaces Suction line: DN100 Sch. 40 Steel pipe Length: Ls=2.0 m Valve1: hinged disc type foot valve Entrance type: well-rounded Discharge line: DN80 Sch. 40 Steel pipe Length: Ld=100 m Valve2: full open gate valve Elbows: 90ο long radius elbow (1) Select the simplified general energy equations for section 1 and 2_________ A. B. C. D.
Q1/ Water flows in the pipe shown in Fig. No. (1) from point No. (1) to point No.(2) at flow rate of Q = 0.1414 (m³/s). If P¡ is 70 (Bar), P2 is 9.81 (Bar), f=0.02 and length of pipe from point No. (1) to point No.(2) is 15.67 (km). (1) Find the diameter of the pipe (2) Find flow velocity in the pipe. (3) Draw the H.G.L. of flow in the pipe. P2 =9.81 (Bar) p1 = 70 (Bar) 400 m Reference Line 30° Fig.(1)
A fluid moves in a steady flow manner between two sections in a flow line. At section 1: A1= 10ft^2, U1=100 fpm, v1= 4 ft^3/lbm. At section 2: A2= 2ft^2, p2= 0.20 lbm/ft^3, U2=120 fpm. Calculate (a) the mass flow rate, and the (b) change of mass stored in system ∆m.
2. A fluid moves in a steady flow manner between two sections in a flow line. At section 1: A_1 =2 ft^2; 9_1 = 100 fpm; V_1 = 4 ft^3/lb. At section 2: A_2=2 ft^2; p_2=0.20 lb/ft^3. Calculate the speed at section 2 in ft/min or fpm %3D
A pump has a flow rate of 0.5 m3/min. The pump head is 12 m. (a) Determine the pump head in m^2/s^2. Answer Check: 118 m^2/s^2 (b) Determine the pressure change across the pump. Answer Check: 118,000 Pa (1Pa = 1kg/m s^2) (c) Determine the work required for a 100% efficient pump. Answer Check: 980 W (d) Determine the work required for a 85% efficient pump. Answer Check: 1.15 kW
Based on the rotor shown below, estimate the mass flow rate through the rotor if the density of the fluid is 800 kg/m and the height of the blade is 0.15 m. V2 = 277 m/s az = 30° %3D U2 = 325 m/s W2 U 152 m/s V = 121 m/s R2 = 0.5 m a = 450
Calculate the flow rate (Q) of the following SAE 40 oil distribution system considering the characteristics described in the schematic.