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IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
__________________________________________________________________________________________ 
Volume: 03 Special Issue: 03 | May-2014 | NERIET-2014, Available @ http://www.ijret.org 559 
GREEN CUTTING FLUID SELECTION USING MOOSRA METHOD Jagadish1, Amitava Ray2 1Assistant Professor, Department of Mechanical Engineering, NIT Silchar, Assam, India 2Assistant Professor, Department of Mechanical Engineering, NIT Silchar, Assam, India Abstract In every manufacturing process, cutting fluid is the key source of environmental pollution, with most favourable selection of cutting fluid for the green manufacturing(GM) being an essential for reducing the environmental pollution. The objective factors considered for the traditional selection are of two: cost(C) and quality (Q) but green factors also to be considered from the GM point of view. The aim of this research is to select the finest cutting fluid that minimize the environmental impact (E), cost(C) and maximize the quality (Q). This paper presents a new method, namely, multi-objective optimisation on the basis of simple ratio analysis (MOOSRA). A case study of cutting fluid selection for gear hobbing process was presented to validate the proposed model. The obtained result using MOOSRA has been compared with Analytical Hierarchical Process (AHP) and Decision Making Framework (DMF). The result shows that Syntilo 9930c is optimal in comparison with other. Keywords: Green manufacturing (GM), MOOSRA, Green cutting fluid, AHP, MCDM. 
----------------------------------------------------------------------***------------------------------------------------------------------------ 1. INTRODUCTION Present scenario the environmental issues are very important in all the manufacturing industries because it creates the serious problem during the manufacturing process. After the ISO900 quality management system standards, the ISO 1400 environmental management system standards and the OHSAS18001 occupational health and safety assessment series published for entire manufacturing industries because cutting fluid used during the manufacturing process itself is main contributor for source of health and environmental risks. Therefore, how to minimize the environmental issues of the manufacturing industry becomes an important focus for the entire manufacturer. Due to this present condition, an advanced manufacturing system need to be done to reduces the environmental factors –green manufacturing (GM) is presented [1-3]. 
Even in the machining process, cutting fluids are generally used as a coolant to ensure a smooth machining operation, but in actual practice cutting fluid is major source of environmental pollution. Several researcher developed many techniques for cutting fluid selection considering the green aspects such as comprehensive model on cutting fluid mist information in machining, including mechanism of atomization, vaporization and liquefaction method was proposed in [4]. Manufacturing modelling for environmentally impact assessment [5], Explored the overview of environmentally conscious machining [6], Discuss on environmental planning for machining process [7-8], Cutting fluids evaluation based on occupational health and environmental hazards [9], Selection of cutting fluids in machining processes [10], Characterised the ecological factors of cutting fluids and showed its impact on nature, and wild life [11], Framed a decision making frame work model for green manufacturing [12]. Tuhin. et al [13] employed AHP model for selection of cutting fluid for green manufacturing and compare the result with decision making frame work model. 
From the above survey, selection of cutting fluid task found to be a multi criteria decision (MCDM) problem. Hence, a need of proper MCDM method to achieve GM. Many researchers have developed many techniques for solving the MCDM problem such as LINMAP(Linear Programming Techniques for Multidimensional Analysis of Preference[14], Analytic Hierarchic Process (AHP)[15], ELECTRE (Elimination and Choice Translating Reality[16], Technique for Order Preference by Simulation of Ideal Solution (TOPSIS) [17], VIKOR [18], MOORA (Multi-Objective Optimization on basis of Ratio Analysis) is the process of simultaneously optimizing two or more conflicting criteria subject to certain constraints. This method can used in any of the filed like product design selection, facility layout selection, process selection, personal selection, decision on salvage of resources etc and this method works on the principles of multi objective optimization problems This method considers both beneficial and non-beneficial criteria for ranking one or more alternatives from a set of available options. The detailed explanation of MOORA illustrated in literature [19]. 
From the literature review it reveals that, even though the past researchers have applied various MCDM methods to solve several selection problems, it is observed that none of the author found in the area of cutting fluid selection for green manufacturing. It is also observed that, all these above methods are complex in nature, quite difficult to understand and require extensive mathematical knowledge to implement. Thus, a systematic and efficient approach to cutting fluid
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
__________________________________________________________________________________________ 
Volume: 03 Special Issue: 03 | May-2014 | NERIET-2014, Available @ http://www.ijret.org 560 
selection is necessary in order to select the best alternative for 
a given application, this not only minimizing the 
environmental factors also improve the efficiency of the 
selection process. 
