Parametric Optimization of Wire Electrical Discharge Machining by Taguchi Technique on Composite Material

DOI : 10.17577/IJERTV4IS090489

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Parametric Optimization of Wire Electrical Discharge Machining by Taguchi Technique on Composite Material

Kishore. G. C 1*

1 Post Graduate Student, Dept. of Mechanical Engineering,

Dayananda Sagar College of engineering, Bangalore-560078, Karnataka, INDIA.

Aruna Devi. M 2

2 Assistant Professor,

Dept. of Mechanical Engineering, Dayananda Sagar College of engineering, Bangalore-560078, Karnataka, INDIA.

  1. P. S Prakash 3

    3 Principal,

    Dayananda Sagar College of engineering, Bangalore-560078, Karnataka, INDIA.

    Abstract In this present study, Al7075+10%Al2O3 metal matrix composite (MMC) were fabricated using stir casting method. The five parameter namely voltage, pulse-on, pulse-off, current, bed speed were chosen as factors to study the output responses in terms of material removal rate (MRR) and surface roughness (Ra) while machining Al7075+10%Al2O3 metal matrix composite (MMC) in wire Electrical Discharge Machining (WEDM). Experimentation has been carried out using Taguchis L18 orthogonal array. Evaluation of output responses has been done by Signal to Noise (S/N) ratio analysis and to determine the significant effect of each parameter Analysis of Variance (ANOVA) was carried out. Optimal value of parameters which maximize material removal rate (MRR) and minimize surface roughness (Ra) were determined based on experimental result, In addition mathematical model have developed for output responses.

    KeywordsWEDM, MRR, Ra, Taguchi orthogonal array, minitab-17 software.

    EDM material removal process were wire is used as cutting tool as shown in Fig-1. The discrete sparking between work piece and wire, erodes the material from the work piece in the presence of dielectric fluid which is flushed continuously to working zone and also flush the eroded particles and acts as coolant. Taguchi orthogonal array is used to conduct the experiment with less number of experiment and get better result. The experimental result is transformed to S/N ratio and ANOVA are used to determine optimum value and relative contribution of each factor on output responses.

    1. INTRODUCTION

      A composite is a material which is comprised of two or more materials. The main part of the composite is called as matrix material and the material mixed is called as reinforcement. The composite are mainly classified in to three groups Polymer matrix composites (PMCs), Metal matrix composites (MMCs), Ceramic matrix composites (CMCs). To produce Polymer matrix composites (PMCs), Metal matrix composites (MMCs), Ceramic matrix composites (CMCs) reinforcement are added. The advantage of using composite are light weight, high strength, corrosion resistance, high impact strength, design flexibility, dimension stability and so on. Aluminium matrix composite (AMC) exhibit outstanding combination properties such as high strength, high stiffness, thermal and electric conductivities from these magnificent property AMCs are used in aerospace, automobile, defense and in many other sectors. These composite can be fabricated by using stir casting method. In which reinforcement material can be mixed with molten metal by mechanical stirring process. This method can reduce the final cost and produce large quantity. Wire electrical discharge machining (WEDM) is a thermo-electrical process which is classified under non- traditional machining process. WEDM is effectively and successfully used to machine MMC. WEDM is similar to

      Fig- 1 Wire electric discharge machining (WEDM) model

    2. EXPERIMENTAL STUDY

      1. Material Selection

        1. Matrix Material

          Aluminium Al7075 alloy was considered as the matrix material based on mechanical properties like machinability, fatigue strength, corrosion resistance are excellent compared to other Aluminium alloy.

          Table – I Chemical composition of Al7075

          Contents

          Zn

          Mg

          Cu

          Cr

          Fe

          Si

          Mn

          Ti

          Al

          Composition (%)

          6

          3

          2

          0.3

          0.6

          0.5

          0.4

          0.3

          Bal

        2. Reinforcement

        Al2O3 (Alumina) of size 50 – 100 microns was used as reinforcing particles with the proportions of 90% and 10%. In engineering ceramic family Alumina is widely used and it is cost effective material which have excellent combination of properties. With the fine grain alumina has wide range of application.

        selection of process parameter were based on machine capability. The parameters like Voltage, pulse-on, pulse-off, current, bed speed were chosen to carry out the experiments

        Table- III Machining parameter used in experiments

        parameters

        Level

        I

        II

        III

        Units

        A

        Voltage

        75

        100

        —-

        Volts

        B

        Pulse-ON

        40

        30

        20

        sec

        C

        Pulse-OFF

        9

        12

        15

        sec

        D

        Current

        2

        4

        6

        Amps

        E

        Bed speed

        50

        150

        250

        m/sec

        Table – II Chemical composition of AL2O3

        Contents

        SiO2

        Fe2O3

        TiO2

        Na2O

        AL2O3

        Composition (%)

