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A Research Paper on Optimization of Different Tool Nose Radius and Their Effects on Surface Finishing ,Geometric Accuracy and Forming Time Using Al7075 Employing Taguchi Technique

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Optimization of Different Tool Nose Radius and Their Effects on Surface

Finishing, Geometric Accuracy and Forming Time Using Al7075

Employing Taguchi Technique

Sandeep kumar

1

Jagdip Chauhan

2

1

M.TechStudent

2

AssistantProfessor

1,2

Department of Mechanical Engineering

1,2

Guru Jambheshwar University of Science and Technology Hisar, 125001, India

Abstract— Incremental sheet metal forming is widely used and one of the well-developed manufacturing process these days. In ISF the parts formed have good quality, geometric accuracy, and ready to be used. This is the new technique as in the conventional forming avoiding the use of punches and dies it is not possible to manufacture the parts of good quality and it also leads to higher setup time and the manufacturing cost of the product is also high which is undesirable. To overcome these problems there is a need of process which reduces higher set up cost of punches and dies. In the conventional forming it also takes higher lead time which effects badly the cost and idle time. The ISF process is carried out with the help of a blank holder to hold the work piece and a hemi-spherical tool of different nose radius is utilized. A pre-generated tool path may be developed in CAD/CAM software, need to be integrated with the cnc machining center. To optimize the process parameters in ISF, L9 orthogonal array, taguchi method and ANOVA were developed for various process parameters such as feed rate, spindle speed, tool diameter, step depth[1]. The aim of this study is to optimize the forming time, surface roughness and geometric accuracy. the software MINI TAB-17 has been used for the analysis purpose. Analysis of variance(ANOVA)has been employed to investigate the characteristics and experimental results of the process.

Key words: Taguchi Technique, Forming time, Incremental

sheet metal forming, tool nose radius, surface roughness, Geometric accuracy.

I. INTRODUCTION

Incremental sheet metal forming is the process in which a sheet metal is being deformed without the use of punches and dies. So as to reduce the higher lead time and output cost. Single point incremental forming is one of the newest and feasible process for rapid proto typing for manufacturing of small batch production. This process is carried out on CNC machining center, a blank holder is required to hold the sheet and the tool of hemi-spherical tool nose radius is being employed. For the forming process as the tool rotates to the pre-generated path, the forming is carried out. Incremental sheet metal forming is a highly localized deformation process in which a tool follows the pre-defined shape and moves over the sheet metal which is hold by a blank holder and forms the desired shape. Taguchi technique allows a cheap and fast production of the products. Single point incremental forming has four basic elements:-

[image:1.595.304.548.147.456.2]

1) A blank holder 2) A single point forming tool 3) A sheet metal blank holder 4) CNC motion and tool path.

Fig.1: Four Different configuration of ISF

Single point incremental forming may be carried with or without the use of dies as it is of various types such as forming with partial dies, elastic die or die less forming as shown in the figure 1

II. EXPERIMENTAL WORK

A. Equipment:

The Experiments were performed on the Emco CNC machine (machining center) using tools of high speed steel with hemi-spherical tool nose of different nose radius. Bowl shape was drawn in one operation in order to investigate the incremental sheet metal forming. Geometrics were formed with the CAD/CAM software so that the shape which is to be drawn may be carried out. Fixture need to be designed to hold blank against overhead tool force, so that sheet metal deformation can take place on sheet. No specially designed tool is needed in ISF, as simple round ball ended tool can be used universally with desired diameter may be 8, 10,12 mm according to the desired shape and depending upon work piece material.

[image:1.595.309.547.618.755.2]
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B. Material and Its Properties:

The material used for the present machining is Al7075 alloy.7075 is the highest strength alloy of the commercially available aluminum metal, and is typically used as aircraft structures and gears. The mechanical properties for Al7075 are shown in Table 1

C. Mechanical Properties:

The different properties of aluminum 7075 are tabulated in Table 1

Properties Units Tensile Strength 572Mpa

Yield Strength 530Mpa Fatigue Strength 159Mpa Shear Strength 130mpa Poisson’s Ratio 0.33 Table 1: Mechanical properties

D. Development Of Tool:

[image:2.595.301.552.187.465.2]

The hemi-spherical tool of different nose radius used during the machining process on the CNC machine. The tool is made up of high stainless steel(HSS).The nose radius of tool which were used during the machining were 8mm and 10mm in diameter.

Fig. 3: tools of different nose radius

III. EXPERIMENTAL DESIGN

A. Taguchi Experimental Design:

The Taguchi method was utilized to design ISF experiments for investigation of the effects of Process parameters on forming time. The Taguchi method has been widely used for experiment design which allows reducing the number of tests for optimising purpose through robust design of experiments. The overall objective of the method is to produce high quality product at low cost to the manufacturer. The experimental design proposed by Taguchi involves orthogonal arrays to organize the parameters affecting the process and to define the upper and lower limits of the parameters. Instead of having to conduct all possible combinations like the factorial design, the Taguchi method tests pairs of combinations. This allows for the collection of the necessary data to determine the most influential factors with a minimum amount of

experimentation, thus saving time and resource .The general design steps involved in the Taguchi method in this thesis are as follows:

 Define the process objective or a target value for a performance measure of the process. Forming time was chosen as the target in this design. The deviation in the performance characteristic from the target value was used to define the loss function for the process.

