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IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 03 Issue: 08 | Aug-2014, Available @ http://www.ijret.org 434
IMPACT OF PHYSICOCHEMICAL CHARACTERISTICS OF WATER
ON COEFFICIENT OF PIPE FRICTION
A.G Gaddamwar1
, K.R.Banarse2
, S.P.Yawale3
, P.R.Rajput4
1
Head of Department of Engineering Chemistry, DES’s College of Engineering and Technology, SGB Amravati
University, Amravati, Maharashtra, India
2
Head of Department of Engineering Physics, DES’s College of Engineering and Technology, SGB Amravati
University, Amravati, Maharashtra, India
3
Associate Professor, Department of Physics, Govt. Vidharbha Institute of Science and Humanities SGBAU Amravati
University, Amravati, Maharashtra, India
4
Associate Professor, Department of Chemistry, Vidyabharti Science College, Amravati
Abstract
Frictions are of two type i.e. internal friction and external friction, internal friction as well as external friction of water mainly
depends upon Physico-chemical characteristic of water (liquids). It is due to turbidity, hardness, conductivity, temperature and
dissolved oxygen of water. External friction can be reduced by different techniques such as by internal coating of pipes in which
liquid flow and by increasing or decreasing diameter of pipes. Still it has some internal and external frictional losses. Those
frictional losses can also be reduced by the addition quantitative and qualitative amount of surfactant and other chemicals in the
water samples. Co-efficient of Friction ‘F’ of pipe play very important role in fluid mechanics. Co-efficient of Friction initially
decreases by the addition of sodium hydroxide and surfactant at diameter two but at diameter one F value initially decreases then
increases.
Keywords: Analysis of water, Friction, Co-efficient of Friction, hardness, surfactant
--------------------------------------------------------------------***----------------------------------------------------------------------
1. INTRODUCTION
The friction factor „f‟ depends on the velocity of flow, the
pipe diameter, the fluid density and viscosity and the
roughness of the pipe, Physico-chemical quality of water.
The resistance of flowing fluid is known as frictional
resistance produced due to directional flow which depends
upon the type of flow of liquid in a pipe line. It may be
laminar. Following laws which obey the frictional resistance
are 1.Directly proportional to velocity of flowing fluid. 2.
Independent of pressure 3.Proportional to area of constant
surface 4. Affected by a variation of flowing fluid, The
occurrence of laminar or turbulent flow as generated by
realistic magnitude of inertia of viscous fluid show that
velocity of flow even true liquid having very small velocity
frictional resistance in direction of fluid flow and different
flow reduced the pressure intensity and difference of pressure
reading between any two section is equal to loss of head due
to friction. In the formula, hf is coefficient of friction, f is
frictional resistance, L is the distance between two
manometer readings, v is velocity of fluid, g is acceleration
due to gravity, d is diameter of pipe. Reynolds number of
flow of fluid to the aperture is generated by means of a
regulating valve provided at the end of each pipe as shown in
figure, a common inlet valve is provided in main supply line.
For the whole apparatus pipe may be 2 or 3 centimeter apart.
Sufficient length of pipe line is provided between various
fittings.
2. MATERIALS AND METHOD
2.1 Investigation of Co-efficient of Pipe Friction
The manometer rubber tubing is connected to guage points of
one of the pipe line. The inlet value is open by keeping the
outlet valve close. Now the outlet valve is opened partially
keeping the inlet valve fully open. The flow is allowed to get
established and then manometer readings are taken. The
actual discharge by collecting the water into the tank is
measured. Above steps are repeated for four different
discharges by taking different samples, and also repeated for
other pipes having different diameters.
Fig-1 Pipe Friction Apparatus to measure co-efficient of
Friction
2.2 Investigation of pH
The pH of water is investigated with the help of Digital pH
meter after calibration of instrument at room temperature.
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 03 Issue: 08 | Aug-2014, Available @ http://www.ijret.org 435
2.3 Investigation of TDS
The TDS of water bodies investigated with the help of
Digital TDS meter at 35 0c.
2.4 Investigation of Conductivity
The conductivity of water bodies are investigated with the
help of Digital conductivity meter after calibration of
instrument using 0.01 molar KCl solutions.
2.5 Investigation of Hardness
The hardness of water sample is investigated by using EDTA
complex metric titration method.
2.6 Investigation of Dissolved Oxygen
The oxygen of water sample is investigated by using
chemical method. Important parameters of water bodies are
given in the Table No1.
Table-1 Co-efficient of Pipe Friction with Bore well Water sample
Sr.