        0.15

        0.05

        0.15

        0.45

        Bal

      2. Composite Preparation

        The present study was conducted by taking Aluminium Al7075 as a base matrix and Al2O3 of size 50 – 100 microns was used as reinforcing particles with the proportions of 90% and 10% wt. respectively. Aluminium Al7075 alloys were melted using 6kw melting furnace (silicon element heating) at a temperature of 7400c for 30 min. Then the mixture was stirred using a ceramic coated metallic stirrer rotating at 300 rpm for 15 minutes and then it was poured in to a metallic mould which was preheated.

        1) Metallographic Study

        Fig- 2 Microstructure

        To investigate the distribution of discontinuous reinforcement matrix in the fabricated specimen, the quality of specimen was checked by metallographic study using optical microscope connected to computer imaging system and scanning electron microscope. Microstructure of composite specimen was observed at 200X. From the Fig-2 uniformly distributed reinforcement was revealed.

      3. Wire Electrical Discharge Machining (WEDM)

        The experiments was conducted by using DK-7732 WEDM machine tool which is manufactured by CONCORD United Products Ltd. Based on the thickness, material the operator can select the input parameter from the manual provided by the manufacturing company. Molybdenum wire of Diameter 0.18mm was used and demineralized water plus JR3A gel is used as a dielectric fluid to carry out experiments. The

        Material removal rate (MRR) can be calculated using

        Eq. (1).

        MRR= (2*Wg+D) * t * L Eq. (1)

        T

        Where,

        Wg = spark gap – 0.02mm

        D = Diameter of ire – 0.18mm T = Time taken to cut min

        L = Distance travelled by tool 60mm t = Thickness of work piece 10mm

        Surface roughness was measured using Mitutoyo Surftest SJ- 210 portable surface measuring unit.

      4. Experimental Design

      Dr.Genichi Taguchi developed Taguchi method which was built on traditional concepts of Design of Experiment (DOE).

      R.A. Fisher introduced the DOE technique to study the multiple variables simultaneously. Orthogonal array (OA) is a specially constructed table based on DOE technique to reduce the number of experiments. The L18 (2*3) orthogonal array was chosen to conduct the experiment as shown in Table- IV

      Table- IIV L18 (2*3) orthogonal array

      L18 (2*3) Orthogonal array

      Exp

      Voltage

      Pulse ON

      Pulse OFF

      Current

      Bed

      speed

      No.

      volts

      (µs)

      (µs)

      Amps

      (µm/s)

      1

      75

      40

      9

      2

      50

      2

      75

      40

      12

      4

      150

      3

      75

      40

      15

      6

      250

      4

      75

      30

      9

      2

      150

      5

      75

      30

      12

      4

      250

      6

      75

      30

      15

      6

      50

      12

      17.483

      24.853

      1.595

      -4.055

      13

      28.884

      29.213

      1.759

      -4.905

      14

      5.880

      15.387

      1.617

      -4.174

      15

      11.681

      21.350

      1.768

      -4.950

      16

      17.862

      25.039

      1.458

      -3.275

      17

      14.270

      23.089

      1.729

      -4.756

      18

      5.877

      15.383

      1.501

      -3.528

      7

      75

      20

      9

      4

      50

      8

      75

      20

      12

      6

      150

      9

      75

      20

      15

      2

      250

      10

      100

      40

      9

      6

      250

      11

      100

      40

      12

      2

      50

      12

      100

      40

      15

      4

      150

      13

      100

      30

      9

      4

      250

      14

      100

      30

      12

      6

      50

      15

      100

      30

      15

      2

      150

      16

      100

      20

      9

      6

      150

      17

      100

      20

      12

      2

      250

      18

      100

      20

      15

      4

      50

      After conducting the experiments results were evaluated by using, S/N ratio and ANOVA to find the optimal value and relative parameter influence on output responses i.e. (MRR, Ra).

      The S/N ration is classified as Larger the better, Nominal the better and Smaller the better. The S/N ratio for MRR and Ra was calculated by logarithmic transformation function as shown in Eq. (2). Larger the better and Eq. (3) Smaller the better respectively S/N ratio and tabulate in Table- V

      MRR = -10 log ( (1/y2)/n) Eq. (2)

      RA = -10 log (y2/n) Eq. (3)

    3. RESULT AND DISCUSSION

      The analysis of experimental results were carried out by using minitab-17. The results were transformed to signal to noise ratio of MRR and Ra for Al7075+10%Al2O3 metal matrix composite (MMC).