 Determine the design parameters which affects the process. The number of levels that the parameters should be varied must be specified. In this study, four parameters of step over, feed rate, spindle speed and tool diameter were selected with varying at three levels.  Create orthogonal arrays for the parameter design

indicating the number and conditions for each experiment. A total of 9 experiments have been designed in this case.

 Conduct the experiments indicated in the completed array to collect experimental results.

 Complete data analysis to determine the effect of the different parameters on the performance measure. S.

N o.

Facto

r Unit

Symb ol

Leve ls

Lev el 1

Lev el 2

Lev el 3

1

Spind le Spee

d

rpm A 3 600 800 100

0

2 Feed Rate

mm/

min B 3 500 700

100 0

3 Step

depth mm C 3 0.2 0.3 0.4

4 Tool

Dia mm D 2 8 10 8

Table 2: Levels of Various Process Parameter

B. Selection Of Orthogonal Array:

The selection of orthogonal arrays largely depends upon the degree of freedom of selected process parameters. The degree of freedom of selected orthogonal arrays should be greater than or equal to the degree of freedom of the selected process parameters. The degree of freedom of orthogonal arrays is one less than the number of experiments in the used arrays. The degree of freedom of selected parameters depends upon number of levels selected for those parameters. Suppose for a parameter number of levels selected are three so the degree of freedom associated with it is two. Taguchi’s L9 orthogonal

array is selected which is shown below in table 3. S.NO. A B C

1 1 1 1

2 1 2 2

3 1 3 3

4 2 1 2

5 2 2 3

6 2 3 1

7 3 1 3

8 3 2 1

9 3 3 2

[image:2.595.51.283.352.554.2] [image:2.595.381.475.617.742.2]
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IV. EXPERIMENT RESULTS

Following nine experiments are performed by taking different factor combinations then below three responses are analysed for optimum value of process parameters which are shown in Table 4.

Exp .no.

Factors Response

Spi ndle Spe ed Fe ed rat e Ste p De pth Tool diam eter Surfa ce Roug hness Dimen sional accura cy For min g Tim e

1 600 50

0 0.2

0 8 1.80 98.79 96

2 600 70

0 0.3

0 10 2.05 97.93 75

3 600 10

00 0.4

0 8 2.00 97.03 52

4 800 50

0 0.4

0 10 2.65 99.30 47

5 800 70

0 0.2

0 8 2.07 98.44 96

6 800 10

00 0.3

0 10 2.45 97.54 71

7 100

0 50

0 0.3

0 8 1.98 99.81 68

8 100

0 70

0 0.4

0 10 2.68 98.95 93

9 100

0 10 00

0.2

0 8 1.89 97.65 44

Table 4: Experimental data

V. ANALYSIS AND DISCUSSION OF RESULT

A. Surface Roughness:

Response table for means of surface rougness

Level A B C D

1 1.950 2.143 2.310 1.920 2 2.390 2.267 2.197 2.160 3 2.183 2.113 2.017 2.443 Delta 0.440 0.153 0.293 0.523

Rank 2 4 3 1

Table 5: Surface Roughness

[image:3.595.41.550.69.771.2]

B. Graph:

Fig. 4: Effect of process parameter on surface roughness sour ce D F Adj.S S Adj.M S F-Val ue P-Val ue %contribut ion

A 2 0.000

00

0.0000

00 0.00

1.00

0 32.99

B 2 0.871

27

0.4356

33 4.26

0.03

1 1.02

C 2 0.000

00

0.0000

00 0.00

1.00

0 32.99

D 2 0.000

00

0.0000

00 0.00

1.00

0 32.99

Erro

r 18

1.841 00

0.1022 78 Tota

l 26

2.712 27

Table 6: Analysis of variance

C. Geometric Accuracy:

Response table for means of geometric accuracy

level A B C D

1 97.92 99.30 98.43 98.29 2 98.43 98.44 98.29 98.43 3 98.80 97.41 98.43 98.43 Delta 0.89 1.89 0.13 0.13

Rank 2 1 3.5 3.5

Table 7:

D. Graph:

Fig. 5: Effect of process parameter on geometric accuracy

E. Analysis Of Variance:

Sour ce D F Adj.S S Adj. MS f-valv e p-valu e %contribut ion

A 2 0.000

0

0.000

00 0.00

1.00

0 31.54

B 2 3.564

5

1.782

23 1.96

0.17

0 5.36

C 2 0.000

0

0.000

00 0.00

1.00

0 31.54

D 2 0.000

0

0.000

00 0.00

1.00

0 31.54

Error 18 16.38 96

0.910 53

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Table 8: Analysis of variance

F. Forming Time:

Response table for means of forming time

Level A B C D

1 74.33 70.33 86.67 78.67 2 71.31 88.00 55.33 71.33 3 68.33 55.67 72.00 64.00 Delta 6.00 32.33 31.33 14.67