No.
Diameter
of Pipe
„d' (m)
Area of
Tank
(m2
)
Height of
Water
Collected
(m)
Time
„t‟
(sec)
Actual
Discharg
e
Q=V/t
Piezometer Reading Head loss
due to
friction
hf = h1 h2
F =
2𝑕 𝑓 𝑔𝑑
4𝐿𝑣2
Mean
F
h1 (m) h2 (m)
1 2  10-2 900 
10-4 15  10-2
103 1.31 
10-4 8  10-2
6.7  10-2
1.3  10-2 6.62 
10-3
5.77
10-32 2  10-2 900 
10-4 15  10-2
84 1.60 
10-4 8.7  10-2
7  10-2
1.7  10-2 5.6  10-
3
3 2  10-2 900 
10-4 15  10-2
62 2.17 
10-4 9.4  10-2
6.6 10-2
2.8 10-2 5.10
10-3
4 1.5  10-2 900 
10-4 15  10-2
169 7.9  10-4
8.7 10-2
8.3 10-2
0.4 10-2 4.15 
10-3
2.524
 10-35 1.5  10-2 900 
10-4 15  10-2
63
2.14 
10-4 9.6 10-2
7.8 10-2
1.8 10-2 2.54 
10-3
6 1.5  10-2 900 
10-4 15  10-2
33
4.09 
10-4 9.7 10-2
7.6 10-2
2.27 10-2 8.82 
10-4
Table-2 Co-efficient of Pipe Friction with Bore well Watersample+0.05M NaOH solution:
Sr.
No.
Diameter
of Pipe
„d' (m)
Area
of
Tank
(m2
)
Height of
Water
Collected
(m)
Time
„t‟
(sec)
Actual
Discharge
Q=V/t
Piezometer Reading Head loss
due to
friction
hf= h1 h2
F =
2𝑕 𝑓 𝑔𝑑
4𝐿𝑣2
Mean
F
h1 (m) h2 (m)
1 2  10-2 900 
10-4 15  10-2
77 1.75  10-4
7.7 10-2
9.5 10-2
1.8 10-2 5.06
 10-3
3.76
 10-3
2 2  10-2 900 
10-4 15  10-2
57 2.36  10-4
7.6 10-2
9.2 10-2
1.6 10-2 2.46
 10-3
3 1.5  10-2 900 
10-4 15  10-2
128 1.05  10-4
8.7 10-2
8.3 10-2
0.5 10-2 2.91
 10-3
2.02
 10-3
4 1.5  10-2 900 
10-4 15  10-2
46 2.93  10-4
9.2 10-2
7.7 10-2
1.5 10-2 1.13
 10-3
Table-3 Co-efficient of Pipe Friction with bore well Water sample + 0.05M NaOH solution + surfactant 13 gm
Sr.
No.
Diameter
of Pipe
„d' (m)
Area of
Tank
(m2
)
Height of
Water
Collected
(m)
Time
„t‟
(sec)
Actual
Discharge
Q=V/t
Piezometer Reading Head loss
due to
friction
hf= h1 h2
F =
2𝑕 𝑓 𝑔𝑑
4𝐿𝑣2
Mean
F
h1 (m) h2 (m)
1 2  10-2 900 
10-4 15  10-2
80 1.68  10-4
7.9 10-2
9.1 10-2
1.2 10-2 3.64 
10-3
2.45 
10-3
2 2  10-2 900 
10-4 15  10-2
57 2.36  10-4
7.8 10-2
9.0 10-2
1.2 10-2 1.84 
10-3
3 1.5  10-2 900 
10-4 15  10-2
129
1.046  10-
4 8.1 10-2
8.7 10-2
0.6 10-2 3.55 
10-3
2.40 
10-3
4 1.5  10-2 900 
10-4 15  10-2
77 1.75  10-4
8.2 10-2
8.8 10-2
0.6 10-2 1.26 
10-3
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 03 Issue: 08 | Aug-2014, Available @ http://www.ijret.org 436
Table-4 Co-efficient of Pipe Friction with bore well Water sample + 0.05M NaOH solution + surfactant 39 gm:
Table-5 Comparison of Co-efficient of Friction of different samples
Sr.
No.
