MET330_Unit 2 Review Assignment 2.2_
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MET330 Applied Fluid Mechanics
Instructor: Francie Baker Week 2 Review Assignment - 1
I pledge to support the Honor System of ECPI. I will refrain from any form of academic
dishonesty or deception, such as cheating or plagiarism. I am aware that as a member of the
academic community, it is my responsibility to turn in all suspected violators of the honor code. I understand that any failure on my part to support the Honor System will be turned over to a
Judicial Review Board for determination. I will report to the Judicial Review Board hearing if
summoned.
Review Assignment Problems
NOTE: Handwritten work is not acceptable. All work must be typed and submitted on a Word Document.
a.
Identify and list
all variables from the problem.
Page 1
b.
W
rite the equation(s) you will use that are found in the textbook
. Do not use any other equations.
c.
S
ubstitute your variables into the equation. YOU MUST INCLUDE UNITS IN ALL PLACES OF YOUR EQUATIONS. (
m
2
,
N
m
3
,
m
s
2
,kg, psi ,etc
)
d.
You must show all of your work, even “simple” calculations
.
During
your calculations, please use 3 decimal places or 3 significant decimal places. This does not apply to financial cost calculations.
e.
Clearly identify your answer with correct units
.
CORRECT METHOD:
p
=
γ
liquid
g
=
2000
N
m
2
9.81
m
s
2
=
203.874
kg
m
3
p
=
γ
liquid
g
=
2000
N
m
3
9.81
m
s
2
=
203.874
kg
m
3
INCORRECT METHOD:
p2 = (W * a)/g + p1 = a^2 - Ap – μ = 0
6.30. Oil for a hydraulic system (sg = 0.90) is flowing at 2.35 × 10−3 m3/s. Calculate the weight flow rate and mass flow rate.
Page 2
Known values:
Governing equations:
Calculations:
6.39. When 2000 L/min of water flows through a circular section with an inside
diameter of 300mm that later reduces to a 150mm diameter, calculate the average velocity of flow in each section.
Known values:
Volume flow rate Q
=
2000
L
min
Diameter of first pipe D
1
=
300
mm
=
0.3
m
Diameter of second pipe D
2
=
150
mm
=
0.15
Governing equations:
Page 3
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Calculations:
Convert Q
Calculate the cross section area of the pipes
A
1
=
π D
1
2
4
6.53. From the list of standard hydraulic steel tubing in Appendix G.2, select the smallest size that would carry 2.80 L/min of oil with a maximum velocity of 0.30 m/s.
Known values:
Governing equations:
Calculations:
Page 4
Figure for 6.61
6.61. Water at 10
C is flowing from point A to point B through the fabricated section shown at the rate of 0.37 m
3
/s. If the pressure at A is 66.2 kPa, calculate the pressure at B.
Known values:
Governing equations:
Page 5
Calculations:
6.88. What depth of fluid above the outlet nozzle is required to deliver 200 gal/min of water from the tank shown? The nozzle has a 3-in diameter.
Known values:
Governing equations:
Page 6
Figure for 6.88
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Calculations:
7.4. A long DN 150 Schedule 40 steel pipe discharges 0.085 m3/s of water from a reservoir into the atmosphere as shown. Calculate the energy loss in the
pipe.
Known values:
Flow rate Q
=
0.085
m
3
s
Height of fluid h
=
10
m
Governing equations:
Page 7
Figure for 7.4
Calculations:
7.11. A submersible deep-well pump delivers 745 gal/h of water through a 1-in Schedule 40 pipe when operating in the system shown. An energy loss of 10.5 lb-ft/lb occurs in the piping system. (a) Calculate the power delivered by the pump to the water. (b) If the pump draws 1 hp, calculate its efficiency.
Known values:
Governing equations:
Page 8
Figure for 7.11
Calculations:
Page 9
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7.23. Calculate the power delivered to the hydraulic motor shown if the pressure at A is 6.8 MPa and the pressure at B is 3.4 MPa. The motor inlet is a steel hydraulic tube with 25mm OD × 1.50mm wall and the outlet is a tube with 50mm OD × 2.00mm wall. The fluid is oil (sg = 0.90) and the velocity of flow is 1.50 m/s at point B.
Known values:
Governing equations:
Calculations:
Page 10
Figure for 7.23
7.25. Calculate the power delivered by the oil to the fluid motor shown if the volume flow rate is 0.25 m
3
/s. There is an energy loss of 1.40 N∙m/N in the piping system. If the motor has an efficiency of 75 percent, calculate the power output.
Known values:
Governing equations:
Calculations:
Page 11
Figure for 7.25
.25
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