a. Find Q in [cfs] b. Draw the EGL and HGL for the system. Be precise when drawing so your graphs represent relevant aspects of the system, and label points of change. Assume a friction factor f= 0.02; Kentry = 0.5, kexit = 1.0 and that the pump is placed 100 ft down the line when measured from reservoir A, i.e, Axpump = 100 ft
a. Find Q in [cfs] b. Draw the EGL and HGL for the system. Be precise when drawing so your graphs represent relevant aspects of the system, and label points of change. Assume a friction factor f= 0.02; Kentry = 0.5, kexit = 1.0 and that the pump is placed 100 ft down the line when measured from reservoir A, i.e, Axpump = 100 ft
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
![Water flows from Reservoir A to Reservoir B elevations: Elevation A = 120 ft and Elevation B = 100 ft.
Flow is supported by a pump placed right after Reservoir A Pipe length = 12800 ft.
Pipe diameter = 2ft,
Hazen Williams Coefficient, C_HW = 100.
Minor losses are accumulated using the following formula:
hL minor = 0.001Q² [Q in feet ^3/s]
Friction is computed: hL friction = K*Q1.85
where K is the pipe number = -
Pump Characteristics are:
Q[cfs]
0
10
20
25
30
35
H_p[ft]
300
273.0
225.5
187.5
138.0
79.5
a. Find Q in [cfs]
b.
(4.73* Pipe Length)
(Pipe diamenter 4.87*C_HW1.85)
Draw the EGL and HGL for the system. Be precise when drawing so your graphs represent
relevant aspects of the system, and label points of change. Assume a friction factor f= 0.02;
Kentry = 0.5, kexit 1.0 and that the pump is placed 100 ft down the line when measured
from reservoir A, i.e, Axpump
100 ft
=
=](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F75f6ecc6-a04f-4610-93dd-be332eb0ef95%2F92b37b81-dd01-4571-a92a-56f959cea041%2Fdejp4m_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Water flows from Reservoir A to Reservoir B elevations: Elevation A = 120 ft and Elevation B = 100 ft.
Flow is supported by a pump placed right after Reservoir A Pipe length = 12800 ft.
Pipe diameter = 2ft,
Hazen Williams Coefficient, C_HW = 100.
Minor losses are accumulated using the following formula:
hL minor = 0.001Q² [Q in feet ^3/s]
Friction is computed: hL friction = K*Q1.85
where K is the pipe number = -
Pump Characteristics are:
Q[cfs]
0
10
20
25
30
35
H_p[ft]
300
273.0
225.5
187.5
138.0
79.5
a. Find Q in [cfs]
b.
(4.73* Pipe Length)
(Pipe diamenter 4.87*C_HW1.85)
Draw the EGL and HGL for the system. Be precise when drawing so your graphs represent
relevant aspects of the system, and label points of change. Assume a friction factor f= 0.02;
Kentry = 0.5, kexit 1.0 and that the pump is placed 100 ft down the line when measured
from reservoir A, i.e, Axpump
100 ft
=
=
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