Diameter of
Pipe
„d' (m)
Area of
Tank
(m2
)
Height of
Water
Collected
(m)
Time
„t‟
(sec)
Actual
Discharge
Q=V/t
Piezometer Reading Head loss
due to
friction
hf= h1 h2
F =
2𝑕 𝑓 𝑔𝑑
4𝐿𝑣2
Mean
F
h1 (m) h2 (m)
1 2  10-2 900 
10-4 15  10-2
58 2.32  10-4
8.0 10-2
8.9 10-2
0.9 10-2 1.43 
10-3
3.1 
10-3
2 2  10-2 900 
10-4 15  10-2
105 1.28  10-4
7.8 10-2
9.0 10-2
1.2 10-2 4.77 
10-3
3 1.5  10-2 900 
10-4 15  10-2
140 9.64  10-5
7.8 10-2
9.1 10-2
1.3 10-2 9.06 
10-3
5.61 
10-3
4 1.5  10-2 900 
10-4 15  10-2
78 1.7  10-4
7.9 10-2
8.9 10-2
1.0 10-2 2.16 
10-3
Fig-2 Graph between Samples vs. F values at 2cm diameter Fig-3 Graph between Samples vs. F values at 1.5 cm
diameter
Sr.
No.
Particulars of Sample
Co-efficient of Friction „F‟
(diameter of pipe = 2 cm)
Co-efficient of Friction „F‟
(diameter of pipe = 1.5
cm)
1 Sample No. 1(Bore well Water) 5.77  10-3
2.524  10-3
2 Sample No. 2 (Bore well Water + 0.05M NaOH) 2.45  10-3
2.40  10-3
3
Sample No. 3 (Bore well Water + 0.05M NaOH solution +
surfactant 13 gm )
3.76  10-3
2.02  10-3
4
Sample No. 4 (Bore well Water sample + 0.05M NaOH
solution + surfactant 39 gm) 3.1  10-3
5.61  10-3
5 Remark
F value decreases from top to
bottom
F value initially decreases
then increases
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 03 Issue: 08 | Aug-2014, Available @ http://www.ijret.org 437
Table-6: Physicochemical characteristic of bore well water
sample
Sr. No. Parameters Result Remark
1 TDS(ppm) 101 ppm Due to turbidity
2 pH 7.42 Slightly Basic
3 Conductivity 0.91 Ms Conductivity
due to ions
4 Total Hardness
(ppm)
500 ppm Hard water
5 Temporary
Hardness (ppm)
150 ppm CaCO3
6 Permanent
Hardness (ppm)
350 ppm Dissolved Salts
7 Dissolves
oxygen (ppm)
7.1 ppm High
8 Temperature 26.1 0 C
Moderate
9 Humidity Min.37%,
Max. 39%
High
10 Colour Colourless ---
11 Odour Odourless ----
3. CONCLUSIONS
Coefficient of pipe friction mostly depends upon the
Physico-chemical quality of water which flow through the
pipe. From table and graph it is clear that Coefficient of pipe
friction initially decreases with the water sample containing
0.5 molar sodium hydroxide solution at 2 diameter pipe but
when water containing 0.5 molar sodium hydroxide with 13
gram surfactant it is decreases at same diameter were as
water sample containing 0.5 molar sodium hydroxide with
39 gram surfactant it initially decreases then increases in the
case of 1.5 diameter pipe.
Coefficient of pipe friction varies with the Physico-chemical
feature of water sample. It is lowest with water sample
containing 0.5 molar sodium hydroxide.
4. RESULTS
Coefficient of pipe friction depends upon the Physico-
chemical characteristics of water sample and diameter of
pipe in which water flow. Addition of suitable quantity of
NaOH and surfactant reduces the coefficient of pipe friction
from 5.77  10-3 to 3.1  10-3 at diameter 2 and 2.524 
10-3 to 2.02  10-3 at diameter 1.5 but use of excess
quantity of surfactant further sudden increases the
coefficient of pipe friction from 2.02  10-3 to 5.61  10-3.
This concept is used in the artificial hydro power generation.
REFERENCES
[1]. Ir. Peter Romeo Nyarko, (2012), “Heat Load and its
Effects on Fluid Friction Factor in Corrugated Pipes”
American Journal of Scientific and Industrial Research,
2012, 3(4): 241-251.
[2]. Bruno Brunone, Bryan W. Karney, Michele Mecarelli,
and Marco Ferrante (2000), “Velocity Profiles and Unsteady
Pipe Friction in Transient Flow” Journal of Water Resources
Planning and Management, Vol. 126, No. 4, 236-244
[3]. John F. Ripken and Mem Pilch, (1963), Studies of the
Reduction of Pipe Friction with the Non-Newtonian
Additive CMC”, University Of Minnesota Technical Paper
No. 42, Series B
[4]. Osborne Reynolds (1842-1912), “Laminar and
Turbulent flows in pipes”
[5]. Gaddamwar, A.G. (2010) “Analytical study of rain
water for the determination of polluted or unpolluted zone”
International Journal of Environmental Sciences Volume 1,
No 6, 2011 pp 1317-1322.