In this paper, the applications of MOOSRA methods are 
illustrated. To some extent MOOSRA method is parallel to 
MOORA method but it is more robust compare to MOORA. 
The detailed descriptions of MOORA method has been 
explored in literature [20]. However the basic assumptions of 
the MOORA method [21] hold good for MOOSRA method 
also. The definite rewards of MOORA method is (like-less 
computational time, very simple and stable, minimum 
mathematical calculations involved, etc.) over other MCDM 
methods are also available with MOOSRA method. Compare 
to MOORA, this method has two unique advantages: 
1. Negative performance score that may appear in 
MOORA never appears in this method 
2. This method is less sensitive to large variation in the 
rationalised values of the attributes. 
The following sections are organized as follows: section: 2 
detailed explanation methods used for this case study. 
Validation of the proposed theory with a case study discussed 
in section: 3, section: 4 discuss the results and discussion. 
Final conclusion and, references have been listed at last 
section 
2. MOOSRA 
First MOOSRA method has been developed by Das et al. [21]. 
Generally, the MOOSRA methodology starts with the 
formulation of decision matrix which has in general four 
parameters, namely: alternatives, criteria or attributes, 
individual weights or significance coefficients of each criteria 
and measure of performance of alternatives with respect to the 
criteria. The detail explanation of MOOSRA explained below. 
2.1 Step I: Formation of the Decision Matrix 
This methodology starts with the definition of decision matrix 
in which number of criteria’s and alternatives are listed. The 
performance of each alternative with respect to each critiea is 
carried out using following equation. 
 
 
 
 
 
 
 
 
 
 
 
 
 
m m mn 
n 
n 
ij 
X X X 
X X X 
X X X 
X 
............. 
....... ....... ............. ....... 
............. 
............. 
1 2 
21 22 2 
11 12 1 
(1) 
Where, the criteria’s are denoted by, n X , X ,....X 1 2 . 
2.2 Step II: Normalization of the Fuzzy Decision 
Matrix 
The process of transforming attributes value into a range of 0– 
1 is called normalization and it is required in multi attribute 
decision- making methods to transform performance rating 
with different data measurement unit in a decision matrix into 
a compatible unit. In MOOSRA method normalized elements 
of the fuzzy decision matrix using following equation. 
 
 
n 
i 
ij 
ij 
ij 
X 
X 
X 
1 
2 
* (2) 
Where, the value 
* 
ij X represents the normalized performance 
of th i alternative on 
th j objective for i  1,2,3,....n and 
j 1,2,3,....m. 
2.3 Step III: Determination of Performance of the 
Alternatives 
The performance score i Y of all the alternatives are computed 
as the simple ratio of weighted sum of beneficial criteria to the 
weighted sum of non-beneficial criteria using following 
equation. 
 
 
  
  n 
j g 
j ij 
g 
j 
j ij 
i 
w X 
w X 
Y 
1 
* 
1 
* 
(3) 
Where, g is the number of attributes to be maximized, 
(n  g) is the number of attributes to be minimized. j w is an 
associated weight of the 
th j attributes. 
In some cases, if we consider that the attributes are equally 
importance then the optimization formula becomes, 
 
 
  
  n 
j g 
ij 
g 
j 
ij 
i 
X 
X 
Y 
1 
* 
1 
* 
(4)
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
__________________________________________________________________________________________ 
Volume: 03 Special Issue: 03 | May-2014 | NERIET-2014, Available @ http://www.ijret.org 561 
2.4 Step VI: Ranking of the Alternatives 
In this step, ranking of the alternatives was carried out, When 
sorted in descending order, the best alternative is that which 
has the highest assessment value. It is recommended to have 
an ordinal ranking of i Y values to derive the final preference 
of the candidate alternatives. 
3. A CASE STUDY 
Based on the above model, a case study is selected to discuss 
the working and significance of the proposed model. The case 
study is on the how to select the optimum cutting fluid for a 
gear hobbing process among three types of cutting fluid in the 
Chongqing Machine Tool Works, China[12]. The three cutting 
fluids are, Traditional Cutting fluid (A1), Syntilo 9930c (A2) 
and Syntilo R Plus cutting oil (A3). 
