Procedure
No Description
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Flow meter, Rotametre range: 1.8 to 18 litre per minute
Water pump, centrifugal type 0 to 30 L/min. 10 m head. 240 V ac.
Water flow return line.
Water tank 20 litre.
Gate valve for flow rate control. 0.5 diameter stainless steel type.
U tube manometer range: 900 mm for pipe friction head loss measurement.
Ball valve, open or shut control for pipe size selection experiment. 0.5
diameter stainless steel type.
Test pipe. Stainless steel smooth pipe. Internal diameter is 7.5 mm
diameter.
Pressure tap point length: 0.74 m.
Test pipe. Stainless steel smooth pipe. Internal diameter is 10.0 mm
diameter. Pressure tap point length: 0.74 m.
Test pipe. Stainless steel smooth pipe. Internal diameter is 16 mm diameter.
Pressure tap point length: 0.74 m.
Long bend fitting. ID 10 mm diameter.
Short bend fitting. ID 10 mm diameter.
Electrical power switch for turning on the pump.
Step by step Instruction
(a) The valve position of the apparatus is set.
(b) The manometer is connected to the pressure-tapping socket.
(c) The water pump is switched on to circulate the water flow through the pipe
network.
(d) The water flow rate is controlled by adjusting the flow control valve flowing
the required flow rate.
(e) The water temperature is recorded.
(f) The pressure drop is recorded for each different flow rate. The flow rate may
vary according to the suggested flow rate shown for head loss for different
pipefittings.
(g) Carry out steps (a) to (f) for pipe of respective diameter
(i) 7.5 mm
(ii) 10 mm
(iii) 16 mm
(iv) Sudden contraction
(v) Sudden enlargement
(vi) Ball valve
(vii) Short bend elbow
(viii) Long bend elbow
Result
Kinematic Viscosity (water), v at
25O C = 1.56x 107 m2 / s
Reynolds number,
VD
v
Velocity,
Q
V=
A
Loss coefficient
Roughness,
Area,
Pressure loss,
Head loss,
m
[ 2]
d 2
A=
K L=
V2
2g
= 0.0015 [mm]
Relative Roughness =
()
hL
P= water g H L [ Pa]
h f =f
Flow rate
L/min
m3/s
4
0.000066
67
5
0.000083
33
6
0.0001
l V2
D 2g
[m]
Velocity
m/s
1.510
Head loss
mm H2O
155.0
Loss
coefficient
1.334
Reynolds
Number
(72596)7.0104
1.885
162.5
0.893
(90625) 9.0104
2.260
160.0
0.615
(108653)1.010
5
i)
SUDDEN CONTRACTION ( 7.5mm)
i)
SUDDEN ENLARGEMENT( 7.5mm)
Flow rate
L/min
m3/s
4
0.000066
67
5
0.000083
33
6
0.0001
Velocity
m/s
1.510
Head loss
mm H2O
75.0
Loss
coefficient
0.645
Reynolds
Number
(72596)7.3104
1.885
87.5
0.483
(90625) 9.1104
2.260
85.0
0.326
(108653)1.110
5
ii)
BALL VALVES ( 10.0mm)
Flow rate
Velocity
Head loss
Loss
Reynolds
L/min
4
5
6
iii)
m3/s
0.000066
67
0.000083
33
0.0001
mm H2O
117.5
coefficient
3.198
Number
(54423)5.4104
1.061
140.0
2.440
(68013)6.8104
1.273
145.0
1.756
(81603)8.2104
SHORT BEND ELBOW ( 10.0mm)
Flow rate
L/min
m3/s
4
0.000066
67
5
0.000083
33
6
0.0001
iv)
m/s
0.849
Velocity
m/s
0.849
Head loss
mm H2O
65.0
Loss
coefficient
1.769
Reynolds
Number
(54423)5.4104
1.061
62.5
1.089
(68013)6.8104
1.273
58.0
0.702
(81603)8.2104
LONG BEND ELBOW ( 10.0mm)
Flow rate
L/min
m3/s
4
0.000066
67
5
0.000083
33
6
0.0001
Velocity
m/s
0.849
Head loss
mm H2O
75.0
Loss
coefficient
2.041
Reynolds
Number
(54423)5.4104
1.061
82.5
1.438
(68013)6.8104
1.273
85.0
1.029
(81603)8.2104
Conclusion
The results of this experiment show that theoretical frictional losses and
experimental frictional losses are closely link and the difference could mainly be
contribute towards experimental errors that were made in the results. It also
shows that the diameter has the largest effect on friction factor.