[6]. Lewis F.Moody, Princeton, N.J, (1944), Friction Factor
for pipe flow, American society of mechanical engineers
[7]. B. J. Mckeon, M. V. Zagarola And A. J. Smits, (2005),
“A new friction factor relationship for fully developed pipe
flow” J. Fluid Mech. (2005), vol. 538, pp. 429–443
[8]. S. Ghosh, M. Muste, M. Wilson, S. Breczinski, and F.
Stern, “Measurement of Flow Rate, Velocity Profile and
Friction Factor in Pipe Flows” Mechanics of Fluids and
Transfer Processes Exercise Notes for the Pipe Flow TM
[9]. M.M.K.Khan (2992) Friction Factor and flow
characterisation of non-Newtonian fluids,11th
Australian
Fluid mechanics conference University of Tasmania Hobart,
Australia
[10]. Ghanbari A., Farshad F. Fred and Rieke H. H. (2011),
“Newly developed friction factor correlation for pipe flow
and flow assurance” Journal of Chemical Engineering and
Materials Science Vol. 2(6), pp. 83-86.
[11]. Gaddamwar A.G., Rajput P.R. (2012) “Physico-
Chemical Analysis of Rain Water to Predict Polluted, Un-
polluted Regions of Vidharbha and Its Impact on
Agricultural Crops” Water Research & Development, Vol. 2
| No.1&2 | 54-58.
[12]. Liang Chuan Peng (1989), “Treatment of support
friction in pipe stress analysis” The American society of
mechanical engineers, PVP-Vol.169 pp 143-148
[13]. Chen, N.H., (1979) “An Explicit Equation for Friction
factor in Pipe”, Ind. Eng. Chem.Fundam., Vol. 18, No. 3,
296-297,
[14]. Churchill, S.W., (1977) “Friction factor equations
spans all fluid-flow ranges.”, Chem.Eng., 91.
[15]. Colebrook, C.F. and White, C.M., (1937)
“Experiments with Fluid friction roughened pipes.”,Proc.
R.Soc.(A), 161.
[16]. Haaland, S.E., (1983) “Simple and Explicit formulas
for friction factor in turbulent pipe flow.”, Trans. ASME,
JFE, 105.
[17]. Moody, L.F., (1944) “Friction factors for pipe flows.”,
Trans. ASME, 66,641.
[18]. Romeo, E., Royo, C., and Monzon, A., (2002)
„„Improved explicit equations for estimation of the friction
factor in rough and smooth pipes.‟‟ Chem. Eng. J., 86, 369–
374.
[19]. Round, G.F., (1980) “An explicit approximation for
the friction factor-Reynolds number relation for rough and
smooth pipes.”, Can. J. Chem. Eng., 58,122-123.
[20]. Von Bernuth, R. D., and Wilson, T., (1989) “Friction
factors for small diameter plastic pipes.” J. Hydraul. Eng.,
115(2), 183–192.
[21] Wesseling, J., and Homma, F., (1967) “Hydraulic
resistance of drain pipes.” Neth. J. Agric. Sci., 15, 183–197.
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________
Volume: 03 Issue: 08 | Aug-2014, Available @ http://www.ijret.org 438
[22]. Wood, D.J., (1966) “An Explicit friction factor
relationship.”, Civil Eng., 60-61.
[23]. Zagarola, M. V., (1996) „„Mean-flow Scaling of
Turbulent Pipe Flow,‟‟ Ph.D.thesis, Princeton University,
USA
BIOGRAPHIES
Amrut G.Gaddamwar, Assistant Professor
& HOD Engineering Chemistry, DES‟s
College of engineering & Technology,
Dhamangaon Rly. Qualified UGC-CSIR-
NET, Published 10 research articles in
International journal having good impact
factor and Published 07 research articles in National journal
having impact factor, Published 06 International Books,
Published 01 International Monograph, 12 research articles
presented in different national conferences and File one
patent.
Email-gamrut_reddy@rediffmail.com
K.R.Banarse, Assistant Professor & HOD
Engineering Physics, DES‟s College of
engineering & Technology Dhamangaon Rly.