3.1 Step I: Formation of the Decision Matrix 
In this step, formulation of decision matrix and its relative 
importance weights has been taken from the published 
literature [13]. They were shown in Table-3, Table-4. The 
detailed explanation of calculation procedure has been 
described in the literature [13].In this study, three main 
criteria’s of GM are quality (Q), environmental impact (E) and 
cost(C) are shown in Fig-1, ten sub-criteria’s were tabulated in 
Table-1 and corresponding three alternatives are A1: 
Traditional Cutting fluid, A2: Syntilo 9930c and A3: Syntilo R 
Plus cutting oil have been identified has been presented in 
Table-2. 
Fig -1: Hierarchy Model for GM [13] 
Table-1: List of Criteria [13] 
Criteria 
Lubricating Ability C1 
Cooling Ability C2 
Cleaning Ability C3 
Corrosion Resistance C4 
Toxicity C5 
Security C6 
Environmental Pollution C7 
Enterprise Cost C8 
Consumer Cost C9 
social Cost C10 
Table-2: List of Alternative fluids [13] 
Alternatives 
A1 
Traditional Cutting 
fluid 
A2 Syntilo 9930c 
A3 
Syntilo R Plus cutting 
oil. 
Table-3: Decision matrix [13] 
Alternatives/ 
Criteria 
A1 A2 A3 
C1 0.0923 0.6155 0.292 
C2 0.1001 0.3 0.5997 
C3 0.1095 0.5813 0.309 
C4 0.0926 0.615 0.2923 
C5 0.0891 0.3234 0.5874 
C6 0.0891 0.3234 0.5874 
C7 0.0787 0.6584 0.2627 
C8 0.6668 0.111 0.222 
C9 0.648 0.1221 0.2297 
C10 0.1693 0.4433 0.3873 
Table-4: Criteria Weights [13] 
Criteria 
Weights (Wj 
) 
C1 0.3 
C2 0.3 
C3 0.3 
C4 0.0999 
C5 0.1221 
C6 0.2297 
C7 0.6480 
C8 0.5813 
C9 0.1095 
C10 0.3090 
3.2 Step II: Normalization of the Decision Matrix 
In this step normalization of the decision matrix using Eqs. 
(2). corresponding results shown in Table-5. 
Table -5: Normalized Decision matrix 
Alternatives/ 
Criteria 
A1 A2 A3 
C1 0.1343 0.8953 0.4247 
C2 0.1476 0.4425 0.8845
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
__________________________________________________________________________________________ 
Volume: 03 Special Issue: 03 | May-2014 | NERIET-2014, Available @ http://www.ijret.org 562 
C3 0.1641 0.8710 0.4630 
C4 0.1348 0.8949 0.4254 
C5 0.1317 0.4781 0.8684 
C6 0.1317 0.4781 0.8684 
C7 0.1103 0.9231 0.3683 
C8 0.9372 0.1560 0.3120 
C9 0.9280 0.1749 0.3290 
C10 0.2764 0.7237 0.6323 
3.3 Step III: Determination of Performance of the 
Alternatives 
In this step, computation of preference selection index i y 
for 
all he criteria using Eqs. (3). Ranking the alternatives based on 
preference selection index i y 
.The best alternative is one with 
highest value of i y 
.The final results were tabulated in Table- 
6. 
Table-6: Rank the projects based on assessment value. i y 
Alternatives i y 
Rank 
A1 0.1718 3 
A2 0.6758 1 
A3 0.5957 2 
4. RESULTS AND DISCUSSION 
Optimum selection of cutting fluid for GM point of view helps 
for the entire manufacturing system to achieve the above 
mentioned objectives. This research has proposed a new 
decision making theory to show the effectiveness of the 
proposed model. The analysis result shows that Syntilo 9930c 
(SCF2) is optimal in comparison with other and their result 
has been compared with DMF model and AHP model. The 
results found to be same is shown in the Fig.2 and Table-7. 
Table -7: Result comparison of MOOSRA with other Model. 
Projects 
Ranking 
MOOSRA 
DMF 
Model[12] 
AHP[13] 
A1 3 3 3 
A2 1 1 1 
A3 2 2 2 
Fig -2: Comparison of results 
5. CONCLUSIONS 
GM is an approach to reduce the environmental impact in the 
product manufacturing system. Every cutting fluid has 
different environmental effect during the manufacturing 
system. The aim of this research to select the optimum cutting 
fluid that minimizes the environmental impact (E), cost(C) and 
maximizing the quality (Q), for GM. To satisfy this, a new 
decision making theory is farmed, which integrated the three 
factors combined in to the cutting fluid for GM. The result is 
compared with the DMF Model, AHP model and found to be 
same using proposed methodology 
REFERENCES 
[1] R.Zust, Gaduff. 1997. Life cycle modelling as an 
instrument for life –cycle engineering, Ann.CIRP46, 
pp-1351-354. 
