2012
DOI: 10.1007/s12206-012-0618-x
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Optimization and modeling of spot welding parameters with simultaneous multiple response consideration using multi-objective Taguchi method and RSM

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Cited by 61 publications
(24 citation statements)
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“…Though all the three input variables affected the failure energy, ANOVA indicates that welding current contributed more on the failure energy, followed by welding time and electrode force. The optimum process parameters maximizing the failure energy of the welded joints developed from the mathematical model using AFSA were respectively welding time of 9.54 ms, welding current of 2.4 kA, and electrode force of 127 N. Norasiah Muhammad et al [7] aimed to Optimize and modelled spot welding parameters with simultaneous multiple response consideration using multi-objective Taguchi method and RSM. In this paper an alternative method to optimize process parameters of resistance spot welding (RSW) towards weld zone development.…”
Section: ©Ijraset (Ugc Approved Journal): All Rights Are Reservedmentioning
confidence: 99%
“…Though all the three input variables affected the failure energy, ANOVA indicates that welding current contributed more on the failure energy, followed by welding time and electrode force. The optimum process parameters maximizing the failure energy of the welded joints developed from the mathematical model using AFSA were respectively welding time of 9.54 ms, welding current of 2.4 kA, and electrode force of 127 N. Norasiah Muhammad et al [7] aimed to Optimize and modelled spot welding parameters with simultaneous multiple response consideration using multi-objective Taguchi method and RSM. In this paper an alternative method to optimize process parameters of resistance spot welding (RSW) towards weld zone development.…”
Section: ©Ijraset (Ugc Approved Journal): All Rights Are Reservedmentioning
confidence: 99%
“…Furthermore, Taguchi parameter design can reduce the fluctuation of system performance and quality to the source of variation. The signalto-noise (S/N) ratio (η) represents the ratio of the mean to the square deviation to measure the quality characteristic deviation from the desired value and can be computed as [20,21]:…”
Section: Experimental Design and Proceduresmentioning
confidence: 99%
“…Good bond density at weld interface of USWAL alloy joints was due to the combine effects of temperature rise around the horns tip and intensity of weld interface waviness. [8] The significant effect of weld parameters are analyzed on the resistant spot welding from developed linear response surface model. The prediction based on the nugget radius and the intention of the nugget radius justified for steel joints.…”
Section: Introductionmentioning
confidence: 99%