Published 07 research articles in International
and National journal having good impact
factor Attended 02 National STTP
Email-krbanarse@gmail.com
Dr S.P.Yawale, Associate Professor,
Department of Physics, Govt. Vidharbha
Institute of Science and Humanities,
SGBAU Amravati University, Amravati,
Maharashtra, India
Dr.P.R.Rajput, Associate professor Department of
Chemistry Vidyabharti Science College Amravati
Email-prsrajput@rediffmail.com

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Impact of physicochemical characteristics of water on coefficient of pipe friction

  • 1. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 08 | Aug-2014, Available @ http://www.ijret.org 434 IMPACT OF PHYSICOCHEMICAL CHARACTERISTICS OF WATER ON COEFFICIENT OF PIPE FRICTION A.G Gaddamwar1 , K.R.Banarse2 , S.P.Yawale3 , P.R.Rajput4 1 Head of Department of Engineering Chemistry, DES’s College of Engineering and Technology, SGB Amravati University, Amravati, Maharashtra, India 2 Head of Department of Engineering Physics, DES’s College of Engineering and Technology, SGB Amravati University, Amravati, Maharashtra, India 3 Associate Professor, Department of Physics, Govt. Vidharbha Institute of Science and Humanities SGBAU Amravati University, Amravati, Maharashtra, India 4 Associate Professor, Department of Chemistry, Vidyabharti Science College, Amravati Abstract Frictions are of two type i.e. internal friction and external friction, internal friction as well as external friction of water mainly depends upon Physico-chemical characteristic of water (liquids). It is due to turbidity, hardness, conductivity, temperature and dissolved oxygen of water. External friction can be reduced by different techniques such as by internal coating of pipes in which liquid flow and by increasing or decreasing diameter of pipes. Still it has some internal and external frictional losses. Those frictional losses can also be reduced by the addition quantitative and qualitative amount of surfactant and other chemicals in the water samples. Co-efficient of Friction ‘F’ of pipe play very important role in fluid mechanics. Co-efficient of Friction initially decreases by the addition of sodium hydroxide and surfactant at diameter two but at diameter one F value initially decreases then increases. Keywords: Analysis of water, Friction, Co-efficient of Friction, hardness, surfactant --------------------------------------------------------------------***---------------------------------------------------------------------- 1. INTRODUCTION The friction factor „f‟ depends on the velocity of flow, the pipe diameter, the fluid density and viscosity and the roughness of the pipe, Physico-chemical quality of water. The resistance of flowing fluid is known as frictional resistance produced due to directional flow which depends upon the type of flow of liquid in a pipe line. It may be laminar. Following laws which obey the frictional resistance are 1.Directly proportional to velocity of flowing fluid. 2. Independent of pressure 3.Proportional to area of constant surface 4. Affected by a variation of flowing fluid, The occurrence of laminar or turbulent flow as generated by realistic magnitude of inertia of viscous fluid show that velocity of flow even true liquid having very small velocity frictional resistance in direction of fluid flow and different flow reduced the pressure intensity and difference of pressure reading between any two section is equal to loss of head due to friction. In the formula, hf is coefficient of friction, f is frictional resistance, L is the distance between two manometer readings, v is velocity of fluid, g is acceleration due to gravity, d is diameter of pipe. Reynolds number of flow of fluid to the aperture is generated by means of a regulating valve provided at the end of each pipe as shown in figure, a common inlet valve is provided in main supply line. For the whole apparatus pipe may be 2 or 3 centimeter apart. Sufficient length of pipe line is provided between various fittings. 2. MATERIALS AND METHOD 2.1 Investigation of Co-efficient of Pipe Friction The manometer rubber tubing is connected to guage points of one of the pipe line. The inlet value is open by keeping the outlet valve close. Now the outlet valve is opened partially keeping the inlet valve fully open. The flow is allowed to get established and then manometer readings are taken. The actual discharge by collecting the water into the tank is measured. Above steps are repeated for four different discharges by taking different samples, and also repeated for other pipes having different diameters. Fig-1 Pipe Friction Apparatus to measure co-efficient of Friction 2.2 Investigation of pH The pH of water is investigated with the help of Digital pH meter after calibration of instrument at room temperature.
