h-index: 18     i10-index: 25

Optimization of Process Parameters Using Taguchi and ANOVA

Document Type : Original Research Article

Authors

1 University of Gondar, Gondar, Ethiopia

2 Faculty of Mechanical and Industrial Engineering, Bahir-Dar Institute of Technology, Bahir-Dar University, Bahir-Dar, Ethiopia

Abstract
The use of the best operating parameters is needed to produce better quality of plastic products. Since the quality of products is mostly influenced by process condition, determining the optimum process condition with a few experiments is a key task. Melting temperature, injection pressure and cooling time with three levels each were selected which directly affect the dimensional shrinkages in injection molding process of beverage crate product. Shrinkage is chosen as a response variable since it is cause of many defects. Taguchi method was selected for the optimization of these parameters. The objective of this research is to reduce the shrinkage of a crate. Nine types of crates were produced using Taguchi design of experiment (L9) approach. Minitab statistical software package were used to analyze experimental results. The shrinkage defects are the “smaller the better S/N ratio” type of quality characteristics. Significant parameters were identified through ANOVA at 95% confidence level. Optimal values for melting temperature, injection pressure and cooling time were found 290 C, 130 MPa, and 60 seconds, respectively. From analysis of variance, melting temperature was the most significant factor (14.7 %), cooling time was the second (11.5 %) and injection pressure was the least significant (9 %). The predicted optimum response variable (shrinkage) was found as 6.30 mm and the conformation experimental test gave 6.11mm. The margin error of 3% supported the acceptance of the confirmation test result of 6.11 mm. The shrinkage is reduced from 6.81 mm to 6.11 mm which is a 10.3% reduction. The identification of the influence of parameters is believed as a key factor in assisting injection molding process designers in determining optimum process conditions. Therefore, the implication of this research is that robust optimization approach withstands the injection molding process variations in a more realistic way.

Keywords

Subjects


OPEN ACCESS

©2024 The author(s). This article is licensed under a Creative Commons Attribution 4.0 International License, which permits use, sharing, adaptation, distribution and reproduction in any medium or format, as long as you give appropriate credit to the original author(s) and the source, provide a link to the Creative Commons license, and indicate if changes were made. The images or other third party material in this article are included in the article’s Creative Commons license, unless indicated otherwise in a credit line to the material. If material is not included in the article’s Creative Commons license and your intended use is not permitted by statutory regulation or exceeds the permitted use, you will need to obtain permission directly from the copyright holder. To view a copy of this license, visit: http://creativecommons.org/licenses/by/4.0/