[2] P.Sheng, M.Srinivasan. 1997. Multi-objective process 
planning in environmental conscious Manufacturing: a 
feature based approach, Ann.CIRP46, pp-427-433. 
[3] ISO 14040. 1997. Environmental management-life 
cycle assessment – principle and frame work. 
[4] Y.Yue. 2000. A comprehensive model for cutting fluid 
its information in machining, Ph.D thesis, Michgen, 
Technological University USA. 
[5] A.C.K.Choi.1997.Manufacturing modelling for 
environmentally impact assessment, Journal of 
Material .Processing Technology .70, pp-231-238. 
[6] J.W. Sutherland.1997. An overview of environmentally 
conscious machining at Michigan Technological 
University, Presented to the ford motor company, 
Livonia. 
[7] P. Sheng, V. Carey, et.al.1998. Environmental planning 
for machining operation and system, in proceeding of 
the 1998 NSF design and manufacturing grantees 
conference, January 1998. 
[8] V. Domkondwar, N. Krishnan, et.al. 1998. Distributed 
modules in environmental part planning for machined 
components. CIRP 5th international seminar on life 
cycle engineering, pp-327-239. 
0 
0.5 
1 
1.5 
2 
2.5 
3 
3.5 
A1 A2 A3 
Rank 
Alternatives 
MOOSRA 
DMF Model 
AHP
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
__________________________________________________________________________________________ 
Volume: 03 Special Issue: 03 | May-2014 | NERIET-2014, Available @ http://www.ijret.org 563 
[9] Julia Meciarova, Miroslav Stanovsky. 2011. Cutting fluids evaluation based on occupational health and environmental hazards, journal of engineering for rural development, Jelgava, 26.-27.05.201, pp-418-422. 
[10] O. Cakir, A. Yardimeden, T. Ozben, E. Kilickap. 2007. Selection of cutting fluids in machining processes, 21280 Diyarbakir, Turkey. 
[11] M. Sokovic, K. Mijanovic.2001. Ecological aspects of the cutting fluids and its influence on quantifiable parameters of the cutting processes, Journal of Materials Processing Technology, 109(1–2), pp-181– 189. 
[12] X.C. Tan, F. Liu, H.J. Cao, H. Zhang. 2002. A decision-making framework model of cutting fluid selection for green manufacturing and a case study, Journal of materials processing technology. 129, pp 467-470. 
[13] Tuhin Deshamukhya and Amitava Ray.2014. Selection of cutting fluid for green manufacturing using analytical hierarchy process (AHP): a case study. Int. Journal Mechanical Engineering and Robotics Research. ISSN 2278 – 0149. Vol. 3(1), pp-174-182. 
[14] Srinivasan, V., Shocker, A.D. 1973. Linear programming techniques for multidimensional analysis of privileged. Psychometrika. 38,pp- 337–369 
[15] Saaty, T. L. 1980. The analytic hierarchy process. New York: McGraw-Hill. 
[16] Roy, B., 1990. Decision-aid and decision-making. European Journal of Operational Research. 45, pp-324– 331. 
[17] Hwang, C. L., Yoon, K. 1981. Multiple attribute decision making, a state of the art survey. New York: Springer-Verlag. 
[18] Tong, L. I., Chen, C. C., Wang, C. H. 2007. Optimization of multi-response processes using the VIKOR method. Int. J Adv Manuf. Technol. 31, pp- 1049–1057. 
[19] Brauers, W.K.M., Zavadskas, E.K. 2006.The MOORA method and its application to privatization in a transition economy. Control and Cybernetics. 35 (2), pp- 445–469. 
[20] K. Prasad, C. Shankar.2012. Application of multi- objective optimization on the basis of ratio analysis (MOORA) method for materials selection”, Materials and Design. 37, pp.317–324. 
[21] Das M.C, Sarkar. B, Ray. S. 2012. Decision making under conflicting environment: a new MCDM method. International Journal Applied Decision Sciences. 5, pp- 142-162. 
[22] Jagadish, A. Ray.2014.Cutting fluid selection for sustainable design for manufacturing: an integrated theory, 3rd Int. Conf. on Materials Proces. Charac. (ICMPC 2014), GRIET, Hyderabad, India. (Accepted for Publication). 
[23] R. Kumar, Jagadish, A. Ray. 2013. Selection of material: A multi-objective decision making approach. 