  • 2. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 08 | Aug-2014, Available @ http://www.ijret.org 435 2.3 Investigation of TDS The TDS of water bodies investigated with the help of Digital TDS meter at 35 0c. 2.4 Investigation of Conductivity The conductivity of water bodies are investigated with the help of Digital conductivity meter after calibration of instrument using 0.01 molar KCl solutions. 2.5 Investigation of Hardness The hardness of water sample is investigated by using EDTA complex metric titration method. 2.6 Investigation of Dissolved Oxygen The oxygen of water sample is investigated by using chemical method. Important parameters of water bodies are given in the Table No1. Table-1 Co-efficient of Pipe Friction with Bore well Water sample Sr. No. Diameter of Pipe „d' (m) Area of Tank (m2 ) Height of Water Collected (m) Time „t‟ (sec) Actual Discharg e Q=V/t Piezometer Reading Head loss due to friction hf = h1 h2 F = 2𝑕 𝑓 𝑔𝑑 4𝐿𝑣2 Mean F h1 (m) h2 (m) 1 2  10-2 900  10-4 15  10-2 103 1.31  10-4 8  10-2 6.7  10-2 1.3  10-2 6.62  10-3 5.77 10-32 2  10-2 900  10-4 15  10-2 84 1.60  10-4 8.7  10-2 7  10-2 1.7  10-2 5.6  10- 3 3 2  10-2 900  10-4 15  10-2 62 2.17  10-4 9.4  10-2 6.6 10-2 2.8 10-2 5.10 10-3 4 1.5  10-2 900  10-4 15  10-2 169 7.9  10-4 8.7 10-2 8.3 10-2 0.4 10-2 4.15  10-3 2.524  10-35 1.5  10-2 900  10-4 15  10-2 63 2.14  10-4 9.6 10-2 7.8 10-2 1.8 10-2 2.54  10-3 6 1.5  10-2 900  10-4 15  10-2 33 4.09  10-4 9.7 10-2 7.6 10-2 2.27 10-2 8.82  10-4 Table-2 Co-efficient of Pipe Friction with Bore well Watersample+0.05M NaOH solution: Sr. No. Diameter of Pipe „d' (m) Area of Tank (m2 ) Height of Water Collected (m) Time „t‟ (sec) Actual Discharge Q=V/t Piezometer Reading Head loss due to friction hf= h1 h2 F = 2𝑕 𝑓 𝑔𝑑 4𝐿𝑣2 Mean F h1 (m) h2 (m) 1 2  10-2 900  10-4 15  10-2 77 1.75  10-4 7.7 10-2 9.5 10-2 1.8 10-2 5.06  10-3 3.76  10-3 2 2  10-2 900  10-4 15  10-2 57 2.36  10-4 7.6 10-2 9.2 10-2 1.6 10-2 2.46  10-3 3 1.5  10-2 900  10-4 15  10-2 128 1.05  10-4 8.7 10-2 8.3 10-2 0.5 10-2 2.91  10-3 2.02  10-3 4 1.5  10-2 900  10-4 15  10-2 46 2.93  10-4 9.2 10-2 7.7 10-2 1.5 10-2 1.13  10-3 Table-3 Co-efficient of Pipe Friction with bore well Water sample + 0.05M NaOH solution + surfactant 13 gm Sr. No. Diameter of Pipe „d' (m) Area of Tank (m2 ) Height of Water Collected (m) Time „t‟ (sec) Actual Discharge Q=V/t Piezometer Reading Head loss due to friction hf= h1 h2 F = 2𝑕 𝑓 𝑔𝑑 4𝐿𝑣2 Mean F h1 (m) h2 (m) 1 2  10-2 900  10-4 15  10-2 80 1.68  10-4 7.9 10-2 9.1 10-2 1.2 10-2 3.64  10-3 2.45  10-3 2 2  10-2 900  10-4 15  10-2 57 2.36  10-4 7.8 10-2 9.0 10-2 1.2 10-2 1.84  10-3 3 1.5  10-2 900  10-4 15  10-2 129 1.046  10- 4 8.1 10-2 8.7 10-2 0.6 10-2 3.55  10-3 2.40  10-3 4 1.5  10-2 900  10-4 15  10-2 77 1.75  10-4 8.2 10-2 8.8 10-2 0.6 10-2 1.26  10-3
  • 3. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 08 | Aug-2014, Available @ http://www.ijret.org 436 Table-4 Co-efficient of Pipe Friction with bore well Water sample + 0.05M NaOH solution + surfactant 39 gm: Table-5 Comparison of Co-efficient of Friction of different samples Sr. No. Diameter of Pipe „d' (m) Area of Tank (m2 ) Height of Water Collected (m) Time „t‟ (sec) Actual Discharge Q=V/t Piezometer Reading Head loss due to friction hf= h1 h2 F = 2𝑕 𝑓 𝑔𝑑 4𝐿𝑣2 Mean F h1 (m) h2 (m) 1 2  10-2 900  10-4 15  10-2 58 2.32  10-4 8.0 10-2 8.9 10-2 0.9 10-2 1.43  10-3 3.1  10-3 2 2  10-2 900  10-4 15  10-2 105 1.28  10-4 7.8 10-2 9.0 10-2 1.2 10-2 4.77  10-3 3 1.5  10-2 900  10-4 15  10-2 140 9.64  10-5 7.8 10-2 9.1 10-2 1.3 10-2 9.06  10-3 5.61  10-3 4 1.5  10-2 900  10-4 15  10-2 78 1.7  10-4 