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IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________________
Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 580
OPTIMIZING THE PROCESS PARAMETERS OF FRICTION STIR
WELDED JOINT OF MAGNESIUM ALLOY AZ31B
G.Surya Prakash Rao1
, B.Balu Naik2
, Abhijith Datta3
1
Ph.D Scholar, JNTU, Hyderabad, A.P- 500060
2
Principal, JNTU College of Engineering, Manthani, Karimangar, Andhra Pradesh
3
Retd. Scientist/Director DRDO, Guest Faculty, University of Hyderabad
Abstract
This paper deals with Friction stir welding of AZ31B Mg alloy by using H13 Tool at different rotational speeds and welding
speeds .Experiments were conducted according to L4 Orthogonal array which was suggested by Taguchi. Optimum parameters
for optimum Tensile strength, Hardness and Ductility were found with the help of S/N ratios. Therefore optimization of input
process parameter is required to achieve good quality of welding. In this experiment the effect of process parameters on welded
joint was studied and optimizes the parameter by using Taguchi method and stated regression equation for tensile strength and
hardness. Assigns the rank to each factor which are having more influence on the mean of tensile strength and hardness.
Keywords: -FSW, Taguchi, DOE, Tensile Strength, Hardness, Ductility
-------------------------------------------------------------------***-------------------------------------------------------------------
1. INTRODUCTION
To produce a joint stronger than the fusion arc welded joint,
the Friction Stir Welding process (FSW) can be used. Many
applications such as aerospace, automotive and ship building
industries, [1] widely use the friction stir welding to weld
the lightweight materials, such as aluminum, magnesium
and titanium. More effective welding and joining techniques
are essential, however for further usage of magnesium
alloys. Commonly encountered defects in fusion welded
joints [2] such as oxide inclusions, porosity, cracks and
distortions surrounding the tool must be hot, so that a
successful can be reduced using the joining technique of
(FSW), because it has a great potential for magnesium
alloys. To develop quality joints, the process variables like
the rotational speed, travel speed and tool geometry are vital
[3].
2. OPTIMIZATION USING TAGUCHI BASED
GREY RELATION METHOD
To design a high-quality system, a powerful tool also known
as the Taguchi method, can be used. Not only does this
method provide an efficient approach, but it provides a
systematic approach to optimize designs for better
performance and quality [4]. A design that has minimized
the number of experiments is the orthogonal array
experimental design. To determine the improved
performance of the process parameter which increases the
quality of the characteristics, the S/N ratio can be used. The
characteristics of the S/N ratio performance can be divided
into many factors: the smaller the better, if nominal the best,
the factor larger the better was picked, which optimized the
tensile strength and hardness.
Base material AZ31 Chemical Composition:-
Alloy Zn Mn Si Fe Cu Ni Mg
% 0.72 0.30 0.08 0.005 0.05 0.005 Remai
nder
Tool H13 Chemical composition
Element
s
C Mn Cr Mo V Si Fe
% 0.4
0
0.3
5
5.2
0
1.3
0
0.9
5
1.0
0
Remaind
er
INPUT Variables for 4Runs, 2Lvels and 2 Factors:-
Levels of factors:-
Runs Speed(R.P.M) FEED (MM/MIN)
1 1200 24
2 1200 28
3 1600 24
4 1600 28
Levels
Factors
High Low
Speed (R.P.M) 1600 1200
FEED (MM/MIN) 28 24
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________________
Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 581
3. EXPERIMENTAL SETUP
A sheet of Magnesium AZ31B alloy with 100 mm length,
100 mm width and 4 mm thickness was used in this study.
The base material’s chemical composition is given in Table
1. FSW of the parts were carried out on a study of Vertical
Milling machine Special clamping methods were used to
have a firm gripping of the work pieces. The Ultimate
Tensile Testing machine and hardness testing machine were
used to test the tensile strength, elongation and hardness.