Presented at the In. Conf. on Ind. Eng., SVNIT, and Surat, India. Proceeding of ICIE-2013 with ISBN: 978- 93-83083-37-4, pp-162-165. 
[24] R. Kumar, Jagadish, A. Ray.2014.Selection of cutting Tool Materials: A holistic approach. Presented at the 1st Int. Conf. on Mech. Eng. Emerging Trends For Sustainability, MANIT, Bhopal, India. (5028), pp- 447- 452. 
[25] R. Kumar, Jagadish, A. Ray.2014. Selection of material for optimal design using multi-criteria decision making, 3rd Int. Conf. on Materials Proces. Charac. (ICMPC 2014), GRIET, Hyderabad, India. (Accepted for Publication).

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Green cutting fluid selection using moosra method

  • 1. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 __________________________________________________________________________________________ Volume: 03 Special Issue: 03 | May-2014 | NERIET-2014, Available @ http://www.ijret.org 559 GREEN CUTTING FLUID SELECTION USING MOOSRA METHOD Jagadish1, Amitava Ray2 1Assistant Professor, Department of Mechanical Engineering, NIT Silchar, Assam, India 2Assistant Professor, Department of Mechanical Engineering, NIT Silchar, Assam, India Abstract In every manufacturing process, cutting fluid is the key source of environmental pollution, with most favourable selection of cutting fluid for the green manufacturing(GM) being an essential for reducing the environmental pollution. The objective factors considered for the traditional selection are of two: cost(C) and quality (Q) but green factors also to be considered from the GM point of view. The aim of this research is to select the finest cutting fluid that minimize the environmental impact (E), cost(C) and maximize the quality (Q). This paper presents a new method, namely, multi-objective optimisation on the basis of simple ratio analysis (MOOSRA). A case study of cutting fluid selection for gear hobbing process was presented to validate the proposed model. The obtained result using MOOSRA has been compared with Analytical Hierarchical Process (AHP) and Decision Making Framework (DMF). The result shows that Syntilo 9930c is optimal in comparison with other. Keywords: Green manufacturing (GM), MOOSRA, Green cutting fluid, AHP, MCDM. ----------------------------------------------------------------------***------------------------------------------------------------------------ 1. INTRODUCTION Present scenario the environmental issues are very important in all the manufacturing industries because it creates the serious problem during the manufacturing process. After the ISO900 quality management system standards, the ISO 1400 environmental management system standards and the OHSAS18001 occupational health and safety assessment series published for entire manufacturing industries because cutting fluid used during the manufacturing process itself is main contributor for source of health and environmental risks. Therefore, how to minimize the environmental issues of the manufacturing industry becomes an important focus for the entire manufacturer. Due to this present condition, an advanced manufacturing system need to be done to reduces the environmental factors –green manufacturing (GM) is presented [1-3]. Even in the machining process, cutting fluids are generally used as a coolant to ensure a smooth machining operation, but in actual practice cutting fluid is major source of environmental pollution. Several researcher developed many techniques for cutting fluid selection considering the green aspects such as comprehensive model on cutting fluid mist information in machining, including mechanism of atomization, vaporization and liquefaction method was proposed in [4]. Manufacturing modelling for environmentally impact assessment [5], Explored the overview of environmentally conscious machining [6], Discuss on environmental planning for machining process [7-8], Cutting fluids evaluation based on occupational health and environmental hazards [9], Selection of cutting fluids in machining processes [10], Characterised the ecological factors of cutting fluids and showed its impact on nature, and wild life [11], Framed a decision making frame work model for green manufacturing [12]. Tuhin. et al [13] employed AHP model for selection of cutting fluid for green manufacturing and compare the result with decision making frame work model. From the above survey, selection of cutting fluid task found to be a multi criteria decision (MCDM) problem. Hence, a need of proper MCDM method to achieve GM. Many researchers have developed many techniques for solving the MCDM problem such as LINMAP(Linear Programming Techniques for Multidimensional Analysis of Preference[14], Analytic Hierarchic Process (AHP)[15], ELECTRE (Elimination and