7.9 10-2 8.9 10-2 1.0 10-2 2.16  10-3 Fig-2 Graph between Samples vs. F values at 2cm diameter Fig-3 Graph between Samples vs. F values at 1.5 cm diameter Sr. No. Particulars of Sample Co-efficient of Friction „F‟ (diameter of pipe = 2 cm) Co-efficient of Friction „F‟ (diameter of pipe = 1.5 cm) 1 Sample No. 1(Bore well Water) 5.77  10-3 2.524  10-3 2 Sample No. 2 (Bore well Water + 0.05M NaOH) 2.45  10-3 2.40  10-3 3 Sample No. 3 (Bore well Water + 0.05M NaOH solution + surfactant 13 gm ) 3.76  10-3 2.02  10-3 4 Sample No. 4 (Bore well Water sample + 0.05M NaOH solution + surfactant 39 gm) 3.1  10-3 5.61  10-3 5 Remark F value decreases from top to bottom F value initially decreases then increases
  • 4. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 08 | Aug-2014, Available @ http://www.ijret.org 437 Table-6: Physicochemical characteristic of bore well water sample Sr. No. Parameters Result Remark 1 TDS(ppm) 101 ppm Due to turbidity 2 pH 7.42 Slightly Basic 3 Conductivity 0.91 Ms Conductivity due to ions 4 Total Hardness (ppm) 500 ppm Hard water 5 Temporary Hardness (ppm) 150 ppm CaCO3 6 Permanent Hardness (ppm) 350 ppm Dissolved Salts 7 Dissolves oxygen (ppm) 7.1 ppm High 8 Temperature 26.1 0 C Moderate 9 Humidity Min.37%, Max. 39% High 10 Colour Colourless --- 11 Odour Odourless ---- 3. CONCLUSIONS Coefficient of pipe friction mostly depends upon the Physico-chemical quality of water which flow through the pipe. From table and graph it is clear that Coefficient of pipe friction initially decreases with the water sample containing 0.5 molar sodium hydroxide solution at 2 diameter pipe but when water containing 0.5 molar sodium hydroxide with 13 gram surfactant it is decreases at same diameter were as water sample containing 0.5 molar sodium hydroxide with 39 gram surfactant it initially decreases then increases in the case of 1.5 diameter pipe. Coefficient of pipe friction varies with the Physico-chemical feature of water sample. It is lowest with water sample containing 0.5 molar sodium hydroxide. 4. RESULTS Coefficient of pipe friction depends upon the Physico- chemical characteristics of water sample and diameter of pipe in which water flow. Addition of suitable quantity of NaOH and surfactant reduces the coefficient of pipe friction from 5.77  10-3 to 3.1  10-3 at diameter 2 and 2.524  10-3 to 2.02  10-3 at diameter 1.5 but use of excess quantity of surfactant further sudden increases the coefficient of pipe friction from 2.02  10-3 to 5.61  10-3. This concept is used in the artificial hydro power generation. REFERENCES [1]. Ir. Peter Romeo Nyarko, (2012), “Heat Load and its Effects on Fluid Friction Factor in Corrugated Pipes” American Journal of Scientific and Industrial Research, 2012, 3(4): 241-251. [2]. Bruno Brunone, Bryan W. Karney, Michele Mecarelli, and Marco Ferrante (2000), “Velocity Profiles and Unsteady Pipe Friction in Transient Flow” Journal of Water Resources Planning and Management, Vol. 126, No. 4, 236-244 [3]. John F. Ripken and Mem Pilch, (1963), Studies of the Reduction of Pipe Friction with the Non-Newtonian Additive CMC”, University Of Minnesota Technical Paper No. 42, Series B [4]. Osborne Reynolds (1842-1912), “Laminar and Turbulent flows in pipes” [5]. Gaddamwar, A.G. (2010) “Analytical study of rain water for the determination of polluted or unpolluted zone” International Journal of Environmental Sciences Volume 1, No 6, 2011 pp 1317-1322. [6]. Lewis F.Moody, Princeton, N.J, (1944), Friction Factor for pipe flow, American society of mechanical engineers [7]. B. J. Mckeon, M. V. Zagarola And A. J. Smits, (2005), “A new friction