The Table 2 below shows the identified process parameters
and their levels. The L4 orthogonal array is selected as per
standard suggested by Taguchi approach and is shown in
table
4. RESULTS AND DISCUSSIONS
Larger is better for tensile strength and hardness
S/N= -10 log [1/N ∑ 1/yi2]
Smaller is better for Ductility
S/N= -10 log [1/N ∑ yi2]
RUNS
Speed
(R.P.M)
FEED
(mm/min)
Breaking or
MAX. Load
(KN)
Ultimate
Tensile
Strength
(N/mm2
)
Hardness
% of
Elongation
Bend Test
1 1200 24 8.80 120 56.3 1.06
Failed at
9002 1200 28 12.30 148 62.4 1.18
3 1600 24 11.90 148 95 1.96
4 1600 28 6.10 76 56.3 0.42
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________________
Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 582
Response Table for Signal to Noise Ratios
RUNS S/N RATIO for Ultimate Tensile
Strength
S/N RATIO for
Hardness
S/N RATIO for Ductility
1 41.58 35.01 -0.506
2 43.40 35.90 -1.437
3 43.40 39.55 -5.845
4 37.61 35.01 7.53
Signal to Noise Ratios for each level of factors
Interpretation: - From the above signal to noise ratios of
each level of factor it is concluded that the optimum factor
level to achieve Optimum tensile strength is A1 and B1
which are having maximum s/n ratios i.e speed is 1200
R.P.M and Feed is 24 mm/min and Optimum factor level to
achieve Optimum Hardness is A2 and B1 which are having
maximum s/n ratios i.e speed is 1600 R.P.M and Feed is 24
mm/min.optimum factor level to achieve optimum ductility
is A2 and B2 Which are having maximum s/n ratios i.e 1200
R.P.M and Feed is 24 mm/min
The regression equation of tensile strength and
hardness:-
Tensile strength = 343 - 0.055 SPEED - 5.5 FEED
HARDNESS = 116 + 0.0407 SPEED - 4.08 FEED
Interpretation: - Tensile strength = 343 - 0.055 Speed - 5.5
Feed. In the output above, if the speed variable increases by
1 unit and the other variables stay the same, Tensile strength
decreases by about 0.05 units on average. If the Feed
variable increases by 1 unit and the other variables stay the
same, Tensile strength decreases by about5.5 units, on
average. , hardness increases by about 0.0407 units on
average. If the Feed variable increases by 1 unit and the
other variables stay the same, hardness decreases by
about4.08 units, on average.
Response Table for Means of Tensile strength
Level Speed FEED
1 134.0 134.0
2 112.0 112.0
Delta 22.0 22.0
Rank 1 1
Response Table for Means of Hardness
Level Speed FEED
1 59.35 75.65
2 75.65 59.35
Delta 16.30 16.30
Rank 1 1
Interpretation: - From the delta values it assigns the rank to
each factor which are having more influence on the mean of
hardness, but in this for both factors rank was same so it
concluded that both factors are having same influence on the
mean of hardness.
5. CONCLUSIONS
A study of friction stir welding for magnesium alloys has
been conducted, in which alloys have been welded to
themselves and to each other. It has been possible to develop
procedures giving sound welds for all combinations, and
initial indications are that mechanical properties will meet
expectations.
1) Observed that the both factors are having same
influence on the mean of tensile strength. And
Mean of Hardness
2) Observed that the 1200 r.p.m and 24 mm/ min feed
were best to maximize the tensile strength.
3) Observed that the 1600 r.p.m and 24 mm/ min feed
were best to maximize the hardness.
4) In bending test all 4 pieces were failed at 900
, it
means that after friction welded joint , that weld
portion becomes brittle
Levels
Factors
Tensile strength Hardness Ductility
1 2 1 2 1 2
Speed (R.P.M) (A) 42.49 40.50 35.45 35.45 -0.97 0.84
FEED (mm/min) (B) 42.49 40.50 37.28 35.45 -3.17 3.04
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
_______________________________________________________________________________________________
Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 583
REFERENCES
[1] Dayong Kim, wonoh Lee and Juneheyung Kim,
2010. Chongmin Kim and Formability of evaluation
of friction stir welded 6111-T4 sheet with respect
joining material direction. International Journal of
Mechanical Science, doi:10. 1016/j.i jmecsci. 2010.
Maharashtra Institute of Technology, India,
2009.01.00.
[2] Zhang, H., S.B. Lin, L. Wu, J.C. Feng and S.H.L.
Ma, 2006. Defects formation procedure and
mathematical model for defect free friction stir
welding of magnesium alloy, Materials and Design,
27: 805-809.
[3] Mahmoud, T.S., A.M. Gaafer and T.A. Khalifa,
2011. Effect of tool rotational and welding speeds on
micro-structural and mechanical characteristics of
friction stir welded A319 cast Al alloy, Materials
Science and Technology, 24(5): 553-559
[4] Lung Kwang Pan, Che Chung Wang, Shien Long
Wei and Hai Feng Sher, 2007.Optimizing multiple
quality characteristics via Taguchi method-based
Grey analysis, Journal of Materials Processing
Technology, 182: 107-116.
[5] Vijayan, S., R. Raju and S.R.K. Rao, 2010. Multi
objective optimization of Friction Stir Welding
Process Parameters on Aluminium Alloy AA5083
Using Taguchi Based Grey Relation Analysis, 25:
1206-1212.
[6] Hakan Aydin, Ali Bayram, Ugur Esme, Yigit
Kazancoglu and Onur Guven, 2010. Application of
grey relation analysis (gray) and Taguchi method for
the parametric optimization of friction stir welding
(fsw) process, Materials and Technology, 44(4): 205-
211.