Choice Translating Reality[16], Technique for Order Preference by Simulation of Ideal Solution (TOPSIS) [17], VIKOR [18], MOORA (Multi-Objective Optimization on basis of Ratio Analysis) is the process of simultaneously optimizing two or more conflicting criteria subject to certain constraints. This method can used in any of the filed like product design selection, facility layout selection, process selection, personal selection, decision on salvage of resources etc and this method works on the principles of multi objective optimization problems This method considers both beneficial and non-beneficial criteria for ranking one or more alternatives from a set of available options. The detailed explanation of MOORA illustrated in literature [19]. From the literature review it reveals that, even though the past researchers have applied various MCDM methods to solve several selection problems, it is observed that none of the author found in the area of cutting fluid selection for green manufacturing. It is also observed that, all these above methods are complex in nature, quite difficult to understand and require extensive mathematical knowledge to implement. Thus, a systematic and efficient approach to cutting fluid
  • 2. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 __________________________________________________________________________________________ Volume: 03 Special Issue: 03 | May-2014 | NERIET-2014, Available @ http://www.ijret.org 560 selection is necessary in order to select the best alternative for a given application, this not only minimizing the environmental factors also improve the efficiency of the selection process. In this paper, the applications of MOOSRA methods are illustrated. To some extent MOOSRA method is parallel to MOORA method but it is more robust compare to MOORA. The detailed descriptions of MOORA method has been explored in literature [20]. However the basic assumptions of the MOORA method [21] hold good for MOOSRA method also. The definite rewards of MOORA method is (like-less computational time, very simple and stable, minimum mathematical calculations involved, etc.) over other MCDM methods are also available with MOOSRA method. Compare to MOORA, this method has two unique advantages: 1. Negative performance score that may appear in MOORA never appears in this method 2. This method is less sensitive to large variation in the rationalised values of the attributes. The following sections are organized as follows: section: 2 detailed explanation methods used for this case study. Validation of the proposed theory with a case study discussed in section: 3, section: 4 discuss the results and discussion. Final conclusion and, references have been listed at last section 2. MOOSRA First MOOSRA method has been developed by Das et al. [21]. Generally, the MOOSRA methodology starts with the formulation of decision matrix which has in general four parameters, namely: alternatives, criteria or attributes, individual weights or significance coefficients of each criteria and measure of performance of alternatives with respect to the criteria. The detail explanation of MOOSRA explained below. 2.1 Step I: Formation of the Decision Matrix This methodology starts with the definition of decision matrix in which number of criteria’s and alternatives are listed. The performance of each alternative with respect to each critiea is carried out using following equation.              m m mn n n ij X X X X X X X X X X ............. ....... ....... ............. ....... ............. ............. 1 2 21 22 2 11 12 1 (1) Where, the criteria’s are denoted by, n X , X ,....X 1 2 . 2.2 Step II: Normalization of the Fuzzy Decision Matrix The process of transforming attributes value into a range of 0– 1 is called normalization and it is required in multi attribute decision- making methods to transform performance rating with different data measurement unit in a decision matrix into a compatible unit. In MOOSRA method normalized elements of the fuzzy decision matrix using following equation.   n i ij ij ij X X X 1 2 * (2) Where, the value * ij X represents the normalized performance of th i alternative on th j objective for i  1,2,3,....n and j 1,2,3,....m. 2.3 Step III: Determination of Performance of the Alternatives The performance score i Y of all the alternatives are computed as the simple ratio of weighted sum of beneficial criteria to the weighted sum of non-beneficial criteria using following equation.       n j g j ij g j j ij i w X w X Y 1 * 1 * (3) Where, g is the number of attributes to be maximized, (n  g) is the number of attributes to be minimized. j w is an associated weight of the th j attributes. In some cases, if we consider that the attributes are equally importance then the optimization formula becomes,       n j g ij g j ij i X X Y 1 * 1 * (4)
