[Ans.:Flow In Serial PipesPipeNo.LDAVKRefΔΡ(fi)(in)(ft')(ft/s)(-)x IE-6(-)(psi)GPM1005.000.1363.2750.002000.1210.01770 3.900.01733 5.332804.500.1104.055.1245.00 20065.00 20055.000.1350.1520.173 0.01648 18.490.202 0.01598 11.510.0870.0673704.000.01693 12.0341203.506.6520059015.00 2003.000.0499.09Data For The Equivalent Pipe Representing The Compound Piping SystemL (ft)ΔΡ(psi)D (in)A (ft')V (f/s)K(-)V (GPM) 1 (ft"')491.483.060.0835.37233.02 200.005159.0651.3]. 49. Water flows at a rate of 200 GPM into a piping system connected in series.Length, diameter, and loss coefficient of each pipe are given below. For p= 62.4Ibm/ft and u = 0.7E–3 lbm ft/s find total pressure drop and the diameter of anequivalent pipe representing this system.C) Fluid Power Theory an..IndPitEnIlIb. Fluid Mechanics: Incompressible Viscous Flow392PipeDKNo.(ft)100.00(in)5.00(-)50.001280.004.5045.00370.004.0065.004120.003.5055.00590.003.0015.00

Given:To find:(a) Total pressure drop.(b) Diameter of the equivalent pipe.

49. Water flows at a rate of 200 GPM into a piping system connected in series. Length, diameter, and loss coefficient of each pipe are given below. For p= 62.4 Ibm/ft² and u = 0.7E-3 lbm ft/s find total pressure drop and the diameter of an equivalent pipe representing this system.

49. Water flows at a rate of 200 GPM into a piping system connected in series. Length, diameter, and loss coefficient of each pipe are given below. For p= 62.4 Ibm/ft² and u = 0.7E-3 lbm ft/s find total pressure drop and the diameter of an equivalent pipe representing this system.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

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Fluid Dynamics

The study of the flow of gases and liquids, usually in and around solid surfaces, is known as fluid dynamics in physics and engineering. Fluid dynamics, for example, can be used to evaluate the movement of air through an airplane wing or the surface of a vehicle. It can also be used in ship design to increase the speed at which ships pass through water.

Question

[Ans.:
Flow In Serial Pipes
Pipe
No.
L
D
A
V
K
Re
f
ΔΡ
(fi)
(in)
(ft')
(ft/s)
(-)
x IE-6
(-)
(psi)
GPM
100
5.00
0.136
3.27
50.00
200
0.121
0.01770 3.90
0.01733 5.33
2
80
4.50
0.110
4.05
5.12
45.00 200
65.00 200
55.00
0.135
0.152
0.173 0.01648 18.49
0.202 0.01598 11.51
0.087
0.067
3
70
4.00
0.01693 12.03
4
120
3.50
6.65
200
5
90
15.00 200
3.00
0.049
9.09
Data For The Equivalent Pipe Representing The Compound Piping System
L (ft)
ΔΡ(psi)
D (in)
A (ft')
V (f/s)
K(-)
V (GPM) 1 (ft"')
491.48
3.06
0.083
5.37
233.02 200.00
5159.06
51.3].

49. Water flows at a rate of 200 GPM into a piping system connected in series.
Length, diameter, and loss coefficient of each pipe are given below. For p= 62.4
Ibm/ft and u = 0.7E–3 lbm ft/s find total pressure drop and the diameter of an
equivalent pipe representing this system.
C) Fluid Power Theory an..
IndPitEn
IlIb. Fluid Mechanics: Incompressible Viscous Flow
392
Pipe
D
K
No.
(ft)
100.00
(in)
5.00
(-)
50.00
1
2
80.00
4.50
45.00
3
70.00
4.00
65.00
4
120.00
3.50
55.00
5
90.00
3.00
15.00

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