      L18 (2*3) Orthogonal array

      Exp. No.

      MRR

      S/N ratio

      MRR

      Ra

      S/N ratio

      Ra

      mm3/min

      (dB)

      (µm)

      (dB)

      1

      5.641

      15.027

      1.784

      -5.028

      2

      16.500

      24.350

      1.528

      -3.682

      3

      17.984

      25.098

      1.572

      -3.929

      4

      13.895

      22.857

      1.737

      -4.796

      5

      17.671

      24.945

      1.739

      -4.806

      6

      5.906

      15.426

      1.387

      -2.842

      7

      5.901

      15.418

      1.645

      -4.323

      8

      17.886

      25.050

      1.567

      -3.901

      9

      8.800

      18.890

      1.749

      -4.856

      10

      30.137

      29.582

      1.405

      -2.954

      11

      5.911

      15.434

      1.576

      -3.951

      Table- V Eexperimental results

      1. Signal to Noise (S/N) ratio

        The S/N ratio graph for material removal rate (MRR) is shown in fig 3. from the graph the optimum value obtained are Voltage 100 volts, Pulse-ON 40(µs), Pulse-OFF 9(µs), Current 6 Amps, Bed speed 250 (µm/s). This optimum value gives maximum MRR. The S/N ratio graph for surface roughness (Ra) is shown in fig 4. from the graph the optimum value obtained are Voltage 100 volts, Pulse-ON 40 (µs), Pulse-OFF 15 (µs), Current 6 Amps, Bed speed 50 (µm/s). This optimum value gives minimize Ra.

        Fig. 3. Signal to noise ratio graph for material removal rate (MRR)

        Fig. 4. Signal to noise ratio graph for surface roughness (Ra)

        The Response Table for S/N ratio for Material Removal Rate (MRR) and surface roughness (Ra) is shown in Table-VI and Table-VII

        Table-VI Taguchi Analysis: MRR v/s Voltage, Pulse On, Pulse Off, Current, Bed Speed

        3.16

        Response Table For Signal To Noise Ratios Larger Is Better

        Level

        Voltage

        Pulse-On

        Pulse-Off

        Current

        Bed

        Speed

        1

        20.78

        20.48

        22.86

        19.44

        15.35

        2

        22.15

        21.53

        21.38

        22.36

        23.92

        3

        ——-

        22.39

        20.17

        22.60

        25.14

        Delta

        1.36

        1.91

        2.69

        9.79

        Rank

        5

        4

        3

        2

        1

        Table-VII Taguchi Analysis: Ra v/s Voltage, Pulse-No, Pulse-Off, Current, Bed Speed

        Response Table For Signal To Noise Ratios Smaller Is Better

        Level

        Voltage

        Pulse-On

        Pulse-Off

        Current

        Bed

        Speed

        1

        -4.240

        -4.107

        -4.214

        -4.723

        -3.974

        2

        -4.061

        -4.412

        -4.212

        -4.217

        -4.110

        3

        ——

        -3.933

        -4.026

        -3.512

        -4.368

        Delta

        0.180

        0.479

        0.187

        1.210

        0.393

        Rank

        5

        2

        4

        1

        3

      2. Analysis Of Variance (ANOVA)

        The ANOVA results for Material Removal Rate (MRR) and surface roughness (Ra) are shown in Table VIII and IX and Fig 5 and 6 shows the Percentage contributions of Material Removal Rate (MRR) and surface roughness (Ra)

        Analysis of variance

        Source

        DF

        Adj SS

        Adj MS

        F-Value

        P-Value

        Regression

        5

        860.68

        172.14

        16.01

        0.000

        Voltage

        1

        42.95

        42.95

        3.99

        0.069

        Pulse-On

        1

        44.31

        44.31

        4.12

        0.065

        Pulse-Off

        1

        99.69

        99.69

        9.27

        0.010

        Current

        1

        104.76

        104.76

        9.74

        0.009

        Bed Speed

        1

        568.97

        568.97

        52.92

        0.000

        Error

        12

        129.01

        10.75

        —–

        ——-

        Total

        17

        989.70

        ——–

        —–

        ——-

        Table-VIII Regression Analysis: MRR v/s Voltage, Pulse On, Pulse Off, Current, Bed Speed

        Fig. 5 Percentage contributions by process parameters on MRR

        Table-IX Regression Analysis: Ra v/s Voltage, Pulse-No, Pulse-Off, Current, Bed Speed

