2013
DOI: 10.5267/j.ijiec.2013.04.003
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Application of desirability function for optimizing the performance characteristics of carbonitrided bushes

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. This study was undertaken to simultaneously optimize the surface hardness and case depth of carbonitrided bushes. Even though lots of literature has been published on various methodologies for tackling the multi-response optimization problem, the simultaneous optimization of heat treated properties of carbonitrided bush… Show more

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Cited by 26 publications
(22 citation statements)
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“…At the same time, for these three cases, nominal the best (NTB) for the target, smaller the better (STB) for the minimum, and larger the better (LTB) for the maximum conditions are defined in previous research studies [69]. e overall desirability function equation to be obtained by considering these three conditions is calculated by the geometric mean (see equation (7)).…”
Section: Development Of Optimization Models For Ucimentioning
confidence: 99%
“…At the same time, for these three cases, nominal the best (NTB) for the target, smaller the better (STB) for the minimum, and larger the better (LTB) for the maximum conditions are defined in previous research studies [69]. e overall desirability function equation to be obtained by considering these three conditions is calculated by the geometric mean (see equation (7)).…”
Section: Development Of Optimization Models For Ucimentioning
confidence: 99%
“…Therefore, individual response features need to be aggregated in a logical manner to compute an equivalent single objective function which is optimized finally by Taguchi method. Aforementioned aggregation of multi-responses can be made by exploring desirability function approach [31,32], grey relational analysis [33,34], TOPSIS [35], utility theory [36] etc. However, these approaches rely on the assumption that individual responses are uncorrelated; which is not valid in practice.…”
Section: State Of Art: Turning Of Gfrp Compositesmentioning
confidence: 99%
“…Vera Candioti, DeZan, Cámara, and Goicoechea () proposed a desirability function that can be used to optimize different responses simultaneously. Researchers such as John (), Myers, Montgomery, and Anderson‐Cook () proposed desirability function to simplify the experimental analysis. For this purpose, they converted a multifold response optimization problem into a single response.…”
Section: Introductionmentioning
confidence: 99%