2011
DOI: 10.1007/s00170-011-3751-2
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Simultaneous optimization of multiple performance characteristics of carbonitrided pellets: a case study

Abstract: The performance of a product is generally characterized by more than one response variable. Hence, the management often faces the problem of simultaneous optimization of many response variables. In recent years, a lot of literature has been published on various methodologies for tackling the multi-response optimization problems. Among them, the approach based on Taguchi's quality loss function is very popular. This paper discusses a case study on multiple response optimization in carbonitriding process. The su… Show more

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Cited by 7 publications
(3 citation statements)
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“…Step 2: using (1) to identify the optimum values of x k , k ¼ 1, 2, … which would bring the output characteristic y to target t. Since there are multiple output characteristics, identify the optimum values of x k , k¼ 1, 2, …, which would simultaneously bring multiple output characteristics y l , l ¼ 1, 2, … to respective targets t l . This can be achieved through a multiple response optimization methodology, namely, Derringer's desirability function methodology (Derringer, 1994;John, 2013;Goethals and Cho, 2011), Taguchi's loss function approach (Wu, 2002;Antony et al, 2006;John, 2012;Reddy et al, 1998), gray relational analysis (Saha and Mandal, 2013), data envelopment method (Liao, 2004;Liao and Chen, 2002), mean square criteria (Koksoy and Yalcinoz, 2006;John et al, 2017), neural networks (Hsu, 2004), etc. In this study, the fuzzy logic methodology is used for simultaneously optimizing the output characteristics.…”
Section: Suggested Methodologymentioning
confidence: 99%
“…Step 2: using (1) to identify the optimum values of x k , k ¼ 1, 2, … which would bring the output characteristic y to target t. Since there are multiple output characteristics, identify the optimum values of x k , k¼ 1, 2, …, which would simultaneously bring multiple output characteristics y l , l ¼ 1, 2, … to respective targets t l . This can be achieved through a multiple response optimization methodology, namely, Derringer's desirability function methodology (Derringer, 1994;John, 2013;Goethals and Cho, 2011), Taguchi's loss function approach (Wu, 2002;Antony et al, 2006;John, 2012;Reddy et al, 1998), gray relational analysis (Saha and Mandal, 2013), data envelopment method (Liao, 2004;Liao and Chen, 2002), mean square criteria (Koksoy and Yalcinoz, 2006;John et al, 2017), neural networks (Hsu, 2004), etc. In this study, the fuzzy logic methodology is used for simultaneously optimizing the output characteristics.…”
Section: Suggested Methodologymentioning
confidence: 99%
“…Taguchi design stages consist of system, parameter and tolerance designs (Reddy et al . ; John ; Lin et al . ,).…”
Section: Compromise Simplex Methods (Csm)mentioning
confidence: 99%
“…Many papers on a wide variety of applications of Taguchi's loss function is published in the recent past (Liao & Kao, 2010;Pi & Low, 2006;Antony, 2000;Antony, 2001;Wu, 2004;Kethley, 2002;Chan & Ibrahim, 2004;Cho & Cho, 2008;John, 2012). The QLP method is to…”
Section: Methodsmentioning
confidence: 99%