Rank 4 1 2 3

Table 9: Formating Time

[image:4.595.44.526.93.708.2]

G. Graph:

Fig. 6: Effect of process parameter on forming time

H. Analysis Of Variance:

Sour ce

D

F Adj ss Adj MS

F-valu

e P-Val

ue

%contribut ion

A 2 0.0 0.000 0.0

0 1.00

0 25.85

B 2 162.0

0

81.00 0

0.1 4

0.86

7 22.42

C 2 0.0 0.000 0.0

0 1.00

0 25.85

D 2 0.0 0.000 0.0

0 1.00

0 25.85

Error 18 10100 .0

561.6 67

Total 26 10272 .0

Table 10: Analysis Of Variance

VI. RESULTS AND DISCUSSION

From the above ANOVA table it is clear that surface roughness depends upon step depth by 73.65%.For achieving better surface roughness we need to decrease the diameter of the tool as the tool of larger dia. Gives stress on the large surface area where it actually touches and hence decreases the surface finishing. Design of experiment using taguchi method tells that as we decrease the step depth the finishing of the formed part increases. ANOVA results shows that step depth

is important factor of surface finish for obtaining better surface finishing. We need to adjust two parameter step depth and tool diameter. Because surface finishing depends upon the contact area and contact time between tool and the sheet. On the other side tool diameter also affects the geometric accuracy as the tool with small diameter forms large stresses as compare to tool of large diameter. The tool having 8mm nose radius have 98.33% geometric accuracy as compare to tool of nose radius 10mm have 95.63% geometric accuracy. Feed rate and spindle speed does not have significant effect on the surface finishing and geometric accuracy. But forming time have a significant affect of the step depth and tool diameter. As we increases the step depth forming time reduces and the same effect is of the tool diameter as tool of large nose radius is used it reduces the forming time but greatly effects the geometric accuracy and surface finishing.

VII. CONCLUSIONS

A bowl shape structure was formed successfully. The deformation values was according to the pre-generated tool path defined. From the ANOVA results it is concluded that- 1) Surface roughness depends upon step depth by

73.65%.and the geometric accuracy was found to be 98.33% with tool of 8mm nose radius.

2) Feed rate and spindle speed does not have significant effect on surface finishing and geometric accuracy. 3) Forming time was reduced upto a significant level by

using a tool of higher tool nose radius as compare to tool of lower nose radius.

REFERENCES

[1] On Uma Lasunon, Surface Roughness in Incremental Sheet Metal Forming of AA5052. Advanced Materials Research, 2013. 753-755: p. 203-206.

[2] Ambrogio, G., L. Filice, and F. Gagliardi, Improving industrial suitability of incremental sheet forming process. The International Journal of Advanced Manufacturing Technology, 2012. 58(9-12): p. 941-947. [3] Sarraji, W.K.H., J. Hussain, and W.-X. Ren, Experimental Investigations on Forming Time in Negative Incremental Sheet Metal Forming Process. Materials and Manufacturing Processes, 2011. 27(5): p. 499-506.

[4] Sarraji, W.K.H., J. Hussain, and W.-X. Ren, Experimental Investigations on Forming Time in Negative Incremental Sheet Metal Forming Process. Materials and Manufacturing Processes, 2011. 27(5): p. 499-506.

[5] Malhotra, R., et al., Improvement of Geometric Accuracy in Incremental Forming by Using a Squeezing Toolpath Strategy With Two Forming Tools Journal of Manufacturing Science and Engineering, 2011. 133(6): p. 61019.

[6] Hamilton, K.A.S., Friction and external surface roughness in single point incremental forming: A study of surface friction, contact area and the 'orange peel' effect. 2010

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forming. Journal of Materials Processing Technology, 2010. 210(14): p. 1934-1941.

[8] Powers, B.M., M. Ham, and M.G. Wilkinson, Small data set analysis in surface metrology: an investigation using a single point incremental forming case study. Scanning, 2010. 32(4): p. 199-211.

[9] Petek A., Kuzman K., Kopač J., 2009, Deformations and forces analysis of single point incremental sheet metal forming, Arch. Mater. Sci. and. Eng. 35: 107-116. [10]Allwood J, King G, Duflou J (2005) A structured search

for applications of the incremental sheet forming process by product segmentation. Proceedings of the I MECH E Part B Journal of Engineering Manufacture 6:239–244 [11]Jeswiet, J., et al., Asymmetric single point incremental

forming of sheet metal. Annals of CIRP— Manufacturing Technology, 2005. 54(2): p. 623-649. [12]Hagan, E. and J. Jeswiet, Analysis of surface roughness

for parts formed by computer numerical controlled incremental forming. PROCEEDINGS OF THE INSTITUTION OF MECHANICAL ENGINEERS

PART B-JOURNAL OF ENGINEERING

MANUFACTURE, 2004. 218(10): p. 1307-1312. [13]Kim Y.H., Park J.J., 2002, Effect of process parameters

on formability in incremental forming of sheet metal, J. Mater. Process. Tech. 130(1): 42-46.

References

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