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Optimizing the process parameters of friction stir welded joint of magnesium alloy az31 b

  • 1. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________________ Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 580 OPTIMIZING THE PROCESS PARAMETERS OF FRICTION STIR WELDED JOINT OF MAGNESIUM ALLOY AZ31B G.Surya Prakash Rao1 , B.Balu Naik2 , Abhijith Datta3 1 Ph.D Scholar, JNTU, Hyderabad, A.P- 500060 2 Principal, JNTU College of Engineering, Manthani, Karimangar, Andhra Pradesh 3 Retd. Scientist/Director DRDO, Guest Faculty, University of Hyderabad Abstract This paper deals with Friction stir welding of AZ31B Mg alloy by using H13 Tool at different rotational speeds and welding speeds .Experiments were conducted according to L4 Orthogonal array which was suggested by Taguchi. Optimum parameters for optimum Tensile strength, Hardness and Ductility were found with the help of S/N ratios. Therefore optimization of input process parameter is required to achieve good quality of welding. In this experiment the effect of process parameters on welded joint was studied and optimizes the parameter by using Taguchi method and stated regression equation for tensile strength and hardness. Assigns the rank to each factor which are having more influence on the mean of tensile strength and hardness. Keywords: -FSW, Taguchi, DOE, Tensile Strength, Hardness, Ductility -------------------------------------------------------------------***------------------------------------------------------------------- 1. INTRODUCTION To produce a joint stronger than the fusion arc welded joint, the Friction Stir Welding process (FSW) can be used. Many applications such as aerospace, automotive and ship building industries, [1] widely use the friction stir welding to weld the lightweight materials, such as aluminum, magnesium and titanium. More effective welding and joining techniques are essential, however for further usage of magnesium alloys. Commonly encountered defects in fusion welded joints [2] such as oxide inclusions, porosity, cracks and distortions surrounding the tool must be hot, so that a successful can be reduced using the joining technique of (FSW), because it has a great potential for magnesium alloys. To develop quality joints, the process variables like the rotational speed, travel speed and tool geometry are vital [3]. 2. OPTIMIZATION USING TAGUCHI BASED GREY RELATION METHOD To design a high-quality system, a powerful tool also known as the Taguchi method, can be used. Not only does this method provide an efficient approach, but it provides a systematic approach to optimize designs for better performance and quality [4]. A design that has minimized the number of experiments is the orthogonal array experimental design. To determine the improved performance of the process parameter which increases the quality of the characteristics, the S/N ratio can be used. The characteristics of the S/N ratio performance can be divided into many factors: the smaller the better, if nominal the best, the factor larger the better was picked, which optimized the tensile strength and hardness. Base material AZ31 Chemical Composition:- Alloy Zn Mn Si Fe Cu Ni Mg % 0.72 0.30 0.08 0.005 0.05 0.005 Remai nder Tool H13 Chemical composition Element s C Mn Cr Mo V Si Fe % 0.4 0 0.3 5 5.2 0 1.3 0 0.9 5 1.0 0 Remaind er INPUT Variables for 4Runs, 2Lvels and 2 Factors:- Levels of factors:- Runs Speed(R.P.M) FEED (MM/MIN) 1 1200 24 2 1200 28 3 1600 24 4 1600 28 Levels Factors High Low Speed (R.P.M) 1600 1200 FEED (MM/MIN) 28 24
  • 2. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________________ Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 581 3. EXPERIMENTAL SETUP A sheet of Magnesium AZ31B alloy with 100 mm length, 100 mm width and 4 mm thickness was used in this study. The base material’s chemical composition is given in Table 1. FSW of the parts were carried out on a study of Vertical Milling machine Special clamping methods were used to have a firm gripping of the work pieces. The Ultimate Tensile Testing machine and hardness testing machine were used to test the tensile strength, elongation and hardness. The Table 2 below shows the identified process parameters and their levels. The L4 orthogonal array is selected as per standard suggested by Taguchi approach and is shown in table 4. RESULTS AND DISCUSSIONS Larger is better for tensile strength and hardness S/N= -10 log [1/N ∑ 1/yi2] Smaller is better for Ductility S/N= -10 log [1/N ∑ yi2] RUNS Speed (R.P.M) FEED (mm/min) Breaking or MAX. Load (KN) Ultimate Tensile Strength (N/mm2 ) Hardness % of Elongation Bend Test 1 1200 24 8.80 120 56.3 1.06 Failed at 9002 1200 28 12.30 148 62.4 1.18 3 1600 24 11.90 148 95 1.96 4 1600 28 6.10 76 56.3 0.42