  • 3. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 __________________________________________________________________________________________ Volume: 03 Special Issue: 03 | May-2014 | NERIET-2014, Available @ http://www.ijret.org 561 2.4 Step VI: Ranking of the Alternatives In this step, ranking of the alternatives was carried out, When sorted in descending order, the best alternative is that which has the highest assessment value. It is recommended to have an ordinal ranking of i Y values to derive the final preference of the candidate alternatives. 3. A CASE STUDY Based on the above model, a case study is selected to discuss the working and significance of the proposed model. The case study is on the how to select the optimum cutting fluid for a gear hobbing process among three types of cutting fluid in the Chongqing Machine Tool Works, China[12]. The three cutting fluids are, Traditional Cutting fluid (A1), Syntilo 9930c (A2) and Syntilo R Plus cutting oil (A3). 3.1 Step I: Formation of the Decision Matrix In this step, formulation of decision matrix and its relative importance weights has been taken from the published literature [13]. They were shown in Table-3, Table-4. The detailed explanation of calculation procedure has been described in the literature [13].In this study, three main criteria’s of GM are quality (Q), environmental impact (E) and cost(C) are shown in Fig-1, ten sub-criteria’s were tabulated in Table-1 and corresponding three alternatives are A1: Traditional Cutting fluid, A2: Syntilo 9930c and A3: Syntilo R Plus cutting oil have been identified has been presented in Table-2. Fig -1: Hierarchy Model for GM [13] Table-1: List of Criteria [13] Criteria Lubricating Ability C1 Cooling Ability C2 Cleaning Ability C3 Corrosion Resistance C4 Toxicity C5 Security C6 Environmental Pollution C7 Enterprise Cost C8 Consumer Cost C9 social Cost C10 Table-2: List of Alternative fluids [13] Alternatives A1 Traditional Cutting fluid A2 Syntilo 9930c A3 Syntilo R Plus cutting oil. Table-3: Decision matrix [13] Alternatives/ Criteria A1 A2 A3 C1 0.0923 0.6155 0.292 C2 0.1001 0.3 0.5997 C3 0.1095 0.5813 0.309 C4 0.0926 0.615 0.2923 C5 0.0891 0.3234 0.5874 C6 0.0891 0.3234 0.5874 C7 0.0787 0.6584 0.2627 C8 0.6668 0.111 0.222 C9 0.648 0.1221 0.2297 C10 0.1693 0.4433 0.3873 Table-4: Criteria Weights [13] Criteria Weights (Wj ) C1 0.3 C2 0.3 C3 0.3 C4 0.0999 C5 0.1221 C6 0.2297 C7 0.6480 C8 0.5813 C9 0.1095 C10 0.3090 3.2 Step II: Normalization of the Decision Matrix In this step normalization of the decision matrix using Eqs. (2). corresponding results shown in Table-5. Table -5: Normalized Decision matrix Alternatives/ Criteria A1 A2 A3 C1 0.1343 0.8953 0.4247 C2 0.1476 0.4425 0.8845
  • 4. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 __________________________________________________________________________________________ Volume: 03 Special Issue: 03 | May-2014 | NERIET-2014, Available @ http://www.ijret.org 562 C3 0.1641 0.8710 0.4630 C4 0.1348 0.8949 0.4254 C5 0.1317 0.4781 0.8684 C6 0.1317 0.4781 0.8684 C7 0.1103 0.9231 0.3683 C8 0.9372 0.1560 0.3120 C9 0.9280 0.1749 0.3290 C10 0.2764 0.7237 0.6323 3.3 Step III: Determination of Performance of the Alternatives In this step, computation of preference selection index i y for all he criteria using Eqs. (3). Ranking the alternatives based on preference selection index i y .The best alternative is one with highest value of i y .The final results were tabulated in Table- 6. Table-6: Rank the projects based on assessment value. i y Alternatives i y Rank A1 0.1718 3 A2 0.6758 1 A3 0.5957 2 4. RESULTS AND DISCUSSION Optimum selection of cutting fluid for GM point of view helps for the entire manufacturing system to achieve the above mentioned objectives. This research has proposed a new decision making theory to show the effectiveness of the proposed model. The analysis result shows that Syntilo 9930c (SCF2) is optimal in comparison with other and their result has been compared with DMF model and AHP model. The results found to be same is shown in the Fig.2 and Table-7. Table -7: Result comparison of MOOSRA with other Model. Projects Ranking MOOSRA DMF Model[12] AHP[13] A1 3 3 3 A2 1 1 1 A3 2 2 2 Fig -2: Comparison of results 5. CONCLUSIONS GM is an approach to reduce the environmental impact in the product manufacturing system. Every cutting fluid has different environmental effect during the manufacturing system. The aim of this research to select the optimum cutting fluid that minimizes the environmental impact (E), cost(C) and maximizing the quality (Q), for GM. To satisfy this, a new decision making theory is farmed, which integrated the three factors combined in to the cutting fluid for GM. The result is compared with the DMF Model, AHP model and found to be same using proposed methodology REFERENCES [1] R.Zust, Gaduff. 