[1]. P. Benardos, G.C. Vosniakos, Predicting surface roughness in machining: a review, International Journal of Machine Tools and Manufacture, 2003, 43, 833-844. [Crossref], [Google Scholar], [Publisher]
[2]. T. Bhirud, R. Metkar, Experimentation and optimization of shrinkage in plastic injection molded GPPS part, International Conference on Communication and Signal Processing 2016 (ICCASP 2016), Atlantis Press, 2016, 107-112. [Crossref], [Google Scholar], [Publisher]
[3]. D. Mathivanan, M. Nouby, R. Vidhya, Minimization of sink mark defects in injection molding process–Taguchi approach, International Journal of Engineering, Science and Technology, 2010, 2, 13-22. [Crossref], [Google Scholar], [Publisher]
[4]. V.V. Dasu, T. Panda, M. Chidambaram, Determination of significant parameters for improved griseofulvin production in a batch bioreactor by Taguchi's method, Process Biochemistry, 2003, 38, 877-880. [Crossref], [Google Scholar], [Publisher]
[5]. R. Fletcher, Practical methods of optimization, John Wiley & Sons, 2000. [Google Scholar], [Publisher]
[6]. M. Mustaffa, H. Radhwan, A. Annuar, H. Azmi, M. Zakaria, A. Khalil, An optimization of shrinkage in injection molding parts by using Taguchi method, Journal of Advanced Research in Applied Mechanics, 2015, 10, 1-8. [Google Scholar], [Publisher]
[7]. S. Kamaruddin, Z.A. Khan, S. Foong, Application of Taguchi method in the optimization of injection moulding parameters for manufacturing products from plastic blend, International Journal of Engineering and Technology, 2010, 2, 574. [Google Scholar]
[8]. D. Kumar, A. Kapoor, Optimization of process parameters in injection-molding by recent methods for optimization—literature review,  National conference on sustainable and emerging trends in mechanical engineering “NCSETME, 2018. [Google Scholar]
[9]. M.S. Meiabadi, A. Vafaei, F. Sharifi, Optimization of plastic injection molding process by combination of artificial neural network and genetic algorithm, Journal of Optimization in Industrial Engineering, 2013, 6, 49-54. [Google Scholar], [Publisher]
[10]. V.K. Modi, D.A. Desai, Status of six sigma and other quality initiatives in foundries across the globe: a critical examination, International Journal of Applied Industrial Engineering (IJAIE), 2017, 4, 65-84. [Google Scholar], [Publisher]
[11]. J. Osarenmwinda, D. Olodu, Optimization of injection moulding process parameters in the moulding of high-density polyethylene (HDPE), Journal of Applied Sciences and Environmental Management, 2018, 22, 203–206. [Crossref], [Google Scholar], [Publisher]
[12]. R. Pareek, J. Bhamniya, Optimization of injection moulding process using Taguchi and ANOVA, International Journal of Scientific & Engineering Research, 2013, 4, 1-6. [Google Scholar], [Publisher]
[13]. M.S. Phadke, Quality engineering using robust design, Prentice Hall PTR1995. [Google Scholar], [Publisher]
[14]. R. Ramakrishnan, K. Mao, Minimization of shrinkage in injection molding process of acetal polymer gear using Taguchi DOE optimization and ANOVA method, International Journal of Mechanical and Industrial Technology, 2017, 4, 72-79. [Google Scholar], [Publisher]
[15]. S. Shahravi, M.J. Rezvani, A. Jahan, Multi-response optimization of grooved circular tubes filled with polyurethane foam as energy absorber, Journal of Optimization in Industrial Engineering, 2019, 12, 133-149. [Google Scholar], [Publisher]
[16]. N. Shuaib, M. Ghazali, Z. Shayfull, M. Zain, S. Nasir, Warpage factors effectiveness of a thin shallow injection-molded part using Taguchi method, International Journals of Engineering & Technology, 2011, 11, 2077-1185. [Google Scholar], [Publisher]
[17]. G. Singh, M. Sayad, Effect of injection moulding process parameter on warpage of using Taguchi method, International Research Journal of Engineering and Technology (IRJET), 2019, 6, 2395-0056. [Google Scholar], [Publisher]
[18]. R. Stone, A. Veevers, The Taguchi influence on designed experiments, Journal of Chemometrics, 1994, 8, 103-110. [Crossref], [Google Scholar], [Publisher]
[19]. T. Sivarao, S. Ammar, RSM based modeling for surface roughness prediction in laser machining, International Journal of Engineering & Technology IJETIJENS, 2010, 10. [Google Scholar], [Publisher]
[20]. B. Young, H. Yarranton, C. Bellehumeur, W. Svrcek, An experimental design approach to chemical engineering unit operations laboratories, Education for Chemical Engineers, 2006, 1, 16-22. [Crossref], [Google Scholar], [Publisher]
[21]. A. Johnson, Investigating the effects of environmental applications on decomposition of zein nanoparticles in adsorbents in industry, Journal of Engineering in Industrial Resaerch, 2023, 4, 92-108. [Crossref], [Google Scholar], [Publisher]
[22]. K.M. Elsherif, H. Aberrwaila, A.S. Aburowais, A.M. Etwaish, A.M. Elassawi, complexation of Ag (I) with 8-hydroxyquinoline: Synthesis, spectral studies and antibacterial activities, Advanced Journal of Chemistry-Section A, 2022, 5, 138. [Crossref], [Google Scholar], [Publisher]
[23]. R. Tyagi, A. Chaudhary, D. Dangi, A. Singh, M. Yusuf, Application of Design of Experiment (DoE) for Optimization of Multiple Parameter Resource Constrain Process: Taguchi-Based Fractional Factorial Approach, Advanced Journal of Chemistry, Section A, 2023, 6, 391-400. [Crossref], [Google Scholar], [Publisher]
Volume 5, Issue 3
Summer 2024
Pages 152-162

  • Receive Date 17 November 2024
  • Revise Date 26 November 2024
  • Accept Date 28 December 2024