  • 3. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________________ Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 582 Response Table for Signal to Noise Ratios RUNS S/N RATIO for Ultimate Tensile Strength S/N RATIO for Hardness S/N RATIO for Ductility 1 41.58 35.01 -0.506 2 43.40 35.90 -1.437 3 43.40 39.55 -5.845 4 37.61 35.01 7.53 Signal to Noise Ratios for each level of factors Interpretation: - From the above signal to noise ratios of each level of factor it is concluded that the optimum factor level to achieve Optimum tensile strength is A1 and B1 which are having maximum s/n ratios i.e speed is 1200 R.P.M and Feed is 24 mm/min and Optimum factor level to achieve Optimum Hardness is A2 and B1 which are having maximum s/n ratios i.e speed is 1600 R.P.M and Feed is 24 mm/min.optimum factor level to achieve optimum ductility is A2 and B2 Which are having maximum s/n ratios i.e 1200 R.P.M and Feed is 24 mm/min The regression equation of tensile strength and hardness:- Tensile strength = 343 - 0.055 SPEED - 5.5 FEED HARDNESS = 116 + 0.0407 SPEED - 4.08 FEED Interpretation: - Tensile strength = 343 - 0.055 Speed - 5.5 Feed. In the output above, if the speed variable increases by 1 unit and the other variables stay the same, Tensile strength decreases by about 0.05 units on average. If the Feed variable increases by 1 unit and the other variables stay the same, Tensile strength decreases by about5.5 units, on average. , hardness increases by about 0.0407 units on average. If the Feed variable increases by 1 unit and the other variables stay the same, hardness decreases by about4.08 units, on average. Response Table for Means of Tensile strength Level Speed FEED 1 134.0 134.0 2 112.0 112.0 Delta 22.0 22.0 Rank 1 1 Response Table for Means of Hardness Level Speed FEED 1 59.35 75.65 2 75.65 59.35 Delta 16.30 16.30 Rank 1 1 Interpretation: - From the delta values it assigns the rank to each factor which are having more influence on the mean of hardness, but in this for both factors rank was same so it concluded that both factors are having same influence on the mean of hardness. 5. CONCLUSIONS A study of friction stir welding for magnesium alloys has been conducted, in which alloys have been welded to themselves and to each other. It has been possible to develop procedures giving sound welds for all combinations, and initial indications are that mechanical properties will meet expectations. 1) Observed that the both factors are having same influence on the mean of tensile strength. And Mean of Hardness 2) Observed that the 1200 r.p.m and 24 mm/ min feed were best to maximize the tensile strength. 3) Observed that the 1600 r.p.m and 24 mm/ min feed were best to maximize the hardness. 4) In bending test all 4 pieces were failed at 900 , it means that after friction welded joint , that weld portion becomes brittle Levels Factors Tensile strength Hardness Ductility 1 2 1 2 1 2 Speed (R.P.M) (A) 42.49 40.50 35.45 35.45 -0.97 0.84 FEED (mm/min) (B) 42.49 40.50 37.28 35.45 -3.17 3.04
  • 4. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________________ Volume: 03 Issue: 05 | May-2014, Available @ http://www.ijret.org 583 REFERENCES [1] Dayong Kim, wonoh Lee and Juneheyung Kim, 2010. Chongmin Kim and Formability of evaluation of friction stir welded 6111-T4 sheet with respect joining material direction. International Journal of Mechanical Science, doi:10. 1016/j.i jmecsci. 2010. Maharashtra Institute of Technology, India, 2009.01.00. [2] Zhang, H., S.B. Lin, L. Wu, J.C. Feng and S.H.L. Ma, 2006. Defects formation procedure and mathematical model for defect free friction stir welding of magnesium alloy, Materials and Design, 27: 805-809. [3] Mahmoud, T.S., A.M. Gaafer and T.A. Khalifa, 2011. Effect of tool rotational and welding speeds on micro-structural and mechanical characteristics of friction stir welded A319 cast Al alloy, Materials Science and Technology, 24(5): 553-559 [4] Lung Kwang Pan, Che Chung Wang, Shien Long Wei and Hai Feng Sher, 2007.Optimizing multiple quality characteristics via Taguchi method-based Grey analysis, Journal of Materials Processing Technology, 182: 107-116. [5] Vijayan, S., R. Raju and S.R.K. Rao, 2010. Multi objective optimization of Friction Stir Welding Process Parameters on Aluminium Alloy AA5083 Using Taguchi Based Grey Relation Analysis, 25: 1206-1212. [6] Hakan Aydin, Ali Bayram, Ugur Esme, Yigit Kazancoglu and Onur Guven, 2010. Application of grey relation analysis (gray) and Taguchi method for the parametric optimization of friction stir welding (fsw) process, Materials and Technology, 44(4): 205- 211.