1997. Life cycle modelling as an instrument for life –cycle engineering, Ann.CIRP46, pp-1351-354. [2] P.Sheng, M.Srinivasan. 1997. Multi-objective process planning in environmental conscious Manufacturing: a feature based approach, Ann.CIRP46, pp-427-433. [3] ISO 14040. 1997. Environmental management-life cycle assessment – principle and frame work. [4] Y.Yue. 2000. A comprehensive model for cutting fluid its information in machining, Ph.D thesis, Michgen, Technological University USA. [5] A.C.K.Choi.1997.Manufacturing modelling for environmentally impact assessment, Journal of Material .Processing Technology .70, pp-231-238. [6] J.W. Sutherland.1997. An overview of environmentally conscious machining at Michigan Technological University, Presented to the ford motor company, Livonia. [7] P. Sheng, V. Carey, et.al.1998. Environmental planning for machining operation and system, in proceeding of the 1998 NSF design and manufacturing grantees conference, January 1998. [8] V. Domkondwar, N. Krishnan, et.al. 1998. Distributed modules in environmental part planning for machined components. CIRP 5th international seminar on life cycle engineering, pp-327-239. 0 0.5 1 1.5 2 2.5 3 3.5 A1 A2 A3 Rank Alternatives MOOSRA DMF Model AHP
  • 5. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 __________________________________________________________________________________________ Volume: 03 Special Issue: 03 | May-2014 | NERIET-2014, Available @ http://www.ijret.org 563 [9] Julia Meciarova, Miroslav Stanovsky. 2011. Cutting fluids evaluation based on occupational health and environmental hazards, journal of engineering for rural development, Jelgava, 26.-27.05.201, pp-418-422. [10] O. Cakir, A. Yardimeden, T. Ozben, E. Kilickap. 2007. Selection of cutting fluids in machining processes, 21280 Diyarbakir, Turkey. [11] M. Sokovic, K. Mijanovic.2001. Ecological aspects of the cutting fluids and its influence on quantifiable parameters of the cutting processes, Journal of Materials Processing Technology, 109(1–2), pp-181– 189. [12] X.C. Tan, F. Liu, H.J. Cao, H. Zhang. 2002. A decision-making framework model of cutting fluid selection for green manufacturing and a case study, Journal of materials processing technology. 129, pp 467-470. [13] Tuhin Deshamukhya and Amitava Ray.2014. Selection of cutting fluid for green manufacturing using analytical hierarchy process (AHP): a case study. Int. Journal Mechanical Engineering and Robotics Research. ISSN 2278 – 0149. Vol. 3(1), pp-174-182. [14] Srinivasan, V., Shocker, A.D. 1973. Linear programming techniques for multidimensional analysis of privileged. Psychometrika. 38,pp- 337–369 [15] Saaty, T. L. 1980. The analytic hierarchy process. New York: McGraw-Hill. [16] Roy, B., 1990. Decision-aid and decision-making. European Journal of Operational Research. 45, pp-324– 331. [17] Hwang, C. L., Yoon, K. 1981. Multiple attribute decision making, a state of the art survey. New York: Springer-Verlag. [18] Tong, L. I., Chen, C. C., Wang, C. H. 2007. Optimization of multi-response processes using the VIKOR method. Int. J Adv Manuf. Technol. 31, pp- 1049–1057. [19] Brauers, W.K.M., Zavadskas, E.K. 2006.The MOORA method and its application to privatization in a transition economy. Control and Cybernetics. 35 (2), pp- 445–469. [20] K. Prasad, C. Shankar.2012. Application of multi- objective optimization on the basis of ratio analysis (MOORA) method for materials selection”, Materials and Design. 37, pp.317–324. [21] Das M.C, Sarkar. B, Ray. S. 2012. Decision making under conflicting environment: a new MCDM method. International Journal Applied Decision Sciences. 5, pp- 142-162. [22] Jagadish, A. Ray.2014.Cutting fluid selection for sustainable design for manufacturing: an integrated theory, 3rd Int. Conf. on Materials Proces. Charac. (ICMPC 2014), GRIET, Hyderabad, India. (Accepted for Publication). [23] R. Kumar, Jagadish, A. Ray. 2013. Selection of material: A multi-objective decision making approach. Presented at the In. Conf. on Ind. Eng., SVNIT, and Surat, India. Proceeding of ICIE-2013 with ISBN: 978- 93-83083-37-4, pp-162-165. [24] R. Kumar, Jagadish, A. Ray.2014.Selection of cutting Tool Materials: A holistic approach. Presented at the 1st Int. Conf. on Mech. Eng. Emerging Trends For Sustainability, MANIT, Bhopal, India. (5028), pp- 447- 452. [25] R. Kumar, Jagadish, A. Ray.2014. Selection of material for optimal design using multi-criteria decision making, 3rd Int. Conf. on Materials Proces. Charac. (ICMPC 2014), GRIET, Hyderabad, India. (Accepted for Publication).