factor relationship for fully developed pipe flow” J. Fluid Mech. (2005), vol. 538, pp. 429–443 [8]. S. Ghosh, M. Muste, M. Wilson, S. Breczinski, and F. Stern, “Measurement of Flow Rate, Velocity Profile and Friction Factor in Pipe Flows” Mechanics of Fluids and Transfer Processes Exercise Notes for the Pipe Flow TM [9]. M.M.K.Khan (2992) Friction Factor and flow characterisation of non-Newtonian fluids,11th Australian Fluid mechanics conference University of Tasmania Hobart, Australia [10]. Ghanbari A., Farshad F. Fred and Rieke H. H. (2011), “Newly developed friction factor correlation for pipe flow and flow assurance” Journal of Chemical Engineering and Materials Science Vol. 2(6), pp. 83-86. [11]. Gaddamwar A.G., Rajput P.R. (2012) “Physico- Chemical Analysis of Rain Water to Predict Polluted, Un- polluted Regions of Vidharbha and Its Impact on Agricultural Crops” Water Research & Development, Vol. 2 | No.1&2 | 54-58. [12]. Liang Chuan Peng (1989), “Treatment of support friction in pipe stress analysis” The American society of mechanical engineers, PVP-Vol.169 pp 143-148 [13]. Chen, N.H., (1979) “An Explicit Equation for Friction factor in Pipe”, Ind. Eng. Chem.Fundam., Vol. 18, No. 3, 296-297, [14]. Churchill, S.W., (1977) “Friction factor equations spans all fluid-flow ranges.”, Chem.Eng., 91. [15]. Colebrook, C.F. and White, C.M., (1937) “Experiments with Fluid friction roughened pipes.”,Proc. R.Soc.(A), 161. [16]. Haaland, S.E., (1983) “Simple and Explicit formulas for friction factor in turbulent pipe flow.”, Trans. ASME, JFE, 105. [17]. Moody, L.F., (1944) “Friction factors for pipe flows.”, Trans. ASME, 66,641. [18]. Romeo, E., Royo, C., and Monzon, A., (2002) „„Improved explicit equations for estimation of the friction factor in rough and smooth pipes.‟‟ Chem. Eng. J., 86, 369– 374. [19]. Round, G.F., (1980) “An explicit approximation for the friction factor-Reynolds number relation for rough and smooth pipes.”, Can. J. Chem. Eng., 58,122-123. [20]. Von Bernuth, R. D., and Wilson, T., (1989) “Friction factors for small diameter plastic pipes.” J. Hydraul. Eng., 115(2), 183–192. [21] Wesseling, J., and Homma, F., (1967) “Hydraulic resistance of drain pipes.” Neth. J. Agric. Sci., 15, 183–197.
  • 5. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Issue: 08 | Aug-2014, Available @ http://www.ijret.org 438 [22]. Wood, D.J., (1966) “An Explicit friction factor relationship.”, Civil Eng., 60-61. [23]. Zagarola, M. V., (1996) „„Mean-flow Scaling of Turbulent Pipe Flow,‟‟ Ph.D.thesis, Princeton University, USA BIOGRAPHIES Amrut G.Gaddamwar, Assistant Professor & HOD Engineering Chemistry, DES‟s College of engineering & Technology, Dhamangaon Rly. Qualified UGC-CSIR- NET, Published 10 research articles in International journal having good impact factor and Published 07 research articles in National journal having impact factor, Published 06 International Books, Published 01 International Monograph, 12 research articles presented in different national conferences and File one patent. Email-gamrut_reddy@rediffmail.com K.R.Banarse, Assistant Professor & HOD Engineering Physics, DES‟s College of engineering & Technology Dhamangaon Rly. Published 07 research articles in International and National journal having good impact factor Attended 02 National STTP Email-krbanarse@gmail.com Dr S.P.Yawale, Associate Professor, Department of Physics, Govt. Vidharbha Institute of Science and Humanities, SGBAU Amravati University, Amravati, Maharashtra, India Dr.P.R.Rajput, Associate professor Department of Chemistry Vidyabharti Science College Amravati Email-prsrajput@rediffmail.com