        Analysis of variance

        Source

        DF

        Adj SS

        Adj MS

        F-Value

        P-Value

        Regression

        5

        0.177183

        0.035437

        4.05

        0.022

        Voltage

        1

        0.005000

        0.005000

        0.57

        0.464

        Pulse-On

        1

        0.002977

        0.002977

        0.34

        0.570

        Pulse-Off

        1

        0.003888

        0.003888

        0.44

        0.517

        Current

        1

        0.148964

        0.148964

        17.04

        0.001

        Bed Speed

        1

        0.016354

        0.016354

        1.87

        0.196

        Error

        12

        0.104894

        0.008741

        —–

        ——-

        Total

        17

        0.28076

        ——–

        —–

        ——-

        Fig 6 Percentage contributions by process parameters on Ra

      3. Mathematical Model

      Multiple linear regression (MLR) model is performed by the help of MINITAB-17 software. This model is used to predict various performance measures in WEDM process. The Equation (4) and (5) shows the mathematical model, Table X and XI shows the model summary. Experimental value and predicted value are compared as shown in figure 7 and figure 8 of Material Removal Rate (MRR) and surface roughness (Ra) respectively.

      Table – X Model summary for MRR

      Model summary

      S

      R-sq

      R-sq

      (adj)

      R-sq

      (pred)

      3.27887

      86.96%

      81.53%

      71.74%

      Coefficients

      Term

      Coef

      SE Coef

      T-Value

      P-Value

      VIF

      Constant

      -7.50

      7.61

      -0.99

      0.344

      —–

      Voltage

      0.1236

      0.0618

      2.00

      0.069

      1.00

      Pulse-On

      0.1922

      0.0947

      2.03

      0.065

      1.00

      Pulse-Off

      -0.961

      0.316

      -3.05

      0.010

      1.00

      Current

      1.477

      0.473

      3.12

      0.009

      1.00

      Bed Speed

      0.06886

      0.00947

      7.27

      0.000

      1.00

      Regression Equation

      MRR = -7.50+ 0.1236 Voltage + 0.1922 Pulse-On –

      0.961 Pulse-Off + 1.477 Current

      + 0.06886 Bed Speed. Eq. (4)

      Fig. 7 comparison of MRR between experimental and predicted

      Table XI Model summary for Ra

      Model summary

      S

      R-sq

      R-sq (adj)

      R-sq (pred)

      0.0934940

      62.81%

      47.32%

      14.95%

      Coefficients

      Term

      Coef

      SE Coef

      T-Value

      P-Value

      VIF

      Constant

      2.021

      0.217

      9.32

      0.000

      —–

      Voltage

      -0.00133

      0.00176

      -0.76

      0.464

      1.00

      Pulse-On

      -0.00157

      0.00270

      -0.58

      0.570

      1.00

      Pulse-Off

      -0.00600

      0.00900

      -0.67

      0.517

      1.00

      Current

      -0.0557

      0.0135

      -4.13

      0.001

      1.00

      Bed Speed

      0.000369

      0.000270

      1.37

      0.196

      1.00

      Regression Equation

      Ra =2.021 – 0.00133 Voltage – 0.00157 Pulse-On 0.00600Pulse-Off – 0.0557 Current +0.000369 Bed Speed.

      Eq. (5)

      Fig. 8 comparison of Ra between experimental and predicted

      Response

      Factor

      Voltage (volts)

      Pulse- on

      (µs)

      Pulse- off

      (µs)

      Current Amps

      Bed speed (µm/s)

      MRR

      (mm3/min)

      100

      40

      9

      6

      250

      Ra (µm)

      100

      40

      15

      6

      50

      Table XII Optimum Value

    4. CONCLUSION

Al7075+10%Al2O3 metal matrix composite (MMC) was fabricated successfully using stir casting process and Taguchi L18 orthogonal array was used to conduct the experiment. From the S/N ratio and ANOVA analysis the following conclusion were drawn

  1. Using taguchi method MRRR and Ra were optimized individually.

  2. Bed speed is the most influential parameter which significantly affect the material removal rate (MRR). The voltage, pulse-on, pulse-off, current are less influential parameters.

  3. According to proposed levels of factors used in this work to maximize MRR can be achieved by selecting combination of parameters, Voltage 100 (volts), Pulse-on 40 (µs), Pulse-off 9(µs), Current 6 Amps, Bed speed 250 (µm/s).

  4. Current is the most influential parameter which significantly affect the surface roughness (Ra). The voltage, pulse-on, pulse-off, Bed speed are less influential parameters.

  5. For achieving minimum surface roughness the optimum condition are Voltage 100 (volts), Pulse-on 40 (µs), Pulse-off 9(µs), Current 6 Amps, Bed